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[Title]
xNg()

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% Ȃ΁C[Level1]ɏ̂̂܂ܖ蕶ƂȂB
[Problem]
̖ɓB

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% Level1̖BȉLevel7܂œlB
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% ŏprocessƂsC̎̍svZߒĂB
[Level1]
ʂ1_ƕxNgŔ}ϐ\(ׂĐ)

$_A(1,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+8t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+6t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+6t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+6t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+8t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+6t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+6t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+6t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+8t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+6t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+6t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+6t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+8t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+6t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+6t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+6t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+8t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+6t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+6t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+6t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+8t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+6t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+6t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+6t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+8t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+6t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+6t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+6t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+8t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+6t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+6t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+6t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+8t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+6t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+6t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+6t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+8t \end{cases}$







[Level2]
ʂ1_ƕxNgŔ}ϐ\(܂)


$_A(1,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+8t \end{cases}$

$_A(9,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=9-t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=9-t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=9-t \\ y=1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-1,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-2,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-3,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-4,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-5,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-6,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-6,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-6,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,6)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-7,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,3)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-8,\,9)ɕsȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,1)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,2)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,4)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,5)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,7)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku d=(-9,\,8)ɕsȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+8t \end{cases}$




[Level3]
ʂ1_ƕxNgŕ(ׂĐ)



$_A(1,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y=0$

$_A(1,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(1,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-2=0$

$_A(1,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-3=0$

$_A(1,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-4=0$

$_A(1,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-5=0$

$_A(1,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-6=0$

$_A(1,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-7=0$

$_A(1,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-8=0$

$_A(1,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(1,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-1=0$

$_A(1,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-3=0$

$_A(1,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-5=0$

$_A(1,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-7=0$

$_A(1,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+2=0$

$_A(1,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+1=0$

$_A(1,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-1=0$

$_A(1,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-2=0$

$_A(1,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-4=0$

$_A(1,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-5=0$

$_A(1,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+3=0$

$_A(1,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+1=0$

$_A(1,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-1=0$

$_A(1,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-3=0$

$_A(1,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-5=0$

$_A(1,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+4=0$

$_A(1,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+3=0$

$_A(1,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+2=0$

$_A(1,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+1=0$

$_A(1,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-1=0$

$_A(1,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-2=0$

$_A(1,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-3=0$

$_A(1,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-4=0$

$_A(1,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+5=0$

$_A(1,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+1=0$

$_A(1,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-1=0$

$_A(1,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+6=0$

$_A(1,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+5=0$

$_A(1,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+4=0$

$_A(1,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+3=0$

$_A(1,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+2=0$

$_A(1,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+1=0$

$_A(1,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-1=0$

$_A(1,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-2=0$

$_A(1,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+7=0$

$_A(1,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+5=0$

$_A(1,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+3=0$

$_A(1,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+1=0$

$_A(1,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-1=0$

$_A(1,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+8=0$

$_A(1,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+7=0$

$_A(1,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+5=0$

$_A(1,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+4=0$

$_A(1,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+2=0$

$_A(1,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+1=0$

$_A(1,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(1,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-1=0$

$_A(1,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-2=0$

$_A(1,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-3=0$

$_A(1,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-4=0$

$_A(1,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-5=0$

$_A(1,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-6=0$

$_A(1,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-7=0$

$_A(1,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(1,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+1=0$

$_A(1,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-1=0$

$_A(1,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-3=0$

$_A(1,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-5=0$

$_A(1,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+5=0$

$_A(1,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+4=0$

$_A(1,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+2=0$

$_A(1,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+1=0$

$_A(1,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-1=0$

$_A(1,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-2=0$

$_A(1,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+7=0$

$_A(1,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+5=0$

$_A(1,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+3=0$

$_A(1,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+1=0$

$_A(1,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-1=0$

$_A(1,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+9=0$

$_A(1,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+8=0$

$_A(1,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+7=0$

$_A(1,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+6=0$

$_A(1,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+4=0$

$_A(1,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+3=0$

$_A(1,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+2=0$

$_A(1,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+1=0$

$_A(1,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+11=0$

$_A(1,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+7=0$

$_A(1,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+5=0$

$_A(1,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+13=0$

$_A(1,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+12=0$

$_A(1,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+11=0$

$_A(1,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+10=0$

$_A(1,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+9=0$

$_A(1,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+8=0$

$_A(1,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+6=0$

$_A(1,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+5=0$

$_A(1,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+15=0$

$_A(1,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+13=0$

$_A(1,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+11=0$

$_A(1,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+9=0$

$_A(1,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+7=0$

$_A(1,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+17=0$

$_A(1,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+16=0$

$_A(1,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+14=0$

$_A(1,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+13=0$

$_A(1,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+11=0$

$_A(1,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+10=0$

$_A(1,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(1,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y=0$

$_A(1,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-1=0$

$_A(1,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-2=0$

$_A(1,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-3=0$

$_A(1,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-4=0$

$_A(1,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-5=0$

$_A(1,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-6=0$

$_A(1,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(1,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+3=0$

$_A(1,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+1=0$

$_A(1,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-1=0$

$_A(1,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-3=0$

$_A(1,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+8=0$

$_A(1,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+7=0$

$_A(1,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+5=0$

$_A(1,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+4=0$

$_A(1,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+2=0$

$_A(1,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+1=0$

$_A(1,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+11=0$

$_A(1,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+9=0$

$_A(1,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+7=0$

$_A(1,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+5=0$

$_A(1,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+3=0$

$_A(1,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+14=0$

$_A(1,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+13=0$

$_A(1,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+12=0$

$_A(1,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+11=0$

$_A(1,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+9=0$

$_A(1,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+8=0$

$_A(1,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+7=0$

$_A(1,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+6=0$

$_A(1,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+17=0$

$_A(1,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+13=0$

$_A(1,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+11=0$

$_A(1,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+20=0$

$_A(1,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+19=0$

$_A(1,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+18=0$

$_A(1,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+17=0$

$_A(1,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+16=0$

$_A(1,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+15=0$

$_A(1,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+13=0$

$_A(1,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+12=0$

$_A(1,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+23=0$

$_A(1,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+21=0$

$_A(1,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+19=0$

$_A(1,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+17=0$

$_A(1,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+15=0$

$_A(1,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+26=0$

$_A(1,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+25=0$

$_A(1,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+23=0$

$_A(1,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+22=0$

$_A(1,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+20=0$

$_A(1,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+19=0$

$_A(1,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+2=0$

$_A(1,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+1=0$

$_A(1,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y=0$

$_A(1,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-1=0$

$_A(1,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-2=0$

$_A(1,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-3=0$

$_A(1,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-4=0$

$_A(1,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-5=0$

$_A(1,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(1,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+5=0$

$_A(1,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+3=0$

$_A(1,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+1=0$

$_A(1,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-1=0$

$_A(1,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+11=0$

$_A(1,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+10=0$

$_A(1,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+8=0$

$_A(1,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+7=0$

$_A(1,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+5=0$

$_A(1,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+4=0$

$_A(1,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+15=0$

$_A(1,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+13=0$

$_A(1,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+11=0$

$_A(1,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+9=0$

$_A(1,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+7=0$

$_A(1,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+19=0$

$_A(1,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+18=0$

$_A(1,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+17=0$

$_A(1,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+16=0$

$_A(1,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+14=0$

$_A(1,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+13=0$

$_A(1,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+12=0$

$_A(1,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+11=0$

$_A(1,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+23=0$

$_A(1,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+19=0$

$_A(1,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+17=0$

$_A(1,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+27=0$

$_A(1,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+26=0$

$_A(1,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+25=0$

$_A(1,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+24=0$

$_A(1,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+23=0$

$_A(1,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+22=0$

$_A(1,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+20=0$

$_A(1,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+19=0$

$_A(1,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+31=0$

$_A(1,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+29=0$

$_A(1,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+27=0$

$_A(1,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+25=0$

$_A(1,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+23=0$

$_A(1,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+35=0$

$_A(1,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+34=0$

$_A(1,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+32=0$

$_A(1,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+31=0$

$_A(1,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+29=0$

$_A(1,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+28=0$

$_A(1,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(1,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+2=0$

$_A(1,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+1=0$

$_A(1,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y=0$

$_A(1,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-1=0$

$_A(1,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-2=0$

$_A(1,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-3=0$

$_A(1,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-4=0$

$_A(1,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(1,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+7=0$

$_A(1,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+5=0$

$_A(1,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+3=0$

$_A(1,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+1=0$

$_A(1,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+14=0$

$_A(1,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+13=0$

$_A(1,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+11=0$

$_A(1,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+10=0$

$_A(1,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+8=0$

$_A(1,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+7=0$

$_A(1,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+19=0$

$_A(1,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+17=0$

$_A(1,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+15=0$

$_A(1,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+13=0$

$_A(1,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+11=0$

$_A(1,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+24=0$

$_A(1,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+23=0$

$_A(1,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+22=0$

$_A(1,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+21=0$

$_A(1,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+19=0$

$_A(1,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+18=0$

$_A(1,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+17=0$

$_A(1,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+16=0$

$_A(1,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+29=0$

$_A(1,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+25=0$

$_A(1,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+23=0$

$_A(1,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+34=0$

$_A(1,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+33=0$

$_A(1,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+32=0$

$_A(1,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+31=0$

$_A(1,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+30=0$

$_A(1,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+29=0$

$_A(1,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+27=0$

$_A(1,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+26=0$

$_A(1,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+39=0$

$_A(1,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+37=0$

$_A(1,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+35=0$

$_A(1,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+33=0$

$_A(1,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+31=0$

$_A(1,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+44=0$

$_A(1,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+43=0$

$_A(1,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+41=0$

$_A(1,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+40=0$

$_A(1,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+38=0$

$_A(1,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+37=0$

$_A(1,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+4=0$

$_A(1,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+3=0$

$_A(1,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+2=0$

$_A(1,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+1=0$

$_A(1,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y=0$

$_A(1,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-1=0$

$_A(1,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-2=0$

$_A(1,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-3=0$

$_A(1,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(1,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+9=0$

$_A(1,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+7=0$

$_A(1,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+5=0$

$_A(1,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+3=0$

$_A(1,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+17=0$

$_A(1,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+16=0$

$_A(1,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+14=0$

$_A(1,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+13=0$

$_A(1,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+11=0$

$_A(1,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+10=0$

$_A(1,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+23=0$

$_A(1,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+21=0$

$_A(1,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+19=0$

$_A(1,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+17=0$

$_A(1,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+15=0$

$_A(1,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+29=0$

$_A(1,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+28=0$

$_A(1,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+27=0$

$_A(1,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+26=0$

$_A(1,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+24=0$

$_A(1,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+23=0$

$_A(1,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+22=0$

$_A(1,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+21=0$

$_A(1,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+35=0$

$_A(1,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+31=0$

$_A(1,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+29=0$

$_A(1,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+41=0$

$_A(1,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+40=0$

$_A(1,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+39=0$

$_A(1,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+38=0$

$_A(1,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+37=0$

$_A(1,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+36=0$

$_A(1,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+34=0$

$_A(1,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+33=0$

$_A(1,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+47=0$

$_A(1,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+45=0$

$_A(1,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+43=0$

$_A(1,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+41=0$

$_A(1,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+39=0$

$_A(1,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+53=0$

$_A(1,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+52=0$

$_A(1,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+50=0$

$_A(1,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+49=0$

$_A(1,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+47=0$

$_A(1,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+46=0$

$_A(1,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(1,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+4=0$

$_A(1,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+3=0$

$_A(1,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+2=0$

$_A(1,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+1=0$

$_A(1,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y=0$

$_A(1,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-1=0$

$_A(1,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-2=0$

$_A(1,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+13=0$

$_A(1,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+11=0$

$_A(1,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+9=0$

$_A(1,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+7=0$

$_A(1,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+5=0$

$_A(1,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+20=0$

$_A(1,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+19=0$

$_A(1,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+17=0$

$_A(1,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+16=0$

$_A(1,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+14=0$

$_A(1,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+13=0$

$_A(1,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+27=0$

$_A(1,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+25=0$

$_A(1,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+23=0$

$_A(1,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+21=0$

$_A(1,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+19=0$

$_A(1,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+34=0$

$_A(1,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+33=0$

$_A(1,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+32=0$

$_A(1,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+31=0$

$_A(1,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+29=0$

$_A(1,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+28=0$

$_A(1,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+27=0$

$_A(1,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+26=0$

$_A(1,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+41=0$

$_A(1,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+37=0$

$_A(1,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+35=0$

$_A(1,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+48=0$

$_A(1,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+47=0$

$_A(1,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+46=0$

$_A(1,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+45=0$

$_A(1,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+44=0$

$_A(1,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+43=0$

$_A(1,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+41=0$

$_A(1,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+40=0$

$_A(1,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+55=0$

$_A(1,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+53=0$

$_A(1,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+51=0$

$_A(1,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+49=0$

$_A(1,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+47=0$

$_A(1,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+62=0$

$_A(1,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+61=0$

$_A(1,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+59=0$

$_A(1,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+58=0$

$_A(1,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+56=0$

$_A(1,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+55=0$

$_A(1,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+6=0$

$_A(1,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+5=0$

$_A(1,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+4=0$

$_A(1,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+3=0$

$_A(1,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+2=0$

$_A(1,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+1=0$

$_A(1,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y=0$

$_A(1,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-1=0$

$_A(1,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+15=0$

$_A(1,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+13=0$

$_A(1,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+11=0$

$_A(1,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+9=0$

$_A(1,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+7=0$

$_A(1,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+23=0$

$_A(1,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+22=0$

$_A(1,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+20=0$

$_A(1,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+19=0$

$_A(1,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+17=0$

$_A(1,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+16=0$

$_A(1,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+31=0$

$_A(1,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+29=0$

$_A(1,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+27=0$

$_A(1,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+25=0$

$_A(1,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+23=0$

$_A(1,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+39=0$

$_A(1,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+38=0$

$_A(1,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+37=0$

$_A(1,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+36=0$

$_A(1,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+34=0$

$_A(1,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+33=0$

$_A(1,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+32=0$

$_A(1,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+31=0$

$_A(1,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+47=0$

$_A(1,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+43=0$

$_A(1,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+41=0$

$_A(1,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+55=0$

$_A(1,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+54=0$

$_A(1,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+53=0$

$_A(1,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+52=0$

$_A(1,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+51=0$

$_A(1,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+50=0$

$_A(1,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+48=0$

$_A(1,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+47=0$

$_A(1,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+63=0$

$_A(1,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+61=0$

$_A(1,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+59=0$

$_A(1,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+57=0$

$_A(1,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+55=0$

$_A(1,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+71=0$

$_A(1,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+70=0$

$_A(1,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+68=0$

$_A(1,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+67=0$

$_A(1,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+65=0$

$_A(1,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+64=0$

$_A(1,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(1,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+6=0$

$_A(1,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+5=0$

$_A(1,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+4=0$

$_A(1,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+3=0$

$_A(1,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+2=0$

$_A(1,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+1=0$

$_A(1,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y=0$

$_A(1,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+17=0$

$_A(1,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+15=0$

$_A(1,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+13=0$

$_A(1,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+11=0$

$_A(1,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+9=0$

$_A(1,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+26=0$

$_A(1,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+25=0$

$_A(1,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+23=0$

$_A(1,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+22=0$

$_A(1,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+20=0$

$_A(1,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+19=0$

$_A(1,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+35=0$

$_A(1,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+33=0$

$_A(1,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+31=0$

$_A(1,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+29=0$

$_A(1,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+27=0$

$_A(1,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+44=0$

$_A(1,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+43=0$

$_A(1,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+42=0$

$_A(1,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+41=0$

$_A(1,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+39=0$

$_A(1,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+38=0$

$_A(1,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+37=0$

$_A(1,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+36=0$

$_A(1,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+53=0$

$_A(1,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+49=0$

$_A(1,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+47=0$

$_A(1,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+62=0$

$_A(1,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+61=0$

$_A(1,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+60=0$

$_A(1,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+59=0$

$_A(1,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+58=0$

$_A(1,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+57=0$

$_A(1,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+55=0$

$_A(1,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+54=0$

$_A(1,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+71=0$

$_A(1,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+69=0$

$_A(1,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+67=0$

$_A(1,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+65=0$

$_A(1,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+63=0$

$_A(1,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+80=0$

$_A(1,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+79=0$

$_A(1,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+77=0$

$_A(1,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+76=0$

$_A(1,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+74=0$

$_A(1,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+73=0$

$_A(2,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-1=0$

$_A(2,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(2,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-5=0$

$_A(2,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-7=0$

$_A(2,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-9=0$

$_A(2,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-11=0$

$_A(2,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-13=0$

$_A(2,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-15=0$

$_A(2,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-17=0$

$_A(2,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(2,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-4=0$

$_A(2,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-8=0$

$_A(2,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-12=0$

$_A(2,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-16=0$

$_A(2,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+1=0$

$_A(2,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-1=0$

$_A(2,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-5=0$

$_A(2,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-7=0$

$_A(2,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-11=0$

$_A(2,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-13=0$

$_A(2,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+2=0$

$_A(2,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-2=0$

$_A(2,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-6=0$

$_A(2,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-10=0$

$_A(2,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-14=0$

$_A(2,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+3=0$

$_A(2,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+1=0$

$_A(2,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-1=0$

$_A(2,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-3=0$

$_A(2,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-7=0$

$_A(2,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-9=0$

$_A(2,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-11=0$

$_A(2,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-13=0$

$_A(2,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+4=0$

$_A(2,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-4=0$

$_A(2,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-8=0$

$_A(2,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+5=0$

$_A(2,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+3=0$

$_A(2,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+1=0$

$_A(2,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-1=0$

$_A(2,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-3=0$

$_A(2,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-5=0$

$_A(2,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-9=0$

$_A(2,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-11=0$

$_A(2,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+6=0$

$_A(2,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+2=0$

$_A(2,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-2=0$

$_A(2,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-6=0$

$_A(2,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-10=0$

$_A(2,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+7=0$

$_A(2,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+5=0$

$_A(2,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+1=0$

$_A(2,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-1=0$

$_A(2,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-5=0$

$_A(2,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-7=0$

$_A(2,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-2=0$

$_A(2,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-4=0$

$_A(2,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-6=0$

$_A(2,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-8=0$

$_A(2,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-10=0$

$_A(2,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-12=0$

$_A(2,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-14=0$

$_A(2,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-16=0$

$_A(2,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+2=0$

$_A(2,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-2=0$

$_A(2,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-6=0$

$_A(2,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-10=0$

$_A(2,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-14=0$

$_A(2,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+4=0$

$_A(2,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+2=0$

$_A(2,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-2=0$

$_A(2,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-4=0$

$_A(2,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-8=0$

$_A(2,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-10=0$

$_A(2,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+6=0$

$_A(2,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+2=0$

$_A(2,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-2=0$

$_A(2,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-6=0$

$_A(2,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-10=0$

$_A(2,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+8=0$

$_A(2,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+6=0$

$_A(2,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+4=0$

$_A(2,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+2=0$

$_A(2,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-2=0$

$_A(2,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-4=0$

$_A(2,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-6=0$

$_A(2,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-8=0$

$_A(2,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+10=0$

$_A(2,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+2=0$

$_A(2,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-2=0$

$_A(2,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+12=0$

$_A(2,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+10=0$

$_A(2,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+8=0$

$_A(2,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+6=0$

$_A(2,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+4=0$

$_A(2,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+2=0$

$_A(2,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-2=0$

$_A(2,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-4=0$

$_A(2,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+14=0$

$_A(2,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+10=0$

$_A(2,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+6=0$

$_A(2,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+2=0$

$_A(2,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-2=0$

$_A(2,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+16=0$

$_A(2,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+14=0$

$_A(2,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+10=0$

$_A(2,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+8=0$

$_A(2,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+4=0$

$_A(2,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+2=0$

$_A(2,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(2,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-3=0$

$_A(2,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-5=0$

$_A(2,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-7=0$

$_A(2,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-9=0$

$_A(2,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-11=0$

$_A(2,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-13=0$

$_A(2,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-15=0$

$_A(2,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+4=0$

$_A(2,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y=0$

$_A(2,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-4=0$

$_A(2,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-8=0$

$_A(2,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-12=0$

$_A(2,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+7=0$

$_A(2,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+5=0$

$_A(2,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+1=0$

$_A(2,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-1=0$

$_A(2,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-5=0$

$_A(2,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-7=0$

$_A(2,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+10=0$

$_A(2,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+6=0$

$_A(2,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+2=0$

$_A(2,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-2=0$

$_A(2,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-6=0$

$_A(2,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+13=0$

$_A(2,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+11=0$

$_A(2,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+9=0$

$_A(2,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+7=0$

$_A(2,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+3=0$

$_A(2,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+1=0$

$_A(2,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-1=0$

$_A(2,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-3=0$

$_A(2,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+16=0$

$_A(2,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+8=0$

$_A(2,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+4=0$

$_A(2,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+19=0$

$_A(2,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+17=0$

$_A(2,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+15=0$

$_A(2,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+13=0$

$_A(2,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+11=0$

$_A(2,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+9=0$

$_A(2,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+5=0$

$_A(2,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+3=0$

$_A(2,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+22=0$

$_A(2,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+18=0$

$_A(2,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+14=0$

$_A(2,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+10=0$

$_A(2,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+6=0$

$_A(2,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+25=0$

$_A(2,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+23=0$

$_A(2,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+19=0$

$_A(2,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+17=0$

$_A(2,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+13=0$

$_A(2,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+11=0$

$_A(2,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(2,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-2=0$

$_A(2,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-4=0$

$_A(2,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-6=0$

$_A(2,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-8=0$

$_A(2,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-10=0$

$_A(2,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-12=0$

$_A(2,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-14=0$

$_A(2,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+6=0$

$_A(2,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+2=0$

$_A(2,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-2=0$

$_A(2,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-6=0$

$_A(2,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-10=0$

$_A(2,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+10=0$

$_A(2,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+8=0$

$_A(2,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+4=0$

$_A(2,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+2=0$

$_A(2,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-2=0$

$_A(2,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-4=0$

$_A(2,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+14=0$

$_A(2,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+10=0$

$_A(2,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+6=0$

$_A(2,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+2=0$

$_A(2,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-2=0$

$_A(2,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+18=0$

$_A(2,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+16=0$

$_A(2,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+14=0$

$_A(2,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+12=0$

$_A(2,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+8=0$

$_A(2,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+6=0$

$_A(2,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+4=0$

$_A(2,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+2=0$

$_A(2,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+22=0$

$_A(2,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+14=0$

$_A(2,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+10=0$

$_A(2,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+26=0$

$_A(2,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+24=0$

$_A(2,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+22=0$

$_A(2,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+20=0$

$_A(2,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+18=0$

$_A(2,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+16=0$

$_A(2,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+12=0$

$_A(2,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+10=0$

$_A(2,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+30=0$

$_A(2,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+26=0$

$_A(2,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+22=0$

$_A(2,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+18=0$

$_A(2,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+14=0$

$_A(2,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+34=0$

$_A(2,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+32=0$

$_A(2,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+28=0$

$_A(2,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+26=0$

$_A(2,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+22=0$

$_A(2,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+20=0$

$_A(2,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(2,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-1=0$

$_A(2,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-3=0$

$_A(2,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-5=0$

$_A(2,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-7=0$

$_A(2,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-9=0$

$_A(2,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-11=0$

$_A(2,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-13=0$

$_A(2,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+8=0$

$_A(2,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+4=0$

$_A(2,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y=0$

$_A(2,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-4=0$

$_A(2,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-8=0$

$_A(2,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+13=0$

$_A(2,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+11=0$

$_A(2,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+7=0$

$_A(2,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+5=0$

$_A(2,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+1=0$

$_A(2,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-1=0$

$_A(2,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+18=0$

$_A(2,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+14=0$

$_A(2,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+10=0$

$_A(2,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+6=0$

$_A(2,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+2=0$

$_A(2,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+23=0$

$_A(2,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+21=0$

$_A(2,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+19=0$

$_A(2,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+17=0$

$_A(2,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+13=0$

$_A(2,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+11=0$

$_A(2,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+9=0$

$_A(2,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+7=0$

$_A(2,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+28=0$

$_A(2,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+20=0$

$_A(2,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+16=0$

$_A(2,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+33=0$

$_A(2,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+31=0$

$_A(2,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+29=0$

$_A(2,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+27=0$

$_A(2,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+25=0$

$_A(2,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+23=0$

$_A(2,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+19=0$

$_A(2,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+17=0$

$_A(2,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+38=0$

$_A(2,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+34=0$

$_A(2,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+30=0$

$_A(2,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+26=0$

$_A(2,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+22=0$

$_A(2,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+43=0$

$_A(2,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+41=0$

$_A(2,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+37=0$

$_A(2,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+35=0$

$_A(2,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+31=0$

$_A(2,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+29=0$

$_A(2,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+2=0$

$_A(2,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y=0$

$_A(2,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-2=0$

$_A(2,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-4=0$

$_A(2,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-6=0$

$_A(2,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-8=0$

$_A(2,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-10=0$

$_A(2,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-12=0$

$_A(2,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(2,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+6=0$

$_A(2,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+2=0$

$_A(2,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-2=0$

$_A(2,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-6=0$

$_A(2,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+16=0$

$_A(2,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+14=0$

$_A(2,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+10=0$

$_A(2,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+8=0$

$_A(2,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+4=0$

$_A(2,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+2=0$

$_A(2,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+22=0$

$_A(2,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+18=0$

$_A(2,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+14=0$

$_A(2,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+10=0$

$_A(2,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+6=0$

$_A(2,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+28=0$

$_A(2,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+26=0$

$_A(2,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+24=0$

$_A(2,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+22=0$

$_A(2,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+18=0$

$_A(2,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+16=0$

$_A(2,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+14=0$

$_A(2,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+12=0$

$_A(2,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+34=0$

$_A(2,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+26=0$

$_A(2,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+22=0$

$_A(2,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+40=0$

$_A(2,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+38=0$

$_A(2,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+36=0$

$_A(2,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+34=0$

$_A(2,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+32=0$

$_A(2,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+30=0$

$_A(2,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+26=0$

$_A(2,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+24=0$

$_A(2,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+46=0$

$_A(2,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+42=0$

$_A(2,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+38=0$

$_A(2,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+34=0$

$_A(2,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+30=0$

$_A(2,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+52=0$

$_A(2,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+50=0$

$_A(2,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+46=0$

$_A(2,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+44=0$

$_A(2,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+40=0$

$_A(2,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+38=0$

$_A(2,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(2,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+1=0$

$_A(2,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-1=0$

$_A(2,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-3=0$

$_A(2,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-5=0$

$_A(2,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-7=0$

$_A(2,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-9=0$

$_A(2,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-11=0$

$_A(2,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+12=0$

$_A(2,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+8=0$

$_A(2,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+4=0$

$_A(2,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y=0$

$_A(2,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-4=0$

$_A(2,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+19=0$

$_A(2,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+17=0$

$_A(2,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+13=0$

$_A(2,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+11=0$

$_A(2,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+7=0$

$_A(2,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+5=0$

$_A(2,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+26=0$

$_A(2,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+22=0$

$_A(2,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+18=0$

$_A(2,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+14=0$

$_A(2,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+10=0$

$_A(2,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+33=0$

$_A(2,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+31=0$

$_A(2,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+29=0$

$_A(2,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+27=0$

$_A(2,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+23=0$

$_A(2,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+21=0$

$_A(2,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+19=0$

$_A(2,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+17=0$

$_A(2,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+40=0$

$_A(2,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+32=0$

$_A(2,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+28=0$

$_A(2,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+47=0$

$_A(2,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+45=0$

$_A(2,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+43=0$

$_A(2,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+41=0$

$_A(2,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+39=0$

$_A(2,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+37=0$

$_A(2,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+33=0$

$_A(2,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+31=0$

$_A(2,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+54=0$

$_A(2,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+50=0$

$_A(2,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+46=0$

$_A(2,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+42=0$

$_A(2,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+38=0$

$_A(2,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+61=0$

$_A(2,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+59=0$

$_A(2,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+55=0$

$_A(2,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+53=0$

$_A(2,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+49=0$

$_A(2,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+47=0$

$_A(2,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+4=0$

$_A(2,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+2=0$

$_A(2,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y=0$

$_A(2,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-2=0$

$_A(2,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-4=0$

$_A(2,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-6=0$

$_A(2,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-8=0$

$_A(2,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-10=0$

$_A(2,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+14=0$

$_A(2,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+10=0$

$_A(2,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+6=0$

$_A(2,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+2=0$

$_A(2,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-2=0$

$_A(2,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+22=0$

$_A(2,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+20=0$

$_A(2,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+16=0$

$_A(2,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+14=0$

$_A(2,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+10=0$

$_A(2,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+8=0$

$_A(2,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+30=0$

$_A(2,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+26=0$

$_A(2,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+22=0$

$_A(2,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+18=0$

$_A(2,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+14=0$

$_A(2,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+38=0$

$_A(2,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+36=0$

$_A(2,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+34=0$

$_A(2,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+32=0$

$_A(2,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+28=0$

$_A(2,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+26=0$

$_A(2,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+24=0$

$_A(2,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+22=0$

$_A(2,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+46=0$

$_A(2,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+38=0$

$_A(2,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+34=0$

$_A(2,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+54=0$

$_A(2,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+52=0$

$_A(2,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+50=0$

$_A(2,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+48=0$

$_A(2,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+46=0$

$_A(2,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+44=0$

$_A(2,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+40=0$

$_A(2,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+38=0$

$_A(2,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+62=0$

$_A(2,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+58=0$

$_A(2,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+54=0$

$_A(2,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+50=0$

$_A(2,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+46=0$

$_A(2,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+70=0$

$_A(2,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+68=0$

$_A(2,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+64=0$

$_A(2,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+62=0$

$_A(2,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+58=0$

$_A(2,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+56=0$

$_A(2,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(2,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+3=0$

$_A(2,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+1=0$

$_A(2,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-1=0$

$_A(2,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-3=0$

$_A(2,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-5=0$

$_A(2,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-7=0$

$_A(2,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-9=0$

$_A(2,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+16=0$

$_A(2,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+12=0$

$_A(2,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+8=0$

$_A(2,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+4=0$

$_A(2,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y=0$

$_A(2,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+25=0$

$_A(2,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+23=0$

$_A(2,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+19=0$

$_A(2,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+17=0$

$_A(2,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+13=0$

$_A(2,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+11=0$

$_A(2,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+34=0$

$_A(2,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+30=0$

$_A(2,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+26=0$

$_A(2,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+22=0$

$_A(2,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+18=0$

$_A(2,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+43=0$

$_A(2,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+41=0$

$_A(2,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+39=0$

$_A(2,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+37=0$

$_A(2,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+33=0$

$_A(2,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+31=0$

$_A(2,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+29=0$

$_A(2,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+27=0$

$_A(2,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+52=0$

$_A(2,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+44=0$

$_A(2,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+40=0$

$_A(2,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+61=0$

$_A(2,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+59=0$

$_A(2,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+57=0$

$_A(2,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+55=0$

$_A(2,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+53=0$

$_A(2,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+51=0$

$_A(2,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+47=0$

$_A(2,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+45=0$

$_A(2,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+70=0$

$_A(2,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+66=0$

$_A(2,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+62=0$

$_A(2,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+58=0$

$_A(2,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+54=0$

$_A(2,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+79=0$

$_A(2,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+77=0$

$_A(2,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+73=0$

$_A(2,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+71=0$

$_A(2,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+67=0$

$_A(2,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+65=0$

$_A(3,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-2=0$

$_A(3,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(3,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-8=0$

$_A(3,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-11=0$

$_A(3,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-14=0$

$_A(3,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-17=0$

$_A(3,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-20=0$

$_A(3,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-23=0$

$_A(3,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-26=0$

$_A(3,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(3,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-7=0$

$_A(3,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-13=0$

$_A(3,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-19=0$

$_A(3,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-25=0$

$_A(3,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y=0$

$_A(3,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-3=0$

$_A(3,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-9=0$

$_A(3,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-12=0$

$_A(3,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-18=0$

$_A(3,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-21=0$

$_A(3,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+1=0$

$_A(3,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-5=0$

$_A(3,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-11=0$

$_A(3,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-17=0$

$_A(3,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-23=0$

$_A(3,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+2=0$

$_A(3,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-1=0$

$_A(3,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-4=0$

$_A(3,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-7=0$

$_A(3,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-13=0$

$_A(3,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-16=0$

$_A(3,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-19=0$

$_A(3,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-22=0$

$_A(3,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+3=0$

$_A(3,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-9=0$

$_A(3,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-15=0$

$_A(3,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+4=0$

$_A(3,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+1=0$

$_A(3,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-2=0$

$_A(3,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-5=0$

$_A(3,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-8=0$

$_A(3,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-11=0$

$_A(3,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-17=0$

$_A(3,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-20=0$

$_A(3,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+5=0$

$_A(3,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-1=0$

$_A(3,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-7=0$

$_A(3,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-13=0$

$_A(3,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-19=0$

$_A(3,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+6=0$

$_A(3,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+3=0$

$_A(3,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-3=0$

$_A(3,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-6=0$

$_A(3,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-12=0$

$_A(3,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-15=0$

$_A(3,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-4=0$

$_A(3,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-7=0$

$_A(3,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-10=0$

$_A(3,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-13=0$

$_A(3,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-16=0$

$_A(3,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-19=0$

$_A(3,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-22=0$

$_A(3,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-25=0$

$_A(3,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(3,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-5=0$

$_A(3,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-11=0$

$_A(3,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-17=0$

$_A(3,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-23=0$

$_A(3,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+3=0$

$_A(3,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y=0$

$_A(3,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-6=0$

$_A(3,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-9=0$

$_A(3,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-15=0$

$_A(3,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-18=0$

$_A(3,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+5=0$

$_A(3,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-1=0$

$_A(3,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-7=0$

$_A(3,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-13=0$

$_A(3,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-19=0$

$_A(3,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+7=0$

$_A(3,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+4=0$

$_A(3,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+1=0$

$_A(3,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-2=0$

$_A(3,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-8=0$

$_A(3,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-11=0$

$_A(3,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-14=0$

$_A(3,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-17=0$

$_A(3,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+9=0$

$_A(3,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-3=0$

$_A(3,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-9=0$

$_A(3,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+11=0$

$_A(3,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+8=0$

$_A(3,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+5=0$

$_A(3,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+2=0$

$_A(3,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-1=0$

$_A(3,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-4=0$

$_A(3,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-10=0$

$_A(3,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-13=0$

$_A(3,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+13=0$

$_A(3,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+7=0$

$_A(3,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+1=0$

$_A(3,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-5=0$

$_A(3,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-11=0$

$_A(3,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+15=0$

$_A(3,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+12=0$

$_A(3,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+6=0$

$_A(3,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+3=0$

$_A(3,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-3=0$

$_A(3,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-6=0$

$_A(3,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(3,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-6=0$

$_A(3,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-9=0$

$_A(3,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-12=0$

$_A(3,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-15=0$

$_A(3,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-18=0$

$_A(3,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-21=0$

$_A(3,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-24=0$

$_A(3,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(3,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-3=0$

$_A(3,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-9=0$

$_A(3,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-15=0$

$_A(3,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-21=0$

$_A(3,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+6=0$

$_A(3,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+3=0$

$_A(3,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-3=0$

$_A(3,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-6=0$

$_A(3,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-12=0$

$_A(3,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-15=0$

$_A(3,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+9=0$

$_A(3,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+3=0$

$_A(3,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-3=0$

$_A(3,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-9=0$

$_A(3,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-15=0$

$_A(3,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+12=0$

$_A(3,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+9=0$

$_A(3,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+6=0$

$_A(3,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+3=0$

$_A(3,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-3=0$

$_A(3,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-6=0$

$_A(3,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-9=0$

$_A(3,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-12=0$

$_A(3,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+15=0$

$_A(3,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+3=0$

$_A(3,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-3=0$

$_A(3,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+18=0$

$_A(3,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+15=0$

$_A(3,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+12=0$

$_A(3,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+9=0$

$_A(3,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+6=0$

$_A(3,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+3=0$

$_A(3,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-3=0$

$_A(3,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-6=0$

$_A(3,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+21=0$

$_A(3,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+15=0$

$_A(3,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+9=0$

$_A(3,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+3=0$

$_A(3,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-3=0$

$_A(3,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+24=0$

$_A(3,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+21=0$

$_A(3,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+15=0$

$_A(3,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+12=0$

$_A(3,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+6=0$

$_A(3,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+3=0$

$_A(3,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-2=0$

$_A(3,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-5=0$

$_A(3,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-8=0$

$_A(3,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-11=0$

$_A(3,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-14=0$

$_A(3,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-17=0$

$_A(3,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-20=0$

$_A(3,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-23=0$

$_A(3,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(3,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-1=0$

$_A(3,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-7=0$

$_A(3,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-13=0$

$_A(3,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-19=0$

$_A(3,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+9=0$

$_A(3,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+6=0$

$_A(3,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y=0$

$_A(3,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-3=0$

$_A(3,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-9=0$

$_A(3,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-12=0$

$_A(3,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+13=0$

$_A(3,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+7=0$

$_A(3,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+1=0$

$_A(3,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-5=0$

$_A(3,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-11=0$

$_A(3,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+17=0$

$_A(3,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+14=0$

$_A(3,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+11=0$

$_A(3,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+8=0$

$_A(3,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+2=0$

$_A(3,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-1=0$

$_A(3,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-4=0$

$_A(3,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-7=0$

$_A(3,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+21=0$

$_A(3,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+9=0$

$_A(3,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+3=0$

$_A(3,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+25=0$

$_A(3,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+22=0$

$_A(3,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+19=0$

$_A(3,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+16=0$

$_A(3,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+13=0$

$_A(3,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+10=0$

$_A(3,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+4=0$

$_A(3,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+1=0$

$_A(3,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+29=0$

$_A(3,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+23=0$

$_A(3,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+17=0$

$_A(3,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+11=0$

$_A(3,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+5=0$

$_A(3,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+33=0$

$_A(3,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+30=0$

$_A(3,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+24=0$

$_A(3,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+21=0$

$_A(3,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+15=0$

$_A(3,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+12=0$

$_A(3,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(3,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-4=0$

$_A(3,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-7=0$

$_A(3,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-10=0$

$_A(3,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-13=0$

$_A(3,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-16=0$

$_A(3,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-19=0$

$_A(3,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-22=0$

$_A(3,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(3,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+1=0$

$_A(3,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-5=0$

$_A(3,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-11=0$

$_A(3,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-17=0$

$_A(3,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+12=0$

$_A(3,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+9=0$

$_A(3,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+3=0$

$_A(3,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y=0$

$_A(3,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-6=0$

$_A(3,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-9=0$

$_A(3,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+17=0$

$_A(3,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+11=0$

$_A(3,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+5=0$

$_A(3,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-1=0$

$_A(3,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-7=0$

$_A(3,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+22=0$

$_A(3,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+19=0$

$_A(3,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+16=0$

$_A(3,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+13=0$

$_A(3,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+7=0$

$_A(3,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+4=0$

$_A(3,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+1=0$

$_A(3,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-2=0$

$_A(3,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+27=0$

$_A(3,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+15=0$

$_A(3,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+9=0$

$_A(3,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+32=0$

$_A(3,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+29=0$

$_A(3,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+26=0$

$_A(3,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+23=0$

$_A(3,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+20=0$

$_A(3,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+17=0$

$_A(3,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+11=0$

$_A(3,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+8=0$

$_A(3,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+37=0$

$_A(3,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+31=0$

$_A(3,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+25=0$

$_A(3,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+19=0$

$_A(3,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+13=0$

$_A(3,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+42=0$

$_A(3,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+39=0$

$_A(3,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+33=0$

$_A(3,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+30=0$

$_A(3,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+24=0$

$_A(3,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+21=0$

$_A(3,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(3,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-3=0$

$_A(3,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-6=0$

$_A(3,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-9=0$

$_A(3,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-12=0$

$_A(3,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-15=0$

$_A(3,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-18=0$

$_A(3,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-21=0$

$_A(3,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(3,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+3=0$

$_A(3,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-3=0$

$_A(3,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-9=0$

$_A(3,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-15=0$

$_A(3,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+15=0$

$_A(3,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+12=0$

$_A(3,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+6=0$

$_A(3,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+3=0$

$_A(3,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-3=0$

$_A(3,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-6=0$

$_A(3,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+21=0$

$_A(3,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+15=0$

$_A(3,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+9=0$

$_A(3,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+3=0$

$_A(3,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-3=0$

$_A(3,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+27=0$

$_A(3,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+24=0$

$_A(3,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+21=0$

$_A(3,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+18=0$

$_A(3,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+12=0$

$_A(3,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+9=0$

$_A(3,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+6=0$

$_A(3,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+3=0$

$_A(3,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+33=0$

$_A(3,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+21=0$

$_A(3,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+15=0$

$_A(3,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+39=0$

$_A(3,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+36=0$

$_A(3,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+33=0$

$_A(3,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+30=0$

$_A(3,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+27=0$

$_A(3,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+24=0$

$_A(3,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+18=0$

$_A(3,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+15=0$

$_A(3,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+45=0$

$_A(3,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+39=0$

$_A(3,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+33=0$

$_A(3,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+27=0$

$_A(3,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+21=0$

$_A(3,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+51=0$

$_A(3,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+48=0$

$_A(3,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+42=0$

$_A(3,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+39=0$

$_A(3,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+33=0$

$_A(3,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+30=0$

$_A(3,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(3,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-2=0$

$_A(3,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-5=0$

$_A(3,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-8=0$

$_A(3,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-11=0$

$_A(3,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-14=0$

$_A(3,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-17=0$

$_A(3,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-20=0$

$_A(3,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(3,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+5=0$

$_A(3,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-1=0$

$_A(3,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-7=0$

$_A(3,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-13=0$

$_A(3,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+18=0$

$_A(3,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+15=0$

$_A(3,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+9=0$

$_A(3,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+6=0$

$_A(3,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y=0$

$_A(3,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-3=0$

$_A(3,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+25=0$

$_A(3,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+19=0$

$_A(3,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+13=0$

$_A(3,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+7=0$

$_A(3,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+1=0$

$_A(3,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+32=0$

$_A(3,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+29=0$

$_A(3,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+26=0$

$_A(3,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+23=0$

$_A(3,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+17=0$

$_A(3,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+14=0$

$_A(3,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+11=0$

$_A(3,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+8=0$

$_A(3,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+39=0$

$_A(3,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+27=0$

$_A(3,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+21=0$

$_A(3,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+46=0$

$_A(3,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+43=0$

$_A(3,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+40=0$

$_A(3,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+37=0$

$_A(3,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+34=0$

$_A(3,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+31=0$

$_A(3,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+25=0$

$_A(3,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+22=0$

$_A(3,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+53=0$

$_A(3,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+47=0$

$_A(3,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+41=0$

$_A(3,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+35=0$

$_A(3,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+29=0$

$_A(3,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+60=0$

$_A(3,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+57=0$

$_A(3,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+51=0$

$_A(3,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+48=0$

$_A(3,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+42=0$

$_A(3,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+39=0$

$_A(3,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+2=0$

$_A(3,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-1=0$

$_A(3,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-4=0$

$_A(3,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-7=0$

$_A(3,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-10=0$

$_A(3,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-13=0$

$_A(3,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-16=0$

$_A(3,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-19=0$

$_A(3,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+13=0$

$_A(3,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+7=0$

$_A(3,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+1=0$

$_A(3,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-5=0$

$_A(3,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-11=0$

$_A(3,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+21=0$

$_A(3,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+18=0$

$_A(3,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+12=0$

$_A(3,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+9=0$

$_A(3,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+3=0$

$_A(3,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y=0$

$_A(3,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+29=0$

$_A(3,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+23=0$

$_A(3,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+17=0$

$_A(3,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+11=0$

$_A(3,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+5=0$

$_A(3,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+37=0$

$_A(3,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+34=0$

$_A(3,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+31=0$

$_A(3,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+28=0$

$_A(3,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+22=0$

$_A(3,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+19=0$

$_A(3,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+16=0$

$_A(3,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+13=0$

$_A(3,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+45=0$

$_A(3,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+33=0$

$_A(3,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+27=0$

$_A(3,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+53=0$

$_A(3,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+50=0$

$_A(3,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+47=0$

$_A(3,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+44=0$

$_A(3,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+41=0$

$_A(3,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+38=0$

$_A(3,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+32=0$

$_A(3,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+29=0$

$_A(3,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+61=0$

$_A(3,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+55=0$

$_A(3,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+49=0$

$_A(3,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+43=0$

$_A(3,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+37=0$

$_A(3,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+69=0$

$_A(3,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+66=0$

$_A(3,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+60=0$

$_A(3,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+57=0$

$_A(3,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+51=0$

$_A(3,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+48=0$

$_A(3,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(3,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y=0$

$_A(3,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-3=0$

$_A(3,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-6=0$

$_A(3,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-9=0$

$_A(3,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-12=0$

$_A(3,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-15=0$

$_A(3,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-18=0$

$_A(3,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+15=0$

$_A(3,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+9=0$

$_A(3,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+3=0$

$_A(3,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-3=0$

$_A(3,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-9=0$

$_A(3,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+24=0$

$_A(3,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+21=0$

$_A(3,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+15=0$

$_A(3,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+12=0$

$_A(3,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+6=0$

$_A(3,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+3=0$

$_A(3,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+33=0$

$_A(3,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+27=0$

$_A(3,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+21=0$

$_A(3,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+15=0$

$_A(3,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+9=0$

$_A(3,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+42=0$

$_A(3,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+39=0$

$_A(3,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+36=0$

$_A(3,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+33=0$

$_A(3,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+27=0$

$_A(3,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+24=0$

$_A(3,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+21=0$

$_A(3,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+18=0$

$_A(3,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+51=0$

$_A(3,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+39=0$

$_A(3,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+33=0$

$_A(3,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+60=0$

$_A(3,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+57=0$

$_A(3,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+54=0$

$_A(3,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+51=0$

$_A(3,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+48=0$

$_A(3,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+45=0$

$_A(3,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+39=0$

$_A(3,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+36=0$

$_A(3,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+69=0$

$_A(3,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+63=0$

$_A(3,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+57=0$

$_A(3,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+51=0$

$_A(3,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+45=0$

$_A(3,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+78=0$

$_A(3,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+75=0$

$_A(3,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+69=0$

$_A(3,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+66=0$

$_A(3,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+60=0$

$_A(3,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+57=0$

$_A(4,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-3=0$

$_A(4,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(4,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-11=0$

$_A(4,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-15=0$

$_A(4,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-19=0$

$_A(4,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-23=0$

$_A(4,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-27=0$

$_A(4,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-31=0$

$_A(4,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-35=0$

$_A(4,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-2=0$

$_A(4,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-10=0$

$_A(4,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-18=0$

$_A(4,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-26=0$

$_A(4,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-34=0$

$_A(4,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-1=0$

$_A(4,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-5=0$

$_A(4,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-13=0$

$_A(4,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-17=0$

$_A(4,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-25=0$

$_A(4,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-29=0$

$_A(4,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y=0$

$_A(4,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-8=0$

$_A(4,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-16=0$

$_A(4,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-24=0$

$_A(4,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-32=0$

$_A(4,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+1=0$

$_A(4,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-3=0$

$_A(4,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-7=0$

$_A(4,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-11=0$

$_A(4,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-19=0$

$_A(4,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-23=0$

$_A(4,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-27=0$

$_A(4,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-31=0$

$_A(4,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+2=0$

$_A(4,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-14=0$

$_A(4,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-22=0$

$_A(4,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+3=0$

$_A(4,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-1=0$

$_A(4,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-5=0$

$_A(4,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-9=0$

$_A(4,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-13=0$

$_A(4,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-17=0$

$_A(4,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-25=0$

$_A(4,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-29=0$

$_A(4,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+4=0$

$_A(4,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-4=0$

$_A(4,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-12=0$

$_A(4,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-20=0$

$_A(4,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-28=0$

$_A(4,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+5=0$

$_A(4,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+1=0$

$_A(4,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-7=0$

$_A(4,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-11=0$

$_A(4,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-19=0$

$_A(4,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-23=0$

$_A(4,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-6=0$

$_A(4,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-10=0$

$_A(4,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-14=0$

$_A(4,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-18=0$

$_A(4,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-22=0$

$_A(4,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-26=0$

$_A(4,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-30=0$

$_A(4,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-34=0$

$_A(4,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(4,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-8=0$

$_A(4,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-16=0$

$_A(4,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-24=0$

$_A(4,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-32=0$

$_A(4,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+2=0$

$_A(4,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-2=0$

$_A(4,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-10=0$

$_A(4,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-14=0$

$_A(4,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-22=0$

$_A(4,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-26=0$

$_A(4,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+4=0$

$_A(4,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-4=0$

$_A(4,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-12=0$

$_A(4,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-20=0$

$_A(4,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-28=0$

$_A(4,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+6=0$

$_A(4,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+2=0$

$_A(4,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-2=0$

$_A(4,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-6=0$

$_A(4,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-14=0$

$_A(4,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-18=0$

$_A(4,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-22=0$

$_A(4,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-26=0$

$_A(4,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+8=0$

$_A(4,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-8=0$

$_A(4,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-16=0$

$_A(4,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+10=0$

$_A(4,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+6=0$

$_A(4,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+2=0$

$_A(4,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-2=0$

$_A(4,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-6=0$

$_A(4,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-10=0$

$_A(4,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-18=0$

$_A(4,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-22=0$

$_A(4,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+12=0$

$_A(4,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+4=0$

$_A(4,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-4=0$

$_A(4,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-12=0$

$_A(4,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-20=0$

$_A(4,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+14=0$

$_A(4,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+10=0$

$_A(4,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+2=0$

$_A(4,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-2=0$

$_A(4,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-10=0$

$_A(4,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-14=0$

$_A(4,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(4,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-9=0$

$_A(4,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-13=0$

$_A(4,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-17=0$

$_A(4,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-21=0$

$_A(4,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-25=0$

$_A(4,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-29=0$

$_A(4,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-33=0$

$_A(4,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+2=0$

$_A(4,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-6=0$

$_A(4,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-14=0$

$_A(4,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-22=0$

$_A(4,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-30=0$

$_A(4,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+5=0$

$_A(4,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+1=0$

$_A(4,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-7=0$

$_A(4,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-11=0$

$_A(4,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-19=0$

$_A(4,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-23=0$

$_A(4,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+8=0$

$_A(4,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y=0$

$_A(4,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-8=0$

$_A(4,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-16=0$

$_A(4,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-24=0$

$_A(4,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+11=0$

$_A(4,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+7=0$

$_A(4,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+3=0$

$_A(4,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-1=0$

$_A(4,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-9=0$

$_A(4,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-13=0$

$_A(4,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-17=0$

$_A(4,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-21=0$

$_A(4,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+14=0$

$_A(4,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-2=0$

$_A(4,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-10=0$

$_A(4,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+17=0$

$_A(4,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+13=0$

$_A(4,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+9=0$

$_A(4,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+5=0$

$_A(4,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+1=0$

$_A(4,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-3=0$

$_A(4,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-11=0$

$_A(4,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-15=0$

$_A(4,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+20=0$

$_A(4,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+12=0$

$_A(4,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+4=0$

$_A(4,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-4=0$

$_A(4,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-12=0$

$_A(4,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+23=0$

$_A(4,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+19=0$

$_A(4,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+11=0$

$_A(4,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+7=0$

$_A(4,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-1=0$

$_A(4,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-5=0$

$_A(4,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-4=0$

$_A(4,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-8=0$

$_A(4,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-12=0$

$_A(4,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-16=0$

$_A(4,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-20=0$

$_A(4,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-24=0$

$_A(4,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-28=0$

$_A(4,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-32=0$

$_A(4,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+4=0$

$_A(4,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-4=0$

$_A(4,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-12=0$

$_A(4,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-20=0$

$_A(4,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-28=0$

$_A(4,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+8=0$

$_A(4,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+4=0$

$_A(4,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-4=0$

$_A(4,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-8=0$

$_A(4,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-16=0$

$_A(4,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-20=0$

$_A(4,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+12=0$

$_A(4,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+4=0$

$_A(4,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-4=0$

$_A(4,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-12=0$

$_A(4,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-20=0$

$_A(4,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+16=0$

$_A(4,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+12=0$

$_A(4,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+8=0$

$_A(4,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+4=0$

$_A(4,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-4=0$

$_A(4,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-8=0$

$_A(4,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-12=0$

$_A(4,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-16=0$

$_A(4,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+20=0$

$_A(4,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+4=0$

$_A(4,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-4=0$

$_A(4,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+24=0$

$_A(4,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+20=0$

$_A(4,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+16=0$

$_A(4,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+12=0$

$_A(4,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+8=0$

$_A(4,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+4=0$

$_A(4,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-4=0$

$_A(4,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-8=0$

$_A(4,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+28=0$

$_A(4,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+20=0$

$_A(4,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+12=0$

$_A(4,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+4=0$

$_A(4,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-4=0$

$_A(4,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+32=0$

$_A(4,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+28=0$

$_A(4,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+20=0$

$_A(4,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+16=0$

$_A(4,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+8=0$

$_A(4,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+4=0$

$_A(4,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(4,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-7=0$

$_A(4,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-11=0$

$_A(4,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-15=0$

$_A(4,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-19=0$

$_A(4,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-23=0$

$_A(4,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-27=0$

$_A(4,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-31=0$

$_A(4,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+6=0$

$_A(4,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-2=0$

$_A(4,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-10=0$

$_A(4,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-18=0$

$_A(4,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-26=0$

$_A(4,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+11=0$

$_A(4,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+7=0$

$_A(4,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-1=0$

$_A(4,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-5=0$

$_A(4,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-13=0$

$_A(4,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-17=0$

$_A(4,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+16=0$

$_A(4,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+8=0$

$_A(4,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y=0$

$_A(4,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-8=0$

$_A(4,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-16=0$

$_A(4,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+21=0$

$_A(4,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+17=0$

$_A(4,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+13=0$

$_A(4,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+9=0$

$_A(4,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+1=0$

$_A(4,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-3=0$

$_A(4,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-7=0$

$_A(4,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-11=0$

$_A(4,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+26=0$

$_A(4,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+10=0$

$_A(4,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+2=0$

$_A(4,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+31=0$

$_A(4,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+27=0$

$_A(4,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+23=0$

$_A(4,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+19=0$

$_A(4,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+15=0$

$_A(4,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+11=0$

$_A(4,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+3=0$

$_A(4,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-1=0$

$_A(4,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+36=0$

$_A(4,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+28=0$

$_A(4,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+20=0$

$_A(4,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+12=0$

$_A(4,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+4=0$

$_A(4,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+41=0$

$_A(4,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+37=0$

$_A(4,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+29=0$

$_A(4,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+25=0$

$_A(4,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+17=0$

$_A(4,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+13=0$

$_A(4,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-2=0$

$_A(4,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-6=0$

$_A(4,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-10=0$

$_A(4,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-14=0$

$_A(4,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-18=0$

$_A(4,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-22=0$

$_A(4,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-26=0$

$_A(4,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-30=0$

$_A(4,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+8=0$

$_A(4,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y=0$

$_A(4,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-8=0$

$_A(4,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-16=0$

$_A(4,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-24=0$

$_A(4,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+14=0$

$_A(4,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+10=0$

$_A(4,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+2=0$

$_A(4,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-2=0$

$_A(4,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-10=0$

$_A(4,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-14=0$

$_A(4,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+20=0$

$_A(4,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+12=0$

$_A(4,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+4=0$

$_A(4,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-4=0$

$_A(4,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-12=0$

$_A(4,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+26=0$

$_A(4,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+22=0$

$_A(4,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+18=0$

$_A(4,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+14=0$

$_A(4,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+6=0$

$_A(4,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+2=0$

$_A(4,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-2=0$

$_A(4,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-6=0$

$_A(4,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+32=0$

$_A(4,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+16=0$

$_A(4,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+8=0$

$_A(4,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+38=0$

$_A(4,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+34=0$

$_A(4,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+30=0$

$_A(4,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+26=0$

$_A(4,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+22=0$

$_A(4,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+18=0$

$_A(4,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+10=0$

$_A(4,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+6=0$

$_A(4,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+44=0$

$_A(4,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+36=0$

$_A(4,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+28=0$

$_A(4,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+20=0$

$_A(4,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+12=0$

$_A(4,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+50=0$

$_A(4,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+46=0$

$_A(4,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+38=0$

$_A(4,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+34=0$

$_A(4,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+26=0$

$_A(4,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+22=0$

$_A(4,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(4,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-5=0$

$_A(4,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-9=0$

$_A(4,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-13=0$

$_A(4,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-17=0$

$_A(4,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-21=0$

$_A(4,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-25=0$

$_A(4,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-29=0$

$_A(4,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(4,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+2=0$

$_A(4,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-6=0$

$_A(4,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-14=0$

$_A(4,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-22=0$

$_A(4,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+17=0$

$_A(4,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+13=0$

$_A(4,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+5=0$

$_A(4,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+1=0$

$_A(4,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-7=0$

$_A(4,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-11=0$

$_A(4,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+24=0$

$_A(4,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+16=0$

$_A(4,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+8=0$

$_A(4,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y=0$

$_A(4,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-8=0$

$_A(4,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+31=0$

$_A(4,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+27=0$

$_A(4,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+23=0$

$_A(4,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+19=0$

$_A(4,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+11=0$

$_A(4,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+7=0$

$_A(4,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+3=0$

$_A(4,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-1=0$

$_A(4,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+38=0$

$_A(4,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+22=0$

$_A(4,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+14=0$

$_A(4,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+45=0$

$_A(4,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+41=0$

$_A(4,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+37=0$

$_A(4,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+33=0$

$_A(4,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+29=0$

$_A(4,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+25=0$

$_A(4,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+17=0$

$_A(4,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+13=0$

$_A(4,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+52=0$

$_A(4,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+44=0$

$_A(4,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+36=0$

$_A(4,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+28=0$

$_A(4,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+20=0$

$_A(4,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+59=0$

$_A(4,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+55=0$

$_A(4,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+47=0$

$_A(4,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+43=0$

$_A(4,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+35=0$

$_A(4,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+31=0$

$_A(4,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(4,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-4=0$

$_A(4,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-8=0$

$_A(4,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-12=0$

$_A(4,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-16=0$

$_A(4,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-20=0$

$_A(4,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-24=0$

$_A(4,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-28=0$

$_A(4,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+12=0$

$_A(4,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+4=0$

$_A(4,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-4=0$

$_A(4,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-12=0$

$_A(4,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-20=0$

$_A(4,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+20=0$

$_A(4,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+16=0$

$_A(4,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+8=0$

$_A(4,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+4=0$

$_A(4,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-4=0$

$_A(4,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-8=0$

$_A(4,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+28=0$

$_A(4,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+20=0$

$_A(4,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+12=0$

$_A(4,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+4=0$

$_A(4,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-4=0$

$_A(4,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+36=0$

$_A(4,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+32=0$

$_A(4,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+28=0$

$_A(4,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+24=0$

$_A(4,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+16=0$

$_A(4,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+12=0$

$_A(4,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+8=0$

$_A(4,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+4=0$

$_A(4,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+44=0$

$_A(4,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+28=0$

$_A(4,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+20=0$

$_A(4,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+52=0$

$_A(4,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+48=0$

$_A(4,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+44=0$

$_A(4,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+40=0$

$_A(4,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+36=0$

$_A(4,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+32=0$

$_A(4,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+24=0$

$_A(4,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+20=0$

$_A(4,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+60=0$

$_A(4,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+52=0$

$_A(4,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+44=0$

$_A(4,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+36=0$

$_A(4,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+28=0$

$_A(4,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+68=0$

$_A(4,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+64=0$

$_A(4,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+56=0$

$_A(4,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+52=0$

$_A(4,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+44=0$

$_A(4,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+40=0$

$_A(4,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(4,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-3=0$

$_A(4,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-7=0$

$_A(4,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-11=0$

$_A(4,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-15=0$

$_A(4,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-19=0$

$_A(4,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-23=0$

$_A(4,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-27=0$

$_A(4,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+14=0$

$_A(4,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+6=0$

$_A(4,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-2=0$

$_A(4,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-10=0$

$_A(4,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-18=0$

$_A(4,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+23=0$

$_A(4,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+19=0$

$_A(4,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+11=0$

$_A(4,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+7=0$

$_A(4,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-1=0$

$_A(4,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-5=0$

$_A(4,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+32=0$

$_A(4,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+24=0$

$_A(4,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+16=0$

$_A(4,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+8=0$

$_A(4,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y=0$

$_A(4,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+41=0$

$_A(4,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+37=0$

$_A(4,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+33=0$

$_A(4,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+29=0$

$_A(4,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+21=0$

$_A(4,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+17=0$

$_A(4,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+13=0$

$_A(4,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+9=0$

$_A(4,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+50=0$

$_A(4,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+34=0$

$_A(4,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+26=0$

$_A(4,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+59=0$

$_A(4,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+55=0$

$_A(4,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+51=0$

$_A(4,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+47=0$

$_A(4,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+43=0$

$_A(4,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+39=0$

$_A(4,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+31=0$

$_A(4,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+27=0$

$_A(4,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+68=0$

$_A(4,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+60=0$

$_A(4,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+52=0$

$_A(4,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+44=0$

$_A(4,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+36=0$

$_A(4,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+77=0$

$_A(4,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+73=0$

$_A(4,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+65=0$

$_A(4,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+61=0$

$_A(4,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+53=0$

$_A(4,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+49=0$

$_A(5,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-4=0$

$_A(5,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(5,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-14=0$

$_A(5,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-19=0$

$_A(5,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-24=0$

$_A(5,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-29=0$

$_A(5,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-34=0$

$_A(5,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-39=0$

$_A(5,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-44=0$

$_A(5,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(5,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-13=0$

$_A(5,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-23=0$

$_A(5,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-33=0$

$_A(5,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-43=0$

$_A(5,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-2=0$

$_A(5,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-7=0$

$_A(5,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-17=0$

$_A(5,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-22=0$

$_A(5,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-32=0$

$_A(5,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-37=0$

$_A(5,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-1=0$

$_A(5,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-11=0$

$_A(5,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-21=0$

$_A(5,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-31=0$

$_A(5,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-41=0$

$_A(5,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y=0$

$_A(5,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-5=0$

$_A(5,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-10=0$

$_A(5,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-15=0$

$_A(5,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-25=0$

$_A(5,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-30=0$

$_A(5,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-35=0$

$_A(5,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-40=0$

$_A(5,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+1=0$

$_A(5,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-19=0$

$_A(5,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-29=0$

$_A(5,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+2=0$

$_A(5,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-3=0$

$_A(5,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-8=0$

$_A(5,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-13=0$

$_A(5,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-18=0$

$_A(5,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-23=0$

$_A(5,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-33=0$

$_A(5,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-38=0$

$_A(5,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+3=0$

$_A(5,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-7=0$

$_A(5,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-17=0$

$_A(5,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-27=0$

$_A(5,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-37=0$

$_A(5,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+4=0$

$_A(5,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-1=0$

$_A(5,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-11=0$

$_A(5,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-16=0$

$_A(5,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-26=0$

$_A(5,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-31=0$

$_A(5,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-8=0$

$_A(5,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-13=0$

$_A(5,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-18=0$

$_A(5,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-23=0$

$_A(5,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-28=0$

$_A(5,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-33=0$

$_A(5,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-38=0$

$_A(5,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-43=0$

$_A(5,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(5,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-11=0$

$_A(5,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-21=0$

$_A(5,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-31=0$

$_A(5,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-41=0$

$_A(5,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+1=0$

$_A(5,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-4=0$

$_A(5,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-14=0$

$_A(5,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-19=0$

$_A(5,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-29=0$

$_A(5,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-34=0$

$_A(5,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+3=0$

$_A(5,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-7=0$

$_A(5,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-17=0$

$_A(5,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-27=0$

$_A(5,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-37=0$

$_A(5,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+5=0$

$_A(5,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y=0$

$_A(5,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-5=0$

$_A(5,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-10=0$

$_A(5,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-20=0$

$_A(5,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-25=0$

$_A(5,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-30=0$

$_A(5,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-35=0$

$_A(5,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+7=0$

$_A(5,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-13=0$

$_A(5,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-23=0$

$_A(5,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+9=0$

$_A(5,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+4=0$

$_A(5,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-1=0$

$_A(5,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-6=0$

$_A(5,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-11=0$

$_A(5,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-16=0$

$_A(5,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-26=0$

$_A(5,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-31=0$

$_A(5,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+11=0$

$_A(5,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+1=0$

$_A(5,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-9=0$

$_A(5,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-19=0$

$_A(5,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-29=0$

$_A(5,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+13=0$

$_A(5,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+8=0$

$_A(5,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-2=0$

$_A(5,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-7=0$

$_A(5,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-17=0$

$_A(5,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-22=0$

$_A(5,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(5,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-12=0$

$_A(5,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-17=0$

$_A(5,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-22=0$

$_A(5,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-27=0$

$_A(5,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-32=0$

$_A(5,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-37=0$

$_A(5,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-42=0$

$_A(5,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(5,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-9=0$

$_A(5,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-19=0$

$_A(5,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-29=0$

$_A(5,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-39=0$

$_A(5,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+4=0$

$_A(5,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-1=0$

$_A(5,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-11=0$

$_A(5,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-16=0$

$_A(5,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-26=0$

$_A(5,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-31=0$

$_A(5,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+7=0$

$_A(5,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-3=0$

$_A(5,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-13=0$

$_A(5,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-23=0$

$_A(5,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-33=0$

$_A(5,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+10=0$

$_A(5,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+5=0$

$_A(5,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y=0$

$_A(5,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-5=0$

$_A(5,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-15=0$

$_A(5,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-20=0$

$_A(5,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-25=0$

$_A(5,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-30=0$

$_A(5,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+13=0$

$_A(5,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-7=0$

$_A(5,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-17=0$

$_A(5,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+16=0$

$_A(5,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+11=0$

$_A(5,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+6=0$

$_A(5,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+1=0$

$_A(5,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-4=0$

$_A(5,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-9=0$

$_A(5,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-19=0$

$_A(5,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-24=0$

$_A(5,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+19=0$

$_A(5,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+9=0$

$_A(5,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-1=0$

$_A(5,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-11=0$

$_A(5,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-21=0$

$_A(5,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+22=0$

$_A(5,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+17=0$

$_A(5,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+7=0$

$_A(5,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+2=0$

$_A(5,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-8=0$

$_A(5,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-13=0$

$_A(5,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-6=0$

$_A(5,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-11=0$

$_A(5,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-16=0$

$_A(5,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-21=0$

$_A(5,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-26=0$

$_A(5,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-31=0$

$_A(5,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-36=0$

$_A(5,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-41=0$

$_A(5,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(5,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-7=0$

$_A(5,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-17=0$

$_A(5,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-27=0$

$_A(5,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-37=0$

$_A(5,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+7=0$

$_A(5,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+2=0$

$_A(5,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-8=0$

$_A(5,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-13=0$

$_A(5,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-23=0$

$_A(5,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-28=0$

$_A(5,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+11=0$

$_A(5,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+1=0$

$_A(5,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-9=0$

$_A(5,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-19=0$

$_A(5,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-29=0$

$_A(5,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+15=0$

$_A(5,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+10=0$

$_A(5,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+5=0$

$_A(5,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y=0$

$_A(5,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-10=0$

$_A(5,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-15=0$

$_A(5,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-20=0$

$_A(5,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-25=0$

$_A(5,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+19=0$

$_A(5,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-1=0$

$_A(5,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-11=0$

$_A(5,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+23=0$

$_A(5,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+18=0$

$_A(5,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+13=0$

$_A(5,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+8=0$

$_A(5,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+3=0$

$_A(5,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-2=0$

$_A(5,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-12=0$

$_A(5,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-17=0$

$_A(5,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+27=0$

$_A(5,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+17=0$

$_A(5,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+7=0$

$_A(5,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-3=0$

$_A(5,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-13=0$

$_A(5,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+31=0$

$_A(5,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+26=0$

$_A(5,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+16=0$

$_A(5,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+11=0$

$_A(5,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+1=0$

$_A(5,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-4=0$

$_A(5,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(5,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-10=0$

$_A(5,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-15=0$

$_A(5,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-20=0$

$_A(5,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-25=0$

$_A(5,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-30=0$

$_A(5,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-35=0$

$_A(5,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-40=0$

$_A(5,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(5,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-5=0$

$_A(5,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-15=0$

$_A(5,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-25=0$

$_A(5,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-35=0$

$_A(5,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+10=0$

$_A(5,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+5=0$

$_A(5,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-5=0$

$_A(5,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-10=0$

$_A(5,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-20=0$

$_A(5,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-25=0$

$_A(5,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+15=0$

$_A(5,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+5=0$

$_A(5,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-5=0$

$_A(5,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-15=0$

$_A(5,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-25=0$

$_A(5,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+20=0$

$_A(5,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+15=0$

$_A(5,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+10=0$

$_A(5,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+5=0$

$_A(5,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-5=0$

$_A(5,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-10=0$

$_A(5,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-15=0$

$_A(5,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-20=0$

$_A(5,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+25=0$

$_A(5,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+5=0$

$_A(5,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-5=0$

$_A(5,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+30=0$

$_A(5,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+25=0$

$_A(5,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+20=0$

$_A(5,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+15=0$

$_A(5,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+10=0$

$_A(5,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+5=0$

$_A(5,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-5=0$

$_A(5,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-10=0$

$_A(5,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+35=0$

$_A(5,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+25=0$

$_A(5,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+15=0$

$_A(5,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+5=0$

$_A(5,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-5=0$

$_A(5,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+40=0$

$_A(5,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+35=0$

$_A(5,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+25=0$

$_A(5,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+20=0$

$_A(5,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+10=0$

$_A(5,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+5=0$

$_A(5,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-4=0$

$_A(5,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-9=0$

$_A(5,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-14=0$

$_A(5,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-19=0$

$_A(5,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-24=0$

$_A(5,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-29=0$

$_A(5,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-34=0$

$_A(5,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-39=0$

$_A(5,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(5,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-3=0$

$_A(5,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-13=0$

$_A(5,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-23=0$

$_A(5,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-33=0$

$_A(5,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+13=0$

$_A(5,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+8=0$

$_A(5,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-2=0$

$_A(5,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-7=0$

$_A(5,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-17=0$

$_A(5,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-22=0$

$_A(5,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+19=0$

$_A(5,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+9=0$

$_A(5,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-1=0$

$_A(5,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-11=0$

$_A(5,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-21=0$

$_A(5,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+25=0$

$_A(5,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+20=0$

$_A(5,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+15=0$

$_A(5,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+10=0$

$_A(5,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y=0$

$_A(5,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-5=0$

$_A(5,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-10=0$

$_A(5,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-15=0$

$_A(5,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+31=0$

$_A(5,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+11=0$

$_A(5,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+1=0$

$_A(5,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+37=0$

$_A(5,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+32=0$

$_A(5,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+27=0$

$_A(5,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+22=0$

$_A(5,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+17=0$

$_A(5,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+12=0$

$_A(5,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+2=0$

$_A(5,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-3=0$

$_A(5,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+43=0$

$_A(5,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+33=0$

$_A(5,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+23=0$

$_A(5,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+13=0$

$_A(5,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+3=0$

$_A(5,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+49=0$

$_A(5,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+44=0$

$_A(5,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+34=0$

$_A(5,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+29=0$

$_A(5,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+19=0$

$_A(5,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+14=0$

$_A(5,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(5,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-8=0$

$_A(5,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-13=0$

$_A(5,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-18=0$

$_A(5,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-23=0$

$_A(5,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-28=0$

$_A(5,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-33=0$

$_A(5,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-38=0$

$_A(5,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(5,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-1=0$

$_A(5,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-11=0$

$_A(5,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-21=0$

$_A(5,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-31=0$

$_A(5,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+16=0$

$_A(5,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+11=0$

$_A(5,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+1=0$

$_A(5,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-4=0$

$_A(5,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-14=0$

$_A(5,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-19=0$

$_A(5,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+23=0$

$_A(5,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+13=0$

$_A(5,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+3=0$

$_A(5,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-7=0$

$_A(5,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-17=0$

$_A(5,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+30=0$

$_A(5,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+25=0$

$_A(5,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+20=0$

$_A(5,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+15=0$

$_A(5,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+5=0$

$_A(5,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y=0$

$_A(5,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-5=0$

$_A(5,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-10=0$

$_A(5,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+37=0$

$_A(5,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+17=0$

$_A(5,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+7=0$

$_A(5,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+44=0$

$_A(5,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+39=0$

$_A(5,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+34=0$

$_A(5,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+29=0$

$_A(5,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+24=0$

$_A(5,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+19=0$

$_A(5,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+9=0$

$_A(5,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+4=0$

$_A(5,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+51=0$

$_A(5,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+41=0$

$_A(5,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+31=0$

$_A(5,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+21=0$

$_A(5,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+11=0$

$_A(5,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+58=0$

$_A(5,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+53=0$

$_A(5,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+43=0$

$_A(5,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+38=0$

$_A(5,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+28=0$

$_A(5,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+23=0$

$_A(5,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-2=0$

$_A(5,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-7=0$

$_A(5,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-12=0$

$_A(5,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-17=0$

$_A(5,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-22=0$

$_A(5,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-27=0$

$_A(5,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-32=0$

$_A(5,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-37=0$

$_A(5,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(5,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+1=0$

$_A(5,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-9=0$

$_A(5,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-19=0$

$_A(5,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-29=0$

$_A(5,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+19=0$

$_A(5,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+14=0$

$_A(5,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+4=0$

$_A(5,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-1=0$

$_A(5,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-11=0$

$_A(5,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-16=0$

$_A(5,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+27=0$

$_A(5,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+17=0$

$_A(5,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+7=0$

$_A(5,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-3=0$

$_A(5,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-13=0$

$_A(5,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+35=0$

$_A(5,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+30=0$

$_A(5,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+25=0$

$_A(5,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+20=0$

$_A(5,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+10=0$

$_A(5,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+5=0$

$_A(5,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y=0$

$_A(5,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-5=0$

$_A(5,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+43=0$

$_A(5,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+23=0$

$_A(5,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+13=0$

$_A(5,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+51=0$

$_A(5,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+46=0$

$_A(5,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+41=0$

$_A(5,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+36=0$

$_A(5,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+31=0$

$_A(5,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+26=0$

$_A(5,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+16=0$

$_A(5,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+11=0$

$_A(5,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+59=0$

$_A(5,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+49=0$

$_A(5,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+39=0$

$_A(5,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+29=0$

$_A(5,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+19=0$

$_A(5,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+67=0$

$_A(5,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+62=0$

$_A(5,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+52=0$

$_A(5,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+47=0$

$_A(5,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+37=0$

$_A(5,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+32=0$

$_A(5,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(5,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-6=0$

$_A(5,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-11=0$

$_A(5,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-16=0$

$_A(5,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-21=0$

$_A(5,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-26=0$

$_A(5,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-31=0$

$_A(5,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-36=0$

$_A(5,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+13=0$

$_A(5,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+3=0$

$_A(5,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-7=0$

$_A(5,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-17=0$

$_A(5,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-27=0$

$_A(5,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+22=0$

$_A(5,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+17=0$

$_A(5,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+7=0$

$_A(5,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+2=0$

$_A(5,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-8=0$

$_A(5,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-13=0$

$_A(5,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+31=0$

$_A(5,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+21=0$

$_A(5,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+11=0$

$_A(5,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+1=0$

$_A(5,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-9=0$

$_A(5,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+40=0$

$_A(5,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+35=0$

$_A(5,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+30=0$

$_A(5,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+25=0$

$_A(5,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+15=0$

$_A(5,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+10=0$

$_A(5,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+5=0$

$_A(5,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y=0$

$_A(5,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+49=0$

$_A(5,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+29=0$

$_A(5,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+19=0$

$_A(5,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+58=0$

$_A(5,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+53=0$

$_A(5,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+48=0$

$_A(5,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+43=0$

$_A(5,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+38=0$

$_A(5,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+33=0$

$_A(5,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+23=0$

$_A(5,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+18=0$

$_A(5,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+67=0$

$_A(5,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+57=0$

$_A(5,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+47=0$

$_A(5,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+37=0$

$_A(5,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+27=0$

$_A(5,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+76=0$

$_A(5,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+71=0$

$_A(5,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+61=0$

$_A(5,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+56=0$

$_A(5,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+46=0$

$_A(5,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+41=0$

$_A(6,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-5=0$

$_A(6,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(6,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-17=0$

$_A(6,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-23=0$

$_A(6,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-29=0$

$_A(6,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-35=0$

$_A(6,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-41=0$

$_A(6,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-47=0$

$_A(6,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-53=0$

$_A(6,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-4=0$

$_A(6,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-16=0$

$_A(6,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-28=0$

$_A(6,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-40=0$

$_A(6,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-52=0$

$_A(6,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-3=0$

$_A(6,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-9=0$

$_A(6,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-21=0$

$_A(6,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-27=0$

$_A(6,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-39=0$

$_A(6,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-45=0$

$_A(6,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-2=0$

$_A(6,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-14=0$

$_A(6,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-26=0$

$_A(6,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-38=0$

$_A(6,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-50=0$

$_A(6,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-1=0$

$_A(6,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-7=0$

$_A(6,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-13=0$

$_A(6,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-19=0$

$_A(6,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-31=0$

$_A(6,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-37=0$

$_A(6,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-43=0$

$_A(6,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-49=0$

$_A(6,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y=0$

$_A(6,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-24=0$

$_A(6,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-36=0$

$_A(6,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+1=0$

$_A(6,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-5=0$

$_A(6,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-11=0$

$_A(6,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-17=0$

$_A(6,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-23=0$

$_A(6,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-29=0$

$_A(6,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-41=0$

$_A(6,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-47=0$

$_A(6,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+2=0$

$_A(6,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-10=0$

$_A(6,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-22=0$

$_A(6,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-34=0$

$_A(6,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-46=0$

$_A(6,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+3=0$

$_A(6,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-3=0$

$_A(6,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-15=0$

$_A(6,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-21=0$

$_A(6,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-33=0$

$_A(6,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-39=0$

$_A(6,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(6,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-16=0$

$_A(6,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-22=0$

$_A(6,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-28=0$

$_A(6,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-34=0$

$_A(6,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-40=0$

$_A(6,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-46=0$

$_A(6,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-52=0$

$_A(6,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-2=0$

$_A(6,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-14=0$

$_A(6,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-26=0$

$_A(6,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-38=0$

$_A(6,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-50=0$

$_A(6,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y=0$

$_A(6,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-6=0$

$_A(6,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-18=0$

$_A(6,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-24=0$

$_A(6,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-36=0$

$_A(6,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-42=0$

$_A(6,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+2=0$

$_A(6,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-10=0$

$_A(6,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-22=0$

$_A(6,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-34=0$

$_A(6,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-46=0$

$_A(6,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+4=0$

$_A(6,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-2=0$

$_A(6,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-8=0$

$_A(6,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-14=0$

$_A(6,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-26=0$

$_A(6,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-32=0$

$_A(6,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-38=0$

$_A(6,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-44=0$

$_A(6,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+6=0$

$_A(6,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-18=0$

$_A(6,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-30=0$

$_A(6,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+8=0$

$_A(6,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+2=0$

$_A(6,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-4=0$

$_A(6,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-10=0$

$_A(6,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-16=0$

$_A(6,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-22=0$

$_A(6,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-34=0$

$_A(6,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-40=0$

$_A(6,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+10=0$

$_A(6,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-2=0$

$_A(6,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-14=0$

$_A(6,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-26=0$

$_A(6,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-38=0$

$_A(6,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+12=0$

$_A(6,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+6=0$

$_A(6,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-6=0$

$_A(6,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-12=0$

$_A(6,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-24=0$

$_A(6,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-30=0$

$_A(6,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(6,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-15=0$

$_A(6,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-21=0$

$_A(6,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-27=0$

$_A(6,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-33=0$

$_A(6,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-39=0$

$_A(6,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-45=0$

$_A(6,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-51=0$

$_A(6,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(6,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-12=0$

$_A(6,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-24=0$

$_A(6,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-36=0$

$_A(6,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-48=0$

$_A(6,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+3=0$

$_A(6,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-3=0$

$_A(6,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-15=0$

$_A(6,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-21=0$

$_A(6,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-33=0$

$_A(6,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-39=0$

$_A(6,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+6=0$

$_A(6,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-6=0$

$_A(6,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-18=0$

$_A(6,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-30=0$

$_A(6,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-42=0$

$_A(6,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+9=0$

$_A(6,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+3=0$

$_A(6,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-3=0$

$_A(6,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-9=0$

$_A(6,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-21=0$

$_A(6,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-27=0$

$_A(6,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-33=0$

$_A(6,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-39=0$

$_A(6,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+12=0$

$_A(6,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-12=0$

$_A(6,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-24=0$

$_A(6,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+15=0$

$_A(6,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+9=0$

$_A(6,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+3=0$

$_A(6,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-3=0$

$_A(6,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-9=0$

$_A(6,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-15=0$

$_A(6,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-27=0$

$_A(6,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-33=0$

$_A(6,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+18=0$

$_A(6,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+6=0$

$_A(6,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-6=0$

$_A(6,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-18=0$

$_A(6,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-30=0$

$_A(6,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+21=0$

$_A(6,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+15=0$

$_A(6,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+3=0$

$_A(6,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-3=0$

$_A(6,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-15=0$

$_A(6,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-21=0$

$_A(6,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-8=0$

$_A(6,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-14=0$

$_A(6,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-20=0$

$_A(6,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-26=0$

$_A(6,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-32=0$

$_A(6,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-38=0$

$_A(6,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-44=0$

$_A(6,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-50=0$

$_A(6,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+2=0$

$_A(6,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-10=0$

$_A(6,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-22=0$

$_A(6,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-34=0$

$_A(6,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-46=0$

$_A(6,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+6=0$

$_A(6,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y=0$

$_A(6,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-12=0$

$_A(6,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-18=0$

$_A(6,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-30=0$

$_A(6,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-36=0$

$_A(6,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+10=0$

$_A(6,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-2=0$

$_A(6,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-14=0$

$_A(6,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-26=0$

$_A(6,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-38=0$

$_A(6,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+14=0$

$_A(6,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+8=0$

$_A(6,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+2=0$

$_A(6,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-4=0$

$_A(6,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-16=0$

$_A(6,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-22=0$

$_A(6,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-28=0$

$_A(6,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-34=0$

$_A(6,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+18=0$

$_A(6,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-6=0$

$_A(6,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-18=0$

$_A(6,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+22=0$

$_A(6,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+16=0$

$_A(6,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+10=0$

$_A(6,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+4=0$

$_A(6,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-2=0$

$_A(6,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-8=0$

$_A(6,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-20=0$

$_A(6,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-26=0$

$_A(6,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+26=0$

$_A(6,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+14=0$

$_A(6,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+2=0$

$_A(6,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-10=0$

$_A(6,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-22=0$

$_A(6,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+30=0$

$_A(6,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+24=0$

$_A(6,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+12=0$

$_A(6,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+6=0$

$_A(6,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-6=0$

$_A(6,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-12=0$

$_A(6,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(6,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-13=0$

$_A(6,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-19=0$

$_A(6,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-25=0$

$_A(6,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-31=0$

$_A(6,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-37=0$

$_A(6,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-43=0$

$_A(6,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-49=0$

$_A(6,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+4=0$

$_A(6,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-8=0$

$_A(6,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-20=0$

$_A(6,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-32=0$

$_A(6,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-44=0$

$_A(6,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+9=0$

$_A(6,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+3=0$

$_A(6,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-9=0$

$_A(6,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-15=0$

$_A(6,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-27=0$

$_A(6,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-33=0$

$_A(6,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+14=0$

$_A(6,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+2=0$

$_A(6,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-10=0$

$_A(6,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-22=0$

$_A(6,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-34=0$

$_A(6,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+19=0$

$_A(6,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+13=0$

$_A(6,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+7=0$

$_A(6,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+1=0$

$_A(6,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-11=0$

$_A(6,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-17=0$

$_A(6,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-23=0$

$_A(6,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-29=0$

$_A(6,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+24=0$

$_A(6,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y=0$

$_A(6,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-12=0$

$_A(6,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+29=0$

$_A(6,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+23=0$

$_A(6,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+17=0$

$_A(6,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+11=0$

$_A(6,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+5=0$

$_A(6,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-1=0$

$_A(6,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-13=0$

$_A(6,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-19=0$

$_A(6,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+34=0$

$_A(6,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+22=0$

$_A(6,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+10=0$

$_A(6,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-2=0$

$_A(6,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-14=0$

$_A(6,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+39=0$

$_A(6,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+33=0$

$_A(6,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+21=0$

$_A(6,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+15=0$

$_A(6,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+3=0$

$_A(6,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-3=0$

$_A(6,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-6=0$

$_A(6,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-12=0$

$_A(6,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-18=0$

$_A(6,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-24=0$

$_A(6,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-30=0$

$_A(6,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-36=0$

$_A(6,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-42=0$

$_A(6,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-48=0$

$_A(6,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+6=0$

$_A(6,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-6=0$

$_A(6,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-18=0$

$_A(6,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-30=0$

$_A(6,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-42=0$

$_A(6,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+12=0$

$_A(6,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+6=0$

$_A(6,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-6=0$

$_A(6,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-12=0$

$_A(6,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-24=0$

$_A(6,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-30=0$

$_A(6,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+18=0$

$_A(6,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+6=0$

$_A(6,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-6=0$

$_A(6,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-18=0$

$_A(6,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-30=0$

$_A(6,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+24=0$

$_A(6,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+18=0$

$_A(6,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+12=0$

$_A(6,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+6=0$

$_A(6,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-6=0$

$_A(6,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-12=0$

$_A(6,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-18=0$

$_A(6,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-24=0$

$_A(6,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+30=0$

$_A(6,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+6=0$

$_A(6,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-6=0$

$_A(6,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+36=0$

$_A(6,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+30=0$

$_A(6,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+24=0$

$_A(6,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+18=0$

$_A(6,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+12=0$

$_A(6,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+6=0$

$_A(6,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-6=0$

$_A(6,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-12=0$

$_A(6,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+42=0$

$_A(6,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+30=0$

$_A(6,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+18=0$

$_A(6,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+6=0$

$_A(6,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-6=0$

$_A(6,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+48=0$

$_A(6,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+42=0$

$_A(6,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+30=0$

$_A(6,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+24=0$

$_A(6,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+12=0$

$_A(6,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+6=0$

$_A(6,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(6,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-11=0$

$_A(6,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-17=0$

$_A(6,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-23=0$

$_A(6,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-29=0$

$_A(6,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-35=0$

$_A(6,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-41=0$

$_A(6,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-47=0$

$_A(6,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+8=0$

$_A(6,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-4=0$

$_A(6,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-16=0$

$_A(6,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-28=0$

$_A(6,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-40=0$

$_A(6,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+15=0$

$_A(6,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+9=0$

$_A(6,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-3=0$

$_A(6,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-9=0$

$_A(6,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-21=0$

$_A(6,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-27=0$

$_A(6,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+22=0$

$_A(6,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+10=0$

$_A(6,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-2=0$

$_A(6,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-14=0$

$_A(6,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-26=0$

$_A(6,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+29=0$

$_A(6,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+23=0$

$_A(6,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+17=0$

$_A(6,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+11=0$

$_A(6,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-1=0$

$_A(6,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-7=0$

$_A(6,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-13=0$

$_A(6,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-19=0$

$_A(6,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+36=0$

$_A(6,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+12=0$

$_A(6,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y=0$

$_A(6,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+43=0$

$_A(6,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+37=0$

$_A(6,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+31=0$

$_A(6,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+25=0$

$_A(6,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+19=0$

$_A(6,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+13=0$

$_A(6,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+1=0$

$_A(6,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-5=0$

$_A(6,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+50=0$

$_A(6,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+38=0$

$_A(6,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+26=0$

$_A(6,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+14=0$

$_A(6,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+2=0$

$_A(6,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+57=0$

$_A(6,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+51=0$

$_A(6,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+39=0$

$_A(6,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+33=0$

$_A(6,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+21=0$

$_A(6,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+15=0$

$_A(6,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-4=0$

$_A(6,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-10=0$

$_A(6,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-16=0$

$_A(6,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-22=0$

$_A(6,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-28=0$

$_A(6,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-34=0$

$_A(6,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-40=0$

$_A(6,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-46=0$

$_A(6,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(6,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-2=0$

$_A(6,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-14=0$

$_A(6,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-26=0$

$_A(6,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-38=0$

$_A(6,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+18=0$

$_A(6,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+12=0$

$_A(6,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y=0$

$_A(6,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-6=0$

$_A(6,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-18=0$

$_A(6,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-24=0$

$_A(6,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+26=0$

$_A(6,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+14=0$

$_A(6,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+2=0$

$_A(6,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-10=0$

$_A(6,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-22=0$

$_A(6,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+34=0$

$_A(6,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+28=0$

$_A(6,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+22=0$

$_A(6,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+16=0$

$_A(6,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+4=0$

$_A(6,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-2=0$

$_A(6,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-8=0$

$_A(6,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-14=0$

$_A(6,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+42=0$

$_A(6,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+18=0$

$_A(6,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+6=0$

$_A(6,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+50=0$

$_A(6,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+44=0$

$_A(6,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+38=0$

$_A(6,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+32=0$

$_A(6,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+26=0$

$_A(6,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+20=0$

$_A(6,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+8=0$

$_A(6,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+2=0$

$_A(6,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+58=0$

$_A(6,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+46=0$

$_A(6,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+34=0$

$_A(6,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+22=0$

$_A(6,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+10=0$

$_A(6,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+66=0$

$_A(6,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+60=0$

$_A(6,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+48=0$

$_A(6,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+42=0$

$_A(6,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+30=0$

$_A(6,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+24=0$

$_A(6,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(6,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-9=0$

$_A(6,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-15=0$

$_A(6,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-21=0$

$_A(6,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-27=0$

$_A(6,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-33=0$

$_A(6,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-39=0$

$_A(6,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-45=0$

$_A(6,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+12=0$

$_A(6,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y=0$

$_A(6,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-12=0$

$_A(6,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-24=0$

$_A(6,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-36=0$

$_A(6,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+21=0$

$_A(6,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+15=0$

$_A(6,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+3=0$

$_A(6,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-3=0$

$_A(6,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-15=0$

$_A(6,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-21=0$

$_A(6,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+30=0$

$_A(6,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+18=0$

$_A(6,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+6=0$

$_A(6,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-6=0$

$_A(6,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-18=0$

$_A(6,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+39=0$

$_A(6,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+33=0$

$_A(6,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+27=0$

$_A(6,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+21=0$

$_A(6,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+9=0$

$_A(6,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+3=0$

$_A(6,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-3=0$

$_A(6,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-9=0$

$_A(6,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+48=0$

$_A(6,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+24=0$

$_A(6,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+12=0$

$_A(6,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+57=0$

$_A(6,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+51=0$

$_A(6,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+45=0$

$_A(6,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+39=0$

$_A(6,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+33=0$

$_A(6,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+27=0$

$_A(6,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+15=0$

$_A(6,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+9=0$

$_A(6,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+66=0$

$_A(6,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+54=0$

$_A(6,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+42=0$

$_A(6,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+30=0$

$_A(6,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+18=0$

$_A(6,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+75=0$

$_A(6,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+69=0$

$_A(6,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+57=0$

$_A(6,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+51=0$

$_A(6,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+39=0$

$_A(6,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+33=0$

$_A(7,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-6=0$

$_A(7,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(7,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-20=0$

$_A(7,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-27=0$

$_A(7,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-34=0$

$_A(7,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-41=0$

$_A(7,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-48=0$

$_A(7,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-55=0$

$_A(7,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-62=0$

$_A(7,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(7,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-19=0$

$_A(7,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-33=0$

$_A(7,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-47=0$

$_A(7,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-61=0$

$_A(7,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-4=0$

$_A(7,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-11=0$

$_A(7,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-25=0$

$_A(7,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-32=0$

$_A(7,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-46=0$

$_A(7,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-53=0$

$_A(7,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-3=0$

$_A(7,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-17=0$

$_A(7,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-31=0$

$_A(7,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-45=0$

$_A(7,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-59=0$

$_A(7,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-2=0$

$_A(7,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-9=0$

$_A(7,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-16=0$

$_A(7,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-23=0$

$_A(7,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-37=0$

$_A(7,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-44=0$

$_A(7,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-51=0$

$_A(7,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-58=0$

$_A(7,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-1=0$

$_A(7,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-29=0$

$_A(7,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-43=0$

$_A(7,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y=0$

$_A(7,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-7=0$

$_A(7,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-14=0$

$_A(7,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-21=0$

$_A(7,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-28=0$

$_A(7,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-35=0$

$_A(7,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-49=0$

$_A(7,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-56=0$

$_A(7,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+1=0$

$_A(7,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-13=0$

$_A(7,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-27=0$

$_A(7,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-41=0$

$_A(7,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-55=0$

$_A(7,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+2=0$

$_A(7,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-5=0$

$_A(7,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-19=0$

$_A(7,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-26=0$

$_A(7,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-40=0$

$_A(7,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-47=0$

$_A(7,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-12=0$

$_A(7,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-19=0$

$_A(7,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-26=0$

$_A(7,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-33=0$

$_A(7,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-40=0$

$_A(7,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-47=0$

$_A(7,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-54=0$

$_A(7,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-61=0$

$_A(7,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(7,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-17=0$

$_A(7,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-31=0$

$_A(7,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-45=0$

$_A(7,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-59=0$

$_A(7,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-1=0$

$_A(7,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-8=0$

$_A(7,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-22=0$

$_A(7,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-29=0$

$_A(7,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-43=0$

$_A(7,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-50=0$

$_A(7,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+1=0$

$_A(7,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-13=0$

$_A(7,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-27=0$

$_A(7,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-41=0$

$_A(7,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-55=0$

$_A(7,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+3=0$

$_A(7,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-4=0$

$_A(7,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-11=0$

$_A(7,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-18=0$

$_A(7,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-32=0$

$_A(7,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-39=0$

$_A(7,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-46=0$

$_A(7,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-53=0$

$_A(7,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+5=0$

$_A(7,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-23=0$

$_A(7,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-37=0$

$_A(7,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+7=0$

$_A(7,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y=0$

$_A(7,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-7=0$

$_A(7,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-14=0$

$_A(7,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-21=0$

$_A(7,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-28=0$

$_A(7,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-42=0$

$_A(7,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-49=0$

$_A(7,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+9=0$

$_A(7,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-5=0$

$_A(7,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-19=0$

$_A(7,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-33=0$

$_A(7,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-47=0$

$_A(7,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+11=0$

$_A(7,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+4=0$

$_A(7,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-10=0$

$_A(7,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-17=0$

$_A(7,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-31=0$

$_A(7,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-38=0$

$_A(7,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(7,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-18=0$

$_A(7,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-25=0$

$_A(7,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-32=0$

$_A(7,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-39=0$

$_A(7,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-46=0$

$_A(7,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-53=0$

$_A(7,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-60=0$

$_A(7,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(7,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-15=0$

$_A(7,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-29=0$

$_A(7,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-43=0$

$_A(7,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-57=0$

$_A(7,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+2=0$

$_A(7,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-5=0$

$_A(7,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-19=0$

$_A(7,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-26=0$

$_A(7,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-40=0$

$_A(7,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-47=0$

$_A(7,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+5=0$

$_A(7,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-9=0$

$_A(7,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-23=0$

$_A(7,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-37=0$

$_A(7,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-51=0$

$_A(7,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+8=0$

$_A(7,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+1=0$

$_A(7,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-6=0$

$_A(7,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-13=0$

$_A(7,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-27=0$

$_A(7,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-34=0$

$_A(7,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-41=0$

$_A(7,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-48=0$

$_A(7,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+11=0$

$_A(7,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-17=0$

$_A(7,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-31=0$

$_A(7,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+14=0$

$_A(7,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+7=0$

$_A(7,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y=0$

$_A(7,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-7=0$

$_A(7,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-14=0$

$_A(7,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-21=0$

$_A(7,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-35=0$

$_A(7,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-42=0$

$_A(7,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+17=0$

$_A(7,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+3=0$

$_A(7,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-11=0$

$_A(7,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-25=0$

$_A(7,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-39=0$

$_A(7,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+20=0$

$_A(7,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+13=0$

$_A(7,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-1=0$

$_A(7,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-8=0$

$_A(7,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-22=0$

$_A(7,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-29=0$

$_A(7,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(7,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-17=0$

$_A(7,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-24=0$

$_A(7,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-31=0$

$_A(7,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-38=0$

$_A(7,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-45=0$

$_A(7,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-52=0$

$_A(7,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-59=0$

$_A(7,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(7,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-13=0$

$_A(7,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-27=0$

$_A(7,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-41=0$

$_A(7,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-55=0$

$_A(7,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+5=0$

$_A(7,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-2=0$

$_A(7,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-16=0$

$_A(7,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-23=0$

$_A(7,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-37=0$

$_A(7,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-44=0$

$_A(7,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+9=0$

$_A(7,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-5=0$

$_A(7,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-19=0$

$_A(7,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-33=0$

$_A(7,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-47=0$

$_A(7,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+13=0$

$_A(7,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+6=0$

$_A(7,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-1=0$

$_A(7,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-8=0$

$_A(7,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-22=0$

$_A(7,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-29=0$

$_A(7,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-36=0$

$_A(7,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-43=0$

$_A(7,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+17=0$

$_A(7,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-11=0$

$_A(7,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-25=0$

$_A(7,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+21=0$

$_A(7,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+14=0$

$_A(7,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+7=0$

$_A(7,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y=0$

$_A(7,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-7=0$

$_A(7,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-14=0$

$_A(7,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-28=0$

$_A(7,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-35=0$

$_A(7,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+25=0$

$_A(7,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+11=0$

$_A(7,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-3=0$

$_A(7,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-17=0$

$_A(7,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-31=0$

$_A(7,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+29=0$

$_A(7,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+22=0$

$_A(7,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+8=0$

$_A(7,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+1=0$

$_A(7,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-13=0$

$_A(7,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-20=0$

$_A(7,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(7,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-16=0$

$_A(7,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-23=0$

$_A(7,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-30=0$

$_A(7,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-37=0$

$_A(7,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-44=0$

$_A(7,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-51=0$

$_A(7,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-58=0$

$_A(7,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(7,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-11=0$

$_A(7,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-25=0$

$_A(7,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-39=0$

$_A(7,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-53=0$

$_A(7,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+8=0$

$_A(7,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+1=0$

$_A(7,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-13=0$

$_A(7,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-20=0$

$_A(7,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-34=0$

$_A(7,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-41=0$

$_A(7,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+13=0$

$_A(7,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-1=0$

$_A(7,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-15=0$

$_A(7,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-29=0$

$_A(7,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-43=0$

$_A(7,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+18=0$

$_A(7,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+11=0$

$_A(7,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+4=0$

$_A(7,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-3=0$

$_A(7,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-17=0$

$_A(7,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-24=0$

$_A(7,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-31=0$

$_A(7,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-38=0$

$_A(7,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+23=0$

$_A(7,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-5=0$

$_A(7,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-19=0$

$_A(7,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+28=0$

$_A(7,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+21=0$

$_A(7,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+14=0$

$_A(7,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+7=0$

$_A(7,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y=0$

$_A(7,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-7=0$

$_A(7,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-21=0$

$_A(7,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-28=0$

$_A(7,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+33=0$

$_A(7,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+19=0$

$_A(7,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+5=0$

$_A(7,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-9=0$

$_A(7,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-23=0$

$_A(7,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+38=0$

$_A(7,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+31=0$

$_A(7,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+17=0$

$_A(7,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+10=0$

$_A(7,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-4=0$

$_A(7,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-11=0$

$_A(7,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-8=0$

$_A(7,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-15=0$

$_A(7,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-22=0$

$_A(7,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-29=0$

$_A(7,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-36=0$

$_A(7,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-43=0$

$_A(7,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-50=0$

$_A(7,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-57=0$

$_A(7,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(7,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-9=0$

$_A(7,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-23=0$

$_A(7,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-37=0$

$_A(7,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-51=0$

$_A(7,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+11=0$

$_A(7,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+4=0$

$_A(7,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-10=0$

$_A(7,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-17=0$

$_A(7,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-31=0$

$_A(7,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-38=0$

$_A(7,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+17=0$

$_A(7,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+3=0$

$_A(7,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-11=0$

$_A(7,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-25=0$

$_A(7,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-39=0$

$_A(7,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+23=0$

$_A(7,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+16=0$

$_A(7,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+9=0$

$_A(7,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+2=0$

$_A(7,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-12=0$

$_A(7,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-19=0$

$_A(7,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-26=0$

$_A(7,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-33=0$

$_A(7,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+29=0$

$_A(7,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+1=0$

$_A(7,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-13=0$

$_A(7,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+35=0$

$_A(7,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+28=0$

$_A(7,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+21=0$

$_A(7,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+14=0$

$_A(7,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+7=0$

$_A(7,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y=0$

$_A(7,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-14=0$

$_A(7,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-21=0$

$_A(7,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+41=0$

$_A(7,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+27=0$

$_A(7,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+13=0$

$_A(7,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-1=0$

$_A(7,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-15=0$

$_A(7,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+47=0$

$_A(7,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+40=0$

$_A(7,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+26=0$

$_A(7,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+19=0$

$_A(7,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+5=0$

$_A(7,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-2=0$

$_A(7,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(7,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-14=0$

$_A(7,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-21=0$

$_A(7,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-28=0$

$_A(7,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-35=0$

$_A(7,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-42=0$

$_A(7,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-49=0$

$_A(7,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-56=0$

$_A(7,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(7,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-7=0$

$_A(7,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-21=0$

$_A(7,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-35=0$

$_A(7,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-49=0$

$_A(7,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+14=0$

$_A(7,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+7=0$

$_A(7,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-7=0$

$_A(7,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-14=0$

$_A(7,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-28=0$

$_A(7,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-35=0$

$_A(7,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+21=0$

$_A(7,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+7=0$

$_A(7,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-7=0$

$_A(7,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-21=0$

$_A(7,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-35=0$

$_A(7,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+28=0$

$_A(7,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+21=0$

$_A(7,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+14=0$

$_A(7,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+7=0$

$_A(7,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-7=0$

$_A(7,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-14=0$

$_A(7,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-21=0$

$_A(7,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-28=0$

$_A(7,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+35=0$

$_A(7,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+7=0$

$_A(7,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-7=0$

$_A(7,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+42=0$

$_A(7,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+35=0$

$_A(7,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+28=0$

$_A(7,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+21=0$

$_A(7,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+14=0$

$_A(7,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+7=0$

$_A(7,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-7=0$

$_A(7,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-14=0$

$_A(7,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+49=0$

$_A(7,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+35=0$

$_A(7,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+21=0$

$_A(7,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+7=0$

$_A(7,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-7=0$

$_A(7,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+56=0$

$_A(7,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+49=0$

$_A(7,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+35=0$

$_A(7,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+28=0$

$_A(7,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+14=0$

$_A(7,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+7=0$

$_A(7,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-6=0$

$_A(7,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-13=0$

$_A(7,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-20=0$

$_A(7,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-27=0$

$_A(7,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-34=0$

$_A(7,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-41=0$

$_A(7,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-48=0$

$_A(7,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-55=0$

$_A(7,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(7,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-5=0$

$_A(7,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-19=0$

$_A(7,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-33=0$

$_A(7,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-47=0$

$_A(7,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+17=0$

$_A(7,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+10=0$

$_A(7,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-4=0$

$_A(7,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-11=0$

$_A(7,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-25=0$

$_A(7,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-32=0$

$_A(7,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+25=0$

$_A(7,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+11=0$

$_A(7,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-3=0$

$_A(7,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-17=0$

$_A(7,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-31=0$

$_A(7,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+33=0$

$_A(7,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+26=0$

$_A(7,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+19=0$

$_A(7,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+12=0$

$_A(7,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-2=0$

$_A(7,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-9=0$

$_A(7,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-16=0$

$_A(7,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-23=0$

$_A(7,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+41=0$

$_A(7,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+13=0$

$_A(7,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-1=0$

$_A(7,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+49=0$

$_A(7,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+42=0$

$_A(7,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+35=0$

$_A(7,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+28=0$

$_A(7,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+21=0$

$_A(7,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+14=0$

$_A(7,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y=0$

$_A(7,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-7=0$

$_A(7,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+57=0$

$_A(7,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+43=0$

$_A(7,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+29=0$

$_A(7,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+15=0$

$_A(7,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+1=0$

$_A(7,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+65=0$

$_A(7,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+58=0$

$_A(7,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+44=0$

$_A(7,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+37=0$

$_A(7,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+23=0$

$_A(7,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+16=0$

$_A(7,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(7,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-12=0$

$_A(7,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-19=0$

$_A(7,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-26=0$

$_A(7,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-33=0$

$_A(7,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-40=0$

$_A(7,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-47=0$

$_A(7,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-54=0$

$_A(7,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(7,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-3=0$

$_A(7,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-17=0$

$_A(7,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-31=0$

$_A(7,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-45=0$

$_A(7,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+20=0$

$_A(7,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+13=0$

$_A(7,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-1=0$

$_A(7,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-8=0$

$_A(7,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-22=0$

$_A(7,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-29=0$

$_A(7,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+29=0$

$_A(7,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+15=0$

$_A(7,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+1=0$

$_A(7,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-13=0$

$_A(7,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-27=0$

$_A(7,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+38=0$

$_A(7,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+31=0$

$_A(7,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+24=0$

$_A(7,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+17=0$

$_A(7,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+3=0$

$_A(7,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-4=0$

$_A(7,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-11=0$

$_A(7,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-18=0$

$_A(7,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+47=0$

$_A(7,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+19=0$

$_A(7,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+5=0$

$_A(7,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+56=0$

$_A(7,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+49=0$

$_A(7,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+42=0$

$_A(7,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+35=0$

$_A(7,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+28=0$

$_A(7,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+21=0$

$_A(7,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+7=0$

$_A(7,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y=0$

$_A(7,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+65=0$

$_A(7,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+51=0$

$_A(7,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+37=0$

$_A(7,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+23=0$

$_A(7,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+9=0$

$_A(7,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+74=0$

$_A(7,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+67=0$

$_A(7,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+53=0$

$_A(7,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+46=0$

$_A(7,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+32=0$

$_A(7,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+25=0$

$_A(8,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-7=0$

$_A(8,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-15=0$

$_A(8,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-23=0$

$_A(8,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-31=0$

$_A(8,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-39=0$

$_A(8,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-47=0$

$_A(8,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-55=0$

$_A(8,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-63=0$

$_A(8,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-71=0$

$_A(8,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-6=0$

$_A(8,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-22=0$

$_A(8,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-38=0$

$_A(8,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-54=0$

$_A(8,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-70=0$

$_A(8,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-5=0$

$_A(8,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-13=0$

$_A(8,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-29=0$

$_A(8,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-37=0$

$_A(8,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-53=0$

$_A(8,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-61=0$

$_A(8,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-4=0$

$_A(8,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-20=0$

$_A(8,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-36=0$

$_A(8,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-52=0$

$_A(8,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-68=0$

$_A(8,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-3=0$

$_A(8,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-11=0$

$_A(8,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-19=0$

$_A(8,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-27=0$

$_A(8,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-43=0$

$_A(8,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-51=0$

$_A(8,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-59=0$

$_A(8,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-67=0$

$_A(8,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-2=0$

$_A(8,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-34=0$

$_A(8,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-50=0$

$_A(8,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-1=0$

$_A(8,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-9=0$

$_A(8,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-17=0$

$_A(8,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-25=0$

$_A(8,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-33=0$

$_A(8,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-41=0$

$_A(8,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-57=0$

$_A(8,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-65=0$

$_A(8,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y=0$

$_A(8,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-16=0$

$_A(8,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-32=0$

$_A(8,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-48=0$

$_A(8,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-64=0$

$_A(8,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+1=0$

$_A(8,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-7=0$

$_A(8,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-23=0$

$_A(8,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-31=0$

$_A(8,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-47=0$

$_A(8,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-55=0$

$_A(8,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-14=0$

$_A(8,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-22=0$

$_A(8,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-30=0$

$_A(8,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-38=0$

$_A(8,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-46=0$

$_A(8,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-54=0$

$_A(8,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-62=0$

$_A(8,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-70=0$

$_A(8,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-4=0$

$_A(8,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-20=0$

$_A(8,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-36=0$

$_A(8,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-52=0$

$_A(8,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-68=0$

$_A(8,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-2=0$

$_A(8,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-10=0$

$_A(8,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-26=0$

$_A(8,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-34=0$

$_A(8,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-50=0$

$_A(8,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-58=0$

$_A(8,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y=0$

$_A(8,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-16=0$

$_A(8,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-32=0$

$_A(8,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-48=0$

$_A(8,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-64=0$

$_A(8,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+2=0$

$_A(8,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-6=0$

$_A(8,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-14=0$

$_A(8,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-22=0$

$_A(8,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-38=0$

$_A(8,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-46=0$

$_A(8,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-54=0$

$_A(8,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-62=0$

$_A(8,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+4=0$

$_A(8,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-28=0$

$_A(8,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-44=0$

$_A(8,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+6=0$

$_A(8,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-2=0$

$_A(8,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-10=0$

$_A(8,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-18=0$

$_A(8,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-26=0$

$_A(8,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-34=0$

$_A(8,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-50=0$

$_A(8,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-58=0$

$_A(8,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+8=0$

$_A(8,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-8=0$

$_A(8,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-24=0$

$_A(8,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-40=0$

$_A(8,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-56=0$

$_A(8,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+10=0$

$_A(8,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+2=0$

$_A(8,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-14=0$

$_A(8,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-22=0$

$_A(8,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-38=0$

$_A(8,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-46=0$

$_A(8,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(8,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-21=0$

$_A(8,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-29=0$

$_A(8,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-37=0$

$_A(8,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-45=0$

$_A(8,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-53=0$

$_A(8,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-61=0$

$_A(8,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-69=0$

$_A(8,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-2=0$

$_A(8,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-18=0$

$_A(8,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-34=0$

$_A(8,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-50=0$

$_A(8,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-66=0$

$_A(8,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+1=0$

$_A(8,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-7=0$

$_A(8,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-23=0$

$_A(8,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-31=0$

$_A(8,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-47=0$

$_A(8,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-55=0$

$_A(8,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+4=0$

$_A(8,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-12=0$

$_A(8,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-28=0$

$_A(8,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-44=0$

$_A(8,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-60=0$

$_A(8,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+7=0$

$_A(8,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-1=0$

$_A(8,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-9=0$

$_A(8,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-17=0$

$_A(8,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-33=0$

$_A(8,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-41=0$

$_A(8,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-49=0$

$_A(8,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-57=0$

$_A(8,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+10=0$

$_A(8,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-22=0$

$_A(8,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-38=0$

$_A(8,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+13=0$

$_A(8,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+5=0$

$_A(8,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-3=0$

$_A(8,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-11=0$

$_A(8,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-19=0$

$_A(8,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-27=0$

$_A(8,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-43=0$

$_A(8,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-51=0$

$_A(8,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+16=0$

$_A(8,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y=0$

$_A(8,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-16=0$

$_A(8,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-32=0$

$_A(8,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-48=0$

$_A(8,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+19=0$

$_A(8,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+11=0$

$_A(8,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-5=0$

$_A(8,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-13=0$

$_A(8,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-29=0$

$_A(8,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-37=0$

$_A(8,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-12=0$

$_A(8,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-20=0$

$_A(8,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-28=0$

$_A(8,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-36=0$

$_A(8,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-44=0$

$_A(8,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-52=0$

$_A(8,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-60=0$

$_A(8,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-68=0$

$_A(8,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(8,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-16=0$

$_A(8,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-32=0$

$_A(8,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-48=0$

$_A(8,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-64=0$

$_A(8,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+4=0$

$_A(8,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-4=0$

$_A(8,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-20=0$

$_A(8,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-28=0$

$_A(8,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-44=0$

$_A(8,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-52=0$

$_A(8,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+8=0$

$_A(8,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-8=0$

$_A(8,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-24=0$

$_A(8,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-40=0$

$_A(8,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-56=0$

$_A(8,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+12=0$

$_A(8,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+4=0$

$_A(8,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-4=0$

$_A(8,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-12=0$

$_A(8,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-28=0$

$_A(8,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-36=0$

$_A(8,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-44=0$

$_A(8,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-52=0$

$_A(8,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+16=0$

$_A(8,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-16=0$

$_A(8,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-32=0$

$_A(8,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+20=0$

$_A(8,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+12=0$

$_A(8,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+4=0$

$_A(8,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-4=0$

$_A(8,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-12=0$

$_A(8,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-20=0$

$_A(8,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-36=0$

$_A(8,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-44=0$

$_A(8,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+24=0$

$_A(8,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+8=0$

$_A(8,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-8=0$

$_A(8,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-24=0$

$_A(8,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-40=0$

$_A(8,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+28=0$

$_A(8,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+20=0$

$_A(8,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+4=0$

$_A(8,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-4=0$

$_A(8,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-20=0$

$_A(8,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-28=0$

$_A(8,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(8,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-19=0$

$_A(8,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-27=0$

$_A(8,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-35=0$

$_A(8,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-43=0$

$_A(8,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-51=0$

$_A(8,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-59=0$

$_A(8,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-67=0$

$_A(8,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+2=0$

$_A(8,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-14=0$

$_A(8,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-30=0$

$_A(8,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-46=0$

$_A(8,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-62=0$

$_A(8,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+7=0$

$_A(8,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-1=0$

$_A(8,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-17=0$

$_A(8,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-25=0$

$_A(8,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-41=0$

$_A(8,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-49=0$

$_A(8,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+12=0$

$_A(8,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-4=0$

$_A(8,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-20=0$

$_A(8,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-36=0$

$_A(8,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-52=0$

$_A(8,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+17=0$

$_A(8,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+9=0$

$_A(8,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+1=0$

$_A(8,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-7=0$

$_A(8,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-23=0$

$_A(8,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-31=0$

$_A(8,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-39=0$

$_A(8,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-47=0$

$_A(8,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+22=0$

$_A(8,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-10=0$

$_A(8,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-26=0$

$_A(8,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+27=0$

$_A(8,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+19=0$

$_A(8,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+11=0$

$_A(8,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+3=0$

$_A(8,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-5=0$

$_A(8,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-13=0$

$_A(8,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-29=0$

$_A(8,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-37=0$

$_A(8,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+32=0$

$_A(8,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+16=0$

$_A(8,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y=0$

$_A(8,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-16=0$

$_A(8,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-32=0$

$_A(8,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+37=0$

$_A(8,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+29=0$

$_A(8,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+13=0$

$_A(8,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+5=0$

$_A(8,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-11=0$

$_A(8,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-19=0$

$_A(8,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(8,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-18=0$

$_A(8,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-26=0$

$_A(8,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-34=0$

$_A(8,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-42=0$

$_A(8,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-50=0$

$_A(8,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-58=0$

$_A(8,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-66=0$

$_A(8,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+4=0$

$_A(8,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-12=0$

$_A(8,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-28=0$

$_A(8,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-44=0$

$_A(8,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-60=0$

$_A(8,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+10=0$

$_A(8,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+2=0$

$_A(8,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-14=0$

$_A(8,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-22=0$

$_A(8,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-38=0$

$_A(8,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-46=0$

$_A(8,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+16=0$

$_A(8,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y=0$

$_A(8,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-16=0$

$_A(8,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-32=0$

$_A(8,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-48=0$

$_A(8,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+22=0$

$_A(8,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+14=0$

$_A(8,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+6=0$

$_A(8,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-2=0$

$_A(8,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-18=0$

$_A(8,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-26=0$

$_A(8,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-34=0$

$_A(8,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-42=0$

$_A(8,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+28=0$

$_A(8,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-4=0$

$_A(8,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-20=0$

$_A(8,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+34=0$

$_A(8,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+26=0$

$_A(8,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+18=0$

$_A(8,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+10=0$

$_A(8,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+2=0$

$_A(8,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-6=0$

$_A(8,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-22=0$

$_A(8,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-30=0$

$_A(8,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+40=0$

$_A(8,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+24=0$

$_A(8,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+8=0$

$_A(8,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-8=0$

$_A(8,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-24=0$

$_A(8,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+46=0$

$_A(8,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+38=0$

$_A(8,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+22=0$

$_A(8,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+14=0$

$_A(8,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-2=0$

$_A(8,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-10=0$

$_A(8,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(8,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-17=0$

$_A(8,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-25=0$

$_A(8,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-33=0$

$_A(8,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-41=0$

$_A(8,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-49=0$

$_A(8,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-57=0$

$_A(8,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-65=0$

$_A(8,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+6=0$

$_A(8,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-10=0$

$_A(8,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-26=0$

$_A(8,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-42=0$

$_A(8,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-58=0$

$_A(8,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+13=0$

$_A(8,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+5=0$

$_A(8,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-11=0$

$_A(8,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-19=0$

$_A(8,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-35=0$

$_A(8,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-43=0$

$_A(8,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+20=0$

$_A(8,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+4=0$

$_A(8,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-12=0$

$_A(8,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-28=0$

$_A(8,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-44=0$

$_A(8,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+27=0$

$_A(8,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+19=0$

$_A(8,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+11=0$

$_A(8,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+3=0$

$_A(8,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-13=0$

$_A(8,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-21=0$

$_A(8,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-29=0$

$_A(8,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-37=0$

$_A(8,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+34=0$

$_A(8,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+2=0$

$_A(8,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-14=0$

$_A(8,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+41=0$

$_A(8,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+33=0$

$_A(8,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+25=0$

$_A(8,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+17=0$

$_A(8,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+9=0$

$_A(8,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+1=0$

$_A(8,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-15=0$

$_A(8,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-23=0$

$_A(8,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+48=0$

$_A(8,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+32=0$

$_A(8,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+16=0$

$_A(8,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y=0$

$_A(8,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-16=0$

$_A(8,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+55=0$

$_A(8,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+47=0$

$_A(8,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+31=0$

$_A(8,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+23=0$

$_A(8,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+7=0$

$_A(8,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-1=0$

$_A(8,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-8=0$

$_A(8,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-16=0$

$_A(8,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-24=0$

$_A(8,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-32=0$

$_A(8,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-40=0$

$_A(8,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-48=0$

$_A(8,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-56=0$

$_A(8,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-64=0$

$_A(8,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+8=0$

$_A(8,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-8=0$

$_A(8,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-24=0$

$_A(8,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-40=0$

$_A(8,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-56=0$

$_A(8,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+16=0$

$_A(8,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+8=0$

$_A(8,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-8=0$

$_A(8,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-16=0$

$_A(8,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-32=0$

$_A(8,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-40=0$

$_A(8,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+24=0$

$_A(8,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+8=0$

$_A(8,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-8=0$

$_A(8,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-24=0$

$_A(8,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-40=0$

$_A(8,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+32=0$

$_A(8,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+24=0$

$_A(8,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+16=0$

$_A(8,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+8=0$

$_A(8,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-8=0$

$_A(8,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-16=0$

$_A(8,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-24=0$

$_A(8,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-32=0$

$_A(8,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+40=0$

$_A(8,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+8=0$

$_A(8,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-8=0$

$_A(8,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+48=0$

$_A(8,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+40=0$

$_A(8,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+32=0$

$_A(8,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+24=0$

$_A(8,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+16=0$

$_A(8,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+8=0$

$_A(8,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-8=0$

$_A(8,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-16=0$

$_A(8,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+56=0$

$_A(8,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+40=0$

$_A(8,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+24=0$

$_A(8,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+8=0$

$_A(8,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-8=0$

$_A(8,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+64=0$

$_A(8,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+56=0$

$_A(8,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+40=0$

$_A(8,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+32=0$

$_A(8,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+16=0$

$_A(8,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+8=0$

$_A(8,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(8,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-15=0$

$_A(8,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-23=0$

$_A(8,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-31=0$

$_A(8,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-39=0$

$_A(8,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-47=0$

$_A(8,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-55=0$

$_A(8,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-63=0$

$_A(8,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(8,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-6=0$

$_A(8,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-22=0$

$_A(8,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-38=0$

$_A(8,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-54=0$

$_A(8,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+19=0$

$_A(8,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+11=0$

$_A(8,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-5=0$

$_A(8,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-13=0$

$_A(8,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-29=0$

$_A(8,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-37=0$

$_A(8,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+28=0$

$_A(8,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+12=0$

$_A(8,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-4=0$

$_A(8,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-20=0$

$_A(8,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-36=0$

$_A(8,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+37=0$

$_A(8,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+29=0$

$_A(8,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+21=0$

$_A(8,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+13=0$

$_A(8,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-3=0$

$_A(8,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-11=0$

$_A(8,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-19=0$

$_A(8,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-27=0$

$_A(8,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+46=0$

$_A(8,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+14=0$

$_A(8,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-2=0$

$_A(8,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+55=0$

$_A(8,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+47=0$

$_A(8,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+39=0$

$_A(8,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+31=0$

$_A(8,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+23=0$

$_A(8,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+15=0$

$_A(8,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-1=0$

$_A(8,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-9=0$

$_A(8,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+64=0$

$_A(8,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+48=0$

$_A(8,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+32=0$

$_A(8,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+16=0$

$_A(8,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y=0$

$_A(8,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+73=0$

$_A(8,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+65=0$

$_A(8,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+49=0$

$_A(8,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+41=0$

$_A(8,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+25=0$

$_A(8,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+17=0$

$_A(9,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-8=0$

$_A(9,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-17=0$

$_A(9,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-26=0$

$_A(9,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-35=0$

$_A(9,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-44=0$

$_A(9,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-53=0$

$_A(9,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-62=0$

$_A(9,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-71=0$

$_A(9,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-80=0$

$_A(9,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(9,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-25=0$

$_A(9,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-43=0$

$_A(9,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-61=0$

$_A(9,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-79=0$

$_A(9,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-6=0$

$_A(9,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-15=0$

$_A(9,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-33=0$

$_A(9,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-42=0$

$_A(9,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-60=0$

$_A(9,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-69=0$

$_A(9,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-5=0$

$_A(9,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-23=0$

$_A(9,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-41=0$

$_A(9,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-59=0$

$_A(9,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-77=0$

$_A(9,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-4=0$

$_A(9,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-13=0$

$_A(9,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-22=0$

$_A(9,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-31=0$

$_A(9,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-49=0$

$_A(9,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-58=0$

$_A(9,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-67=0$

$_A(9,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-76=0$

$_A(9,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-3=0$

$_A(9,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-39=0$

$_A(9,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-57=0$

$_A(9,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-2=0$

$_A(9,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-11=0$

$_A(9,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-20=0$

$_A(9,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-29=0$

$_A(9,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-38=0$

$_A(9,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-47=0$

$_A(9,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-65=0$

$_A(9,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-74=0$

$_A(9,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-1=0$

$_A(9,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-19=0$

$_A(9,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-37=0$

$_A(9,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-55=0$

$_A(9,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-73=0$

$_A(9,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y=0$

$_A(9,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-9=0$

$_A(9,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-27=0$

$_A(9,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-36=0$

$_A(9,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-54=0$

$_A(9,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-63=0$

$_A(9,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-16=0$

$_A(9,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-25=0$

$_A(9,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-34=0$

$_A(9,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-43=0$

$_A(9,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-52=0$

$_A(9,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-61=0$

$_A(9,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-70=0$

$_A(9,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-79=0$

$_A(9,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(9,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-23=0$

$_A(9,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-41=0$

$_A(9,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-59=0$

$_A(9,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-77=0$

$_A(9,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-3=0$

$_A(9,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-12=0$

$_A(9,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-30=0$

$_A(9,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-39=0$

$_A(9,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-57=0$

$_A(9,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-66=0$

$_A(9,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-1=0$

$_A(9,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-19=0$

$_A(9,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-37=0$

$_A(9,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-55=0$

$_A(9,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-73=0$

$_A(9,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+1=0$

$_A(9,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-8=0$

$_A(9,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-17=0$

$_A(9,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-26=0$

$_A(9,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-44=0$

$_A(9,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-53=0$

$_A(9,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-62=0$

$_A(9,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-71=0$

$_A(9,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+3=0$

$_A(9,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-33=0$

$_A(9,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-51=0$

$_A(9,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+5=0$

$_A(9,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-4=0$

$_A(9,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-13=0$

$_A(9,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-22=0$

$_A(9,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-31=0$

$_A(9,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-40=0$

$_A(9,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-58=0$

$_A(9,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-67=0$

$_A(9,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+7=0$

$_A(9,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-11=0$

$_A(9,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-29=0$

$_A(9,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-47=0$

$_A(9,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-65=0$

$_A(9,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+9=0$

$_A(9,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y=0$

$_A(9,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-18=0$

$_A(9,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-27=0$

$_A(9,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-45=0$

$_A(9,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-54=0$

$_A(9,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-15=0$

$_A(9,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-24=0$

$_A(9,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-33=0$

$_A(9,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-42=0$

$_A(9,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-51=0$

$_A(9,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-60=0$

$_A(9,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-69=0$

$_A(9,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-78=0$

$_A(9,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(9,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-21=0$

$_A(9,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-39=0$

$_A(9,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-57=0$

$_A(9,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-75=0$

$_A(9,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y=0$

$_A(9,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-9=0$

$_A(9,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-27=0$

$_A(9,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-36=0$

$_A(9,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-54=0$

$_A(9,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-63=0$

$_A(9,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+3=0$

$_A(9,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-15=0$

$_A(9,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-33=0$

$_A(9,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-51=0$

$_A(9,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-69=0$

$_A(9,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+6=0$

$_A(9,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-3=0$

$_A(9,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-12=0$

$_A(9,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-21=0$

$_A(9,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-39=0$

$_A(9,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-48=0$

$_A(9,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-57=0$

$_A(9,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-66=0$

$_A(9,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+9=0$

$_A(9,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-27=0$

$_A(9,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-45=0$

$_A(9,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+12=0$

$_A(9,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+3=0$

$_A(9,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-6=0$

$_A(9,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-15=0$

$_A(9,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-24=0$

$_A(9,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-33=0$

$_A(9,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-51=0$

$_A(9,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-60=0$

$_A(9,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+15=0$

$_A(9,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-3=0$

$_A(9,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-21=0$

$_A(9,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-39=0$

$_A(9,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-57=0$

$_A(9,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+18=0$

$_A(9,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+9=0$

$_A(9,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-9=0$

$_A(9,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-18=0$

$_A(9,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-36=0$

$_A(9,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-45=0$

$_A(9,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-14=0$

$_A(9,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-23=0$

$_A(9,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-32=0$

$_A(9,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-41=0$

$_A(9,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-50=0$

$_A(9,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-59=0$

$_A(9,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-68=0$

$_A(9,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-77=0$

$_A(9,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(9,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-19=0$

$_A(9,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-37=0$

$_A(9,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-55=0$

$_A(9,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-73=0$

$_A(9,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+3=0$

$_A(9,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-6=0$

$_A(9,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-24=0$

$_A(9,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-33=0$

$_A(9,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-51=0$

$_A(9,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-60=0$

$_A(9,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+7=0$

$_A(9,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-11=0$

$_A(9,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-29=0$

$_A(9,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-47=0$

$_A(9,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-65=0$

$_A(9,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+11=0$

$_A(9,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+2=0$

$_A(9,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-7=0$

$_A(9,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-16=0$

$_A(9,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-34=0$

$_A(9,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-43=0$

$_A(9,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-52=0$

$_A(9,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-61=0$

$_A(9,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+15=0$

$_A(9,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-21=0$

$_A(9,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-39=0$

$_A(9,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+19=0$

$_A(9,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+10=0$

$_A(9,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+1=0$

$_A(9,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-8=0$

$_A(9,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-17=0$

$_A(9,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-26=0$

$_A(9,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-44=0$

$_A(9,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-53=0$

$_A(9,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+23=0$

$_A(9,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+5=0$

$_A(9,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-13=0$

$_A(9,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-31=0$

$_A(9,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-49=0$

$_A(9,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+27=0$

$_A(9,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+18=0$

$_A(9,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y=0$

$_A(9,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-9=0$

$_A(9,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-27=0$

$_A(9,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-36=0$

$_A(9,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(9,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-22=0$

$_A(9,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-31=0$

$_A(9,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-40=0$

$_A(9,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-49=0$

$_A(9,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-58=0$

$_A(9,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-67=0$

$_A(9,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-76=0$

$_A(9,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(9,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-17=0$

$_A(9,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-35=0$

$_A(9,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-53=0$

$_A(9,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-71=0$

$_A(9,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+6=0$

$_A(9,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-3=0$

$_A(9,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-21=0$

$_A(9,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-30=0$

$_A(9,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-48=0$

$_A(9,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-57=0$

$_A(9,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+11=0$

$_A(9,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-7=0$

$_A(9,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-25=0$

$_A(9,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-43=0$

$_A(9,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-61=0$

$_A(9,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+16=0$

$_A(9,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+7=0$

$_A(9,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-2=0$

$_A(9,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-11=0$

$_A(9,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-29=0$

$_A(9,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-38=0$

$_A(9,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-47=0$

$_A(9,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-56=0$

$_A(9,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+21=0$

$_A(9,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-15=0$

$_A(9,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-33=0$

$_A(9,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+26=0$

$_A(9,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+17=0$

$_A(9,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+8=0$

$_A(9,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-1=0$

$_A(9,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-10=0$

$_A(9,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-19=0$

$_A(9,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-37=0$

$_A(9,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-46=0$

$_A(9,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+31=0$

$_A(9,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+13=0$

$_A(9,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-5=0$

$_A(9,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-23=0$

$_A(9,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-41=0$

$_A(9,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+36=0$

$_A(9,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+27=0$

$_A(9,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+9=0$

$_A(9,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y=0$

$_A(9,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-18=0$

$_A(9,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-27=0$

$_A(9,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-12=0$

$_A(9,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-21=0$

$_A(9,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-30=0$

$_A(9,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-39=0$

$_A(9,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-48=0$

$_A(9,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-57=0$

$_A(9,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-66=0$

$_A(9,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-75=0$

$_A(9,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(9,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-15=0$

$_A(9,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-33=0$

$_A(9,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-51=0$

$_A(9,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-69=0$

$_A(9,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+9=0$

$_A(9,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y=0$

$_A(9,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-18=0$

$_A(9,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-27=0$

$_A(9,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-45=0$

$_A(9,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-54=0$

$_A(9,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+15=0$

$_A(9,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-3=0$

$_A(9,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-21=0$

$_A(9,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-39=0$

$_A(9,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-57=0$

$_A(9,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+21=0$

$_A(9,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+12=0$

$_A(9,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+3=0$

$_A(9,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-6=0$

$_A(9,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-24=0$

$_A(9,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-33=0$

$_A(9,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-42=0$

$_A(9,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-51=0$

$_A(9,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+27=0$

$_A(9,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-9=0$

$_A(9,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-27=0$

$_A(9,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+33=0$

$_A(9,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+24=0$

$_A(9,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+15=0$

$_A(9,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+6=0$

$_A(9,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-3=0$

$_A(9,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-12=0$

$_A(9,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-30=0$

$_A(9,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-39=0$

$_A(9,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+39=0$

$_A(9,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+21=0$

$_A(9,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+3=0$

$_A(9,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-15=0$

$_A(9,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-33=0$

$_A(9,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+45=0$

$_A(9,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+36=0$

$_A(9,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+18=0$

$_A(9,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+9=0$

$_A(9,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-9=0$

$_A(9,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-18=0$

$_A(9,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(9,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-20=0$

$_A(9,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-29=0$

$_A(9,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-38=0$

$_A(9,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-47=0$

$_A(9,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-56=0$

$_A(9,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-65=0$

$_A(9,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-74=0$

$_A(9,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(9,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-13=0$

$_A(9,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-31=0$

$_A(9,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-49=0$

$_A(9,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-67=0$

$_A(9,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+12=0$

$_A(9,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+3=0$

$_A(9,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-15=0$

$_A(9,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-24=0$

$_A(9,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-42=0$

$_A(9,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-51=0$

$_A(9,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+19=0$

$_A(9,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+1=0$

$_A(9,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-17=0$

$_A(9,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-35=0$

$_A(9,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-53=0$

$_A(9,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+26=0$

$_A(9,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+17=0$

$_A(9,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+8=0$

$_A(9,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-1=0$

$_A(9,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-19=0$

$_A(9,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-28=0$

$_A(9,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-37=0$

$_A(9,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-46=0$

$_A(9,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+33=0$

$_A(9,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-3=0$

$_A(9,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-21=0$

$_A(9,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+40=0$

$_A(9,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+31=0$

$_A(9,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+22=0$

$_A(9,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+13=0$

$_A(9,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+4=0$

$_A(9,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-5=0$

$_A(9,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-23=0$

$_A(9,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-32=0$

$_A(9,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+47=0$

$_A(9,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+29=0$

$_A(9,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+11=0$

$_A(9,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-7=0$

$_A(9,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-25=0$

$_A(9,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+54=0$

$_A(9,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+45=0$

$_A(9,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+27=0$

$_A(9,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+18=0$

$_A(9,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y=0$

$_A(9,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-9=0$

$_A(9,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(9,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-19=0$

$_A(9,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-28=0$

$_A(9,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-37=0$

$_A(9,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-46=0$

$_A(9,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-55=0$

$_A(9,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-64=0$

$_A(9,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-73=0$

$_A(9,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(9,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-11=0$

$_A(9,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-29=0$

$_A(9,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-47=0$

$_A(9,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-65=0$

$_A(9,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+15=0$

$_A(9,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+6=0$

$_A(9,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-12=0$

$_A(9,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-21=0$

$_A(9,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-39=0$

$_A(9,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-48=0$

$_A(9,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+23=0$

$_A(9,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+5=0$

$_A(9,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-13=0$

$_A(9,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-31=0$

$_A(9,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-49=0$

$_A(9,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+31=0$

$_A(9,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+22=0$

$_A(9,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+13=0$

$_A(9,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+4=0$

$_A(9,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-14=0$

$_A(9,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-23=0$

$_A(9,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-32=0$

$_A(9,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-41=0$

$_A(9,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+39=0$

$_A(9,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+3=0$

$_A(9,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-15=0$

$_A(9,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+47=0$

$_A(9,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+38=0$

$_A(9,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+29=0$

$_A(9,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+20=0$

$_A(9,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+11=0$

$_A(9,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+2=0$

$_A(9,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-16=0$

$_A(9,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-25=0$

$_A(9,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+55=0$

$_A(9,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+37=0$

$_A(9,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+19=0$

$_A(9,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+1=0$

$_A(9,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-17=0$

$_A(9,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+63=0$

$_A(9,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+54=0$

$_A(9,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+36=0$

$_A(9,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+27=0$

$_A(9,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+9=0$

$_A(9,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y=0$

$_A(9,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(9,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-18=0$

$_A(9,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-27=0$

$_A(9,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-36=0$

$_A(9,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-45=0$

$_A(9,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-54=0$

$_A(9,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-63=0$

$_A(9,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-72=0$

$_A(9,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(9,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-9=0$

$_A(9,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-27=0$

$_A(9,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-45=0$

$_A(9,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-63=0$

$_A(9,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+18=0$

$_A(9,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+9=0$

$_A(9,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-9=0$

$_A(9,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-18=0$

$_A(9,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-36=0$

$_A(9,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-45=0$

$_A(9,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+27=0$

$_A(9,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+9=0$

$_A(9,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-9=0$

$_A(9,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-27=0$

$_A(9,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-45=0$

$_A(9,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+36=0$

$_A(9,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+27=0$

$_A(9,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+18=0$

$_A(9,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+9=0$

$_A(9,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-9=0$

$_A(9,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-18=0$

$_A(9,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-27=0$

$_A(9,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-36=0$

$_A(9,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+45=0$

$_A(9,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+9=0$

$_A(9,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-9=0$

$_A(9,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+54=0$

$_A(9,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+45=0$

$_A(9,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+36=0$

$_A(9,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+27=0$

$_A(9,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+18=0$

$_A(9,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+9=0$

$_A(9,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-9=0$

$_A(9,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-18=0$

$_A(9,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+63=0$

$_A(9,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+45=0$

$_A(9,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+27=0$

$_A(9,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+9=0$

$_A(9,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-9=0$

$_A(9,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+72=0$

$_A(9,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+63=0$

$_A(9,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+45=0$

$_A(9,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+36=0$

$_A(9,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+18=0$

$_A(9,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+9=0$





[Level4]
ʂ1_ƕxNgŕ(܂)


$_A(1,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+2=0$

$_A(1,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(1,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+4=0$

$_A(1,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+5=0$

$_A(1,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+6=0$

$_A(1,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+7=0$

$_A(1,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+8=0$

$_A(1,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+9=0$

$_A(1,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+10=0$

$_A(1,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+3=0$

$_A(1,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+5=0$

$_A(1,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+7=0$

$_A(1,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+9=0$

$_A(1,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+11=0$

$_A(1,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+4=0$

$_A(1,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+5=0$

$_A(1,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+7=0$

$_A(1,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+8=0$

$_A(1,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+10=0$

$_A(1,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+11=0$

$_A(1,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+5=0$

$_A(1,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+7=0$

$_A(1,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+9=0$

$_A(1,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+11=0$

$_A(1,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+13=0$

$_A(1,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+6=0$

$_A(1,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+7=0$

$_A(1,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+8=0$

$_A(1,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+9=0$

$_A(1,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+11=0$

$_A(1,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+12=0$

$_A(1,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+13=0$

$_A(1,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+14=0$

$_A(1,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+7=0$

$_A(1,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+11=0$

$_A(1,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+13=0$

$_A(1,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+8=0$

$_A(1,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+9=0$

$_A(1,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+10=0$

$_A(1,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+11=0$

$_A(1,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+12=0$

$_A(1,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+13=0$

$_A(1,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+15=0$

$_A(1,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+16=0$

$_A(1,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+9=0$

$_A(1,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+11=0$

$_A(1,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+13=0$

$_A(1,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+15=0$

$_A(1,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+17=0$

$_A(1,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+10=0$

$_A(1,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+11=0$

$_A(1,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+13=0$

$_A(1,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+14=0$

$_A(1,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+16=0$

$_A(1,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+17=0$

$_A(1,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+4=0$

$_A(1,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+5=0$

$_A(1,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+6=0$

$_A(1,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+7=0$

$_A(1,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+8=0$

$_A(1,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+9=0$

$_A(1,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+10=0$

$_A(1,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+11=0$

$_A(1,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+5=0$

$_A(1,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+7=0$

$_A(1,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+9=0$

$_A(1,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+11=0$

$_A(1,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+13=0$

$_A(1,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+7=0$

$_A(1,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+8=0$

$_A(1,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+10=0$

$_A(1,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+11=0$

$_A(1,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+13=0$

$_A(1,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+14=0$

$_A(1,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+9=0$

$_A(1,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+11=0$

$_A(1,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+13=0$

$_A(1,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+15=0$

$_A(1,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+17=0$

$_A(1,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+11=0$

$_A(1,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+12=0$

$_A(1,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+13=0$

$_A(1,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+14=0$

$_A(1,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+16=0$

$_A(1,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+17=0$

$_A(1,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+18=0$

$_A(1,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+19=0$

$_A(1,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+13=0$

$_A(1,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+17=0$

$_A(1,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+19=0$

$_A(1,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+15=0$

$_A(1,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+16=0$

$_A(1,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+17=0$

$_A(1,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+18=0$

$_A(1,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+19=0$

$_A(1,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+20=0$

$_A(1,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+22=0$

$_A(1,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+23=0$

$_A(1,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+17=0$

$_A(1,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+19=0$

$_A(1,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+21=0$

$_A(1,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+23=0$

$_A(1,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+25=0$

$_A(1,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+19=0$

$_A(1,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+20=0$

$_A(1,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+22=0$

$_A(1,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+23=0$

$_A(1,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+25=0$

$_A(1,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+26=0$

$_A(1,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(1,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+6=0$

$_A(1,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+7=0$

$_A(1,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+8=0$

$_A(1,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+9=0$

$_A(1,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+10=0$

$_A(1,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+11=0$

$_A(1,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+12=0$

$_A(1,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+7=0$

$_A(1,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+9=0$

$_A(1,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+11=0$

$_A(1,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+13=0$

$_A(1,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+15=0$

$_A(1,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+10=0$

$_A(1,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+11=0$

$_A(1,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+13=0$

$_A(1,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+14=0$

$_A(1,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+16=0$

$_A(1,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+17=0$

$_A(1,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+13=0$

$_A(1,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+15=0$

$_A(1,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+17=0$

$_A(1,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+19=0$

$_A(1,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+21=0$

$_A(1,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+16=0$

$_A(1,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+17=0$

$_A(1,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+18=0$

$_A(1,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+19=0$

$_A(1,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+21=0$

$_A(1,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+22=0$

$_A(1,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+23=0$

$_A(1,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+24=0$

$_A(1,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+19=0$

$_A(1,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+23=0$

$_A(1,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+25=0$

$_A(1,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+22=0$

$_A(1,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+23=0$

$_A(1,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+24=0$

$_A(1,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+25=0$

$_A(1,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+26=0$

$_A(1,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+27=0$

$_A(1,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+29=0$

$_A(1,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+30=0$

$_A(1,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+25=0$

$_A(1,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+27=0$

$_A(1,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+29=0$

$_A(1,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+31=0$

$_A(1,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+33=0$

$_A(1,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+28=0$

$_A(1,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+29=0$

$_A(1,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+31=0$

$_A(1,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+32=0$

$_A(1,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+34=0$

$_A(1,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+35=0$

$_A(1,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+6=0$

$_A(1,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+7=0$

$_A(1,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+8=0$

$_A(1,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+9=0$

$_A(1,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+10=0$

$_A(1,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+11=0$

$_A(1,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+12=0$

$_A(1,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+13=0$

$_A(1,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(1,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+11=0$

$_A(1,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+13=0$

$_A(1,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+15=0$

$_A(1,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+17=0$

$_A(1,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+13=0$

$_A(1,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+14=0$

$_A(1,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+16=0$

$_A(1,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+17=0$

$_A(1,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+19=0$

$_A(1,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+20=0$

$_A(1,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+17=0$

$_A(1,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+19=0$

$_A(1,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+21=0$

$_A(1,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+23=0$

$_A(1,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+25=0$

$_A(1,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+21=0$

$_A(1,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+22=0$

$_A(1,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+23=0$

$_A(1,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+24=0$

$_A(1,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+26=0$

$_A(1,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+27=0$

$_A(1,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+28=0$

$_A(1,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+29=0$

$_A(1,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+25=0$

$_A(1,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+29=0$

$_A(1,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+31=0$

$_A(1,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+29=0$

$_A(1,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+30=0$

$_A(1,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+31=0$

$_A(1,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+32=0$

$_A(1,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+33=0$

$_A(1,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+34=0$

$_A(1,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+36=0$

$_A(1,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+37=0$

$_A(1,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+33=0$

$_A(1,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+35=0$

$_A(1,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+37=0$

$_A(1,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+39=0$

$_A(1,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+41=0$

$_A(1,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+37=0$

$_A(1,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+38=0$

$_A(1,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+40=0$

$_A(1,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+41=0$

$_A(1,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+43=0$

$_A(1,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+44=0$

$_A(1,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(1,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+8=0$

$_A(1,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+9=0$

$_A(1,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+10=0$

$_A(1,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+11=0$

$_A(1,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+12=0$

$_A(1,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+13=0$

$_A(1,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+14=0$

$_A(1,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(1,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+13=0$

$_A(1,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+15=0$

$_A(1,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+17=0$

$_A(1,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+19=0$

$_A(1,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+16=0$

$_A(1,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+17=0$

$_A(1,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+19=0$

$_A(1,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+20=0$

$_A(1,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+22=0$

$_A(1,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+23=0$

$_A(1,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+21=0$

$_A(1,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+23=0$

$_A(1,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+25=0$

$_A(1,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+27=0$

$_A(1,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+29=0$

$_A(1,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+26=0$

$_A(1,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+27=0$

$_A(1,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+28=0$

$_A(1,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+29=0$

$_A(1,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+31=0$

$_A(1,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+32=0$

$_A(1,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+33=0$

$_A(1,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+34=0$

$_A(1,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+31=0$

$_A(1,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+35=0$

$_A(1,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+37=0$

$_A(1,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+36=0$

$_A(1,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+37=0$

$_A(1,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+38=0$

$_A(1,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+39=0$

$_A(1,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+40=0$

$_A(1,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+41=0$

$_A(1,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+43=0$

$_A(1,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+44=0$

$_A(1,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+41=0$

$_A(1,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+43=0$

$_A(1,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+45=0$

$_A(1,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+47=0$

$_A(1,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+49=0$

$_A(1,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+46=0$

$_A(1,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+47=0$

$_A(1,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+49=0$

$_A(1,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+50=0$

$_A(1,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+52=0$

$_A(1,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+53=0$

$_A(1,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+8=0$

$_A(1,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+9=0$

$_A(1,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+10=0$

$_A(1,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+11=0$

$_A(1,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+12=0$

$_A(1,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+13=0$

$_A(1,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+14=0$

$_A(1,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+15=0$

$_A(1,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+13=0$

$_A(1,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+15=0$

$_A(1,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+17=0$

$_A(1,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+19=0$

$_A(1,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+21=0$

$_A(1,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+19=0$

$_A(1,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+20=0$

$_A(1,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+22=0$

$_A(1,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+23=0$

$_A(1,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+25=0$

$_A(1,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+26=0$

$_A(1,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+25=0$

$_A(1,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+27=0$

$_A(1,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+29=0$

$_A(1,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+31=0$

$_A(1,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+33=0$

$_A(1,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+31=0$

$_A(1,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+32=0$

$_A(1,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+33=0$

$_A(1,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+34=0$

$_A(1,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+36=0$

$_A(1,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+37=0$

$_A(1,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+38=0$

$_A(1,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+39=0$

$_A(1,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+37=0$

$_A(1,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+41=0$

$_A(1,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+43=0$

$_A(1,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+43=0$

$_A(1,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+44=0$

$_A(1,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+45=0$

$_A(1,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+46=0$

$_A(1,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+47=0$

$_A(1,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+48=0$

$_A(1,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+50=0$

$_A(1,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+51=0$

$_A(1,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+49=0$

$_A(1,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+51=0$

$_A(1,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+53=0$

$_A(1,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+55=0$

$_A(1,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+57=0$

$_A(1,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+55=0$

$_A(1,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+56=0$

$_A(1,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+58=0$

$_A(1,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+59=0$

$_A(1,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+61=0$

$_A(1,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+62=0$

$_A(1,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(1,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+10=0$

$_A(1,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+11=0$

$_A(1,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+12=0$

$_A(1,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+13=0$

$_A(1,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+14=0$

$_A(1,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+15=0$

$_A(1,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+16=0$

$_A(1,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+15=0$

$_A(1,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+17=0$

$_A(1,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+19=0$

$_A(1,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+21=0$

$_A(1,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+23=0$

$_A(1,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+22=0$

$_A(1,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+23=0$

$_A(1,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+25=0$

$_A(1,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+26=0$

$_A(1,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+28=0$

$_A(1,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+29=0$

$_A(1,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+29=0$

$_A(1,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+31=0$

$_A(1,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+33=0$

$_A(1,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+35=0$

$_A(1,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+37=0$

$_A(1,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+36=0$

$_A(1,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+37=0$

$_A(1,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+38=0$

$_A(1,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+39=0$

$_A(1,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+41=0$

$_A(1,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+42=0$

$_A(1,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+43=0$

$_A(1,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+44=0$

$_A(1,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+43=0$

$_A(1,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+47=0$

$_A(1,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+49=0$

$_A(1,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+50=0$

$_A(1,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+51=0$

$_A(1,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+52=0$

$_A(1,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+53=0$

$_A(1,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+54=0$

$_A(1,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+55=0$

$_A(1,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+57=0$

$_A(1,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+58=0$

$_A(1,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+57=0$

$_A(1,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+59=0$

$_A(1,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+61=0$

$_A(1,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+63=0$

$_A(1,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+65=0$

$_A(1,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+64=0$

$_A(1,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+65=0$

$_A(1,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+67=0$

$_A(1,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+68=0$

$_A(1,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+70=0$

$_A(1,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+71=0$

$_A(1,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+10=0$

$_A(1,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+11=0$

$_A(1,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+12=0$

$_A(1,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+13=0$

$_A(1,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+14=0$

$_A(1,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+15=0$

$_A(1,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+16=0$

$_A(1,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+17=0$

$_A(1,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+17=0$

$_A(1,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+19=0$

$_A(1,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+21=0$

$_A(1,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+23=0$

$_A(1,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+25=0$

$_A(1,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+25=0$

$_A(1,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+26=0$

$_A(1,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+28=0$

$_A(1,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+29=0$

$_A(1,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+31=0$

$_A(1,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+32=0$

$_A(1,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+33=0$

$_A(1,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+35=0$

$_A(1,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+37=0$

$_A(1,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+39=0$

$_A(1,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+41=0$

$_A(1,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+41=0$

$_A(1,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+42=0$

$_A(1,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+43=0$

$_A(1,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+44=0$

$_A(1,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+46=0$

$_A(1,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+47=0$

$_A(1,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+48=0$

$_A(1,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+49=0$

$_A(1,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+49=0$

$_A(1,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+53=0$

$_A(1,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+55=0$

$_A(1,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+57=0$

$_A(1,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+58=0$

$_A(1,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+59=0$

$_A(1,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+60=0$

$_A(1,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+61=0$

$_A(1,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+62=0$

$_A(1,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+64=0$

$_A(1,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+65=0$

$_A(1,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+65=0$

$_A(1,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+67=0$

$_A(1,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+69=0$

$_A(1,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+71=0$

$_A(1,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+73=0$

$_A(1,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+73=0$

$_A(1,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+74=0$

$_A(1,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+76=0$

$_A(1,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+77=0$

$_A(1,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+79=0$

$_A(1,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+80=0$

$_A(1,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(1,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+12=0$

$_A(1,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+13=0$

$_A(1,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+14=0$

$_A(1,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+15=0$

$_A(1,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+16=0$

$_A(1,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+17=0$

$_A(1,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+18=0$

$_A(1,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+19=0$

$_A(1,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+21=0$

$_A(1,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+23=0$

$_A(1,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+25=0$

$_A(1,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+27=0$

$_A(1,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+28=0$

$_A(1,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+29=0$

$_A(1,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+31=0$

$_A(1,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+32=0$

$_A(1,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+34=0$

$_A(1,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+35=0$

$_A(1,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+37=0$

$_A(1,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+39=0$

$_A(1,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+41=0$

$_A(1,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+43=0$

$_A(1,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+45=0$

$_A(1,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+46=0$

$_A(1,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+47=0$

$_A(1,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+48=0$

$_A(1,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+49=0$

$_A(1,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+51=0$

$_A(1,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+52=0$

$_A(1,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+53=0$

$_A(1,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+54=0$

$_A(1,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+55=0$

$_A(1,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+59=0$

$_A(1,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+61=0$

$_A(1,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+64=0$

$_A(1,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+65=0$

$_A(1,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+66=0$

$_A(1,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+67=0$

$_A(1,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+68=0$

$_A(1,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+69=0$

$_A(1,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+71=0$

$_A(1,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+72=0$

$_A(1,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+73=0$

$_A(1,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+75=0$

$_A(1,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+77=0$

$_A(1,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+79=0$

$_A(1,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+81=0$

$_A(1,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+82=0$

$_A(1,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+83=0$

$_A(1,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+85=0$

$_A(1,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+86=0$

$_A(1,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+88=0$

$_A(1,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+89=0$

$_A(2,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+3=0$

$_A(2,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(2,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+7=0$

$_A(2,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+9=0$

$_A(2,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+11=0$

$_A(2,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+13=0$

$_A(2,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+15=0$

$_A(2,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+17=0$

$_A(2,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+19=0$

$_A(2,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+4=0$

$_A(2,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+8=0$

$_A(2,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+12=0$

$_A(2,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+16=0$

$_A(2,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+20=0$

$_A(2,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+5=0$

$_A(2,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+7=0$

$_A(2,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+11=0$

$_A(2,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+13=0$

$_A(2,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+17=0$

$_A(2,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+19=0$

$_A(2,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+6=0$

$_A(2,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+10=0$

$_A(2,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+14=0$

$_A(2,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+18=0$

$_A(2,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+22=0$

$_A(2,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+7=0$

$_A(2,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+9=0$

$_A(2,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+11=0$

$_A(2,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+13=0$

$_A(2,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+17=0$

$_A(2,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+19=0$

$_A(2,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+21=0$

$_A(2,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+23=0$

$_A(2,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+8=0$

$_A(2,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+16=0$

$_A(2,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+20=0$

$_A(2,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+9=0$

$_A(2,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+11=0$

$_A(2,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+13=0$

$_A(2,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+15=0$

$_A(2,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+17=0$

$_A(2,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+19=0$

$_A(2,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+23=0$

$_A(2,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+25=0$

$_A(2,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+10=0$

$_A(2,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+14=0$

$_A(2,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+18=0$

$_A(2,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+22=0$

$_A(2,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+26=0$

$_A(2,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+11=0$

$_A(2,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+13=0$

$_A(2,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+17=0$

$_A(2,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+19=0$

$_A(2,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+23=0$

$_A(2,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+25=0$

$_A(2,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+6=0$

$_A(2,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+8=0$

$_A(2,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+10=0$

$_A(2,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+12=0$

$_A(2,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+14=0$

$_A(2,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+16=0$

$_A(2,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+18=0$

$_A(2,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+20=0$

$_A(2,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+6=0$

$_A(2,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+10=0$

$_A(2,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+14=0$

$_A(2,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+18=0$

$_A(2,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+22=0$

$_A(2,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+8=0$

$_A(2,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+10=0$

$_A(2,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+14=0$

$_A(2,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+16=0$

$_A(2,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+20=0$

$_A(2,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+22=0$

$_A(2,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+10=0$

$_A(2,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+14=0$

$_A(2,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+18=0$

$_A(2,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+22=0$

$_A(2,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+26=0$

$_A(2,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+12=0$

$_A(2,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+14=0$

$_A(2,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+16=0$

$_A(2,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+18=0$

$_A(2,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+22=0$

$_A(2,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+24=0$

$_A(2,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+26=0$

$_A(2,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+28=0$

$_A(2,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+14=0$

$_A(2,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+22=0$

$_A(2,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+26=0$

$_A(2,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+16=0$

$_A(2,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+18=0$

$_A(2,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+20=0$

$_A(2,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+22=0$

$_A(2,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+24=0$

$_A(2,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+26=0$

$_A(2,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+30=0$

$_A(2,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+32=0$

$_A(2,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+18=0$

$_A(2,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+22=0$

$_A(2,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+26=0$

$_A(2,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+30=0$

$_A(2,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+34=0$

$_A(2,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+20=0$

$_A(2,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+22=0$

$_A(2,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+26=0$

$_A(2,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+28=0$

$_A(2,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+32=0$

$_A(2,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+34=0$

$_A(2,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(2,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+9=0$

$_A(2,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+11=0$

$_A(2,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+13=0$

$_A(2,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+15=0$

$_A(2,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+17=0$

$_A(2,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+19=0$

$_A(2,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+21=0$

$_A(2,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+8=0$

$_A(2,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+12=0$

$_A(2,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+16=0$

$_A(2,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+20=0$

$_A(2,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+24=0$

$_A(2,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+11=0$

$_A(2,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+13=0$

$_A(2,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+17=0$

$_A(2,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+19=0$

$_A(2,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+23=0$

$_A(2,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+25=0$

$_A(2,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+14=0$

$_A(2,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+18=0$

$_A(2,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+22=0$

$_A(2,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+26=0$

$_A(2,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+30=0$

$_A(2,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+17=0$

$_A(2,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+19=0$

$_A(2,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+21=0$

$_A(2,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+23=0$

$_A(2,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+27=0$

$_A(2,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+29=0$

$_A(2,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+31=0$

$_A(2,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+33=0$

$_A(2,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+20=0$

$_A(2,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+28=0$

$_A(2,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+32=0$

$_A(2,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+23=0$

$_A(2,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+25=0$

$_A(2,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+27=0$

$_A(2,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+29=0$

$_A(2,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+31=0$

$_A(2,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+33=0$

$_A(2,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+37=0$

$_A(2,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+39=0$

$_A(2,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+26=0$

$_A(2,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+30=0$

$_A(2,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+34=0$

$_A(2,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+38=0$

$_A(2,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+42=0$

$_A(2,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+29=0$

$_A(2,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+31=0$

$_A(2,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+35=0$

$_A(2,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+37=0$

$_A(2,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+41=0$

$_A(2,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+43=0$

$_A(2,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+8=0$

$_A(2,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+10=0$

$_A(2,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+12=0$

$_A(2,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+14=0$

$_A(2,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+16=0$

$_A(2,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+18=0$

$_A(2,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+20=0$

$_A(2,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+22=0$

$_A(2,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(2,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+14=0$

$_A(2,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+18=0$

$_A(2,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+22=0$

$_A(2,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+26=0$

$_A(2,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+14=0$

$_A(2,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+16=0$

$_A(2,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+20=0$

$_A(2,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+22=0$

$_A(2,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+26=0$

$_A(2,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+28=0$

$_A(2,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+18=0$

$_A(2,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+22=0$

$_A(2,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+26=0$

$_A(2,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+30=0$

$_A(2,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+34=0$

$_A(2,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+22=0$

$_A(2,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+24=0$

$_A(2,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+26=0$

$_A(2,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+28=0$

$_A(2,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+32=0$

$_A(2,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+34=0$

$_A(2,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+36=0$

$_A(2,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+38=0$

$_A(2,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+26=0$

$_A(2,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+34=0$

$_A(2,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+38=0$

$_A(2,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+30=0$

$_A(2,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+32=0$

$_A(2,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+34=0$

$_A(2,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+36=0$

$_A(2,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+38=0$

$_A(2,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+40=0$

$_A(2,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+44=0$

$_A(2,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+46=0$

$_A(2,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+34=0$

$_A(2,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+38=0$

$_A(2,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+42=0$

$_A(2,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+46=0$

$_A(2,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+50=0$

$_A(2,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+38=0$

$_A(2,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+40=0$

$_A(2,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+44=0$

$_A(2,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+46=0$

$_A(2,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+50=0$

$_A(2,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+52=0$

$_A(2,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(2,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+11=0$

$_A(2,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+13=0$

$_A(2,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+15=0$

$_A(2,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+17=0$

$_A(2,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+19=0$

$_A(2,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+21=0$

$_A(2,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+23=0$

$_A(2,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+12=0$

$_A(2,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+16=0$

$_A(2,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+20=0$

$_A(2,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+24=0$

$_A(2,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+28=0$

$_A(2,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+17=0$

$_A(2,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+19=0$

$_A(2,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+23=0$

$_A(2,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+25=0$

$_A(2,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+29=0$

$_A(2,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+31=0$

$_A(2,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+22=0$

$_A(2,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+26=0$

$_A(2,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+30=0$

$_A(2,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+34=0$

$_A(2,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+38=0$

$_A(2,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+27=0$

$_A(2,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+29=0$

$_A(2,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+31=0$

$_A(2,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+33=0$

$_A(2,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+37=0$

$_A(2,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+39=0$

$_A(2,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+41=0$

$_A(2,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+43=0$

$_A(2,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+32=0$

$_A(2,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+40=0$

$_A(2,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+44=0$

$_A(2,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+37=0$

$_A(2,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+39=0$

$_A(2,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+41=0$

$_A(2,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+43=0$

$_A(2,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+45=0$

$_A(2,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+47=0$

$_A(2,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+51=0$

$_A(2,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+53=0$

$_A(2,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+42=0$

$_A(2,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+46=0$

$_A(2,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+50=0$

$_A(2,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+54=0$

$_A(2,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+58=0$

$_A(2,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+47=0$

$_A(2,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+49=0$

$_A(2,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+53=0$

$_A(2,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+55=0$

$_A(2,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+59=0$

$_A(2,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+61=0$

$_A(2,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+10=0$

$_A(2,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+12=0$

$_A(2,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+14=0$

$_A(2,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+16=0$

$_A(2,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+18=0$

$_A(2,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+20=0$

$_A(2,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+22=0$

$_A(2,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+24=0$

$_A(2,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+14=0$

$_A(2,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+18=0$

$_A(2,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+22=0$

$_A(2,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+26=0$

$_A(2,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+30=0$

$_A(2,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+20=0$

$_A(2,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+22=0$

$_A(2,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+26=0$

$_A(2,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+28=0$

$_A(2,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+32=0$

$_A(2,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+34=0$

$_A(2,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+26=0$

$_A(2,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+30=0$

$_A(2,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+34=0$

$_A(2,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+38=0$

$_A(2,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+42=0$

$_A(2,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+32=0$

$_A(2,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+34=0$

$_A(2,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+36=0$

$_A(2,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+38=0$

$_A(2,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+42=0$

$_A(2,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+44=0$

$_A(2,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+46=0$

$_A(2,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+48=0$

$_A(2,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+38=0$

$_A(2,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+46=0$

$_A(2,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+50=0$

$_A(2,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+44=0$

$_A(2,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+46=0$

$_A(2,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+48=0$

$_A(2,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+50=0$

$_A(2,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+52=0$

$_A(2,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+54=0$

$_A(2,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+58=0$

$_A(2,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+60=0$

$_A(2,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+50=0$

$_A(2,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+54=0$

$_A(2,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+58=0$

$_A(2,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+62=0$

$_A(2,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+66=0$

$_A(2,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+56=0$

$_A(2,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+58=0$

$_A(2,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+62=0$

$_A(2,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+64=0$

$_A(2,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+68=0$

$_A(2,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+70=0$

$_A(2,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(2,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+13=0$

$_A(2,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+15=0$

$_A(2,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+17=0$

$_A(2,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+19=0$

$_A(2,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+21=0$

$_A(2,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+23=0$

$_A(2,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+25=0$

$_A(2,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+16=0$

$_A(2,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+20=0$

$_A(2,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+24=0$

$_A(2,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+28=0$

$_A(2,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+32=0$

$_A(2,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+23=0$

$_A(2,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+25=0$

$_A(2,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+29=0$

$_A(2,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+31=0$

$_A(2,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+35=0$

$_A(2,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+37=0$

$_A(2,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+30=0$

$_A(2,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+34=0$

$_A(2,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+38=0$

$_A(2,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+42=0$

$_A(2,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+46=0$

$_A(2,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+37=0$

$_A(2,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+39=0$

$_A(2,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+41=0$

$_A(2,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+43=0$

$_A(2,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+47=0$

$_A(2,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+49=0$

$_A(2,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+51=0$

$_A(2,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+53=0$

$_A(2,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+44=0$

$_A(2,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+52=0$

$_A(2,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+56=0$

$_A(2,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+51=0$

$_A(2,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+53=0$

$_A(2,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+55=0$

$_A(2,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+57=0$

$_A(2,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+59=0$

$_A(2,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+61=0$

$_A(2,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+65=0$

$_A(2,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+67=0$

$_A(2,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+58=0$

$_A(2,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+62=0$

$_A(2,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+66=0$

$_A(2,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+70=0$

$_A(2,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+74=0$

$_A(2,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+65=0$

$_A(2,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+67=0$

$_A(2,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+71=0$

$_A(2,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+73=0$

$_A(2,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+77=0$

$_A(2,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+79=0$

$_A(2,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+12=0$

$_A(2,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+14=0$

$_A(2,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+16=0$

$_A(2,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+18=0$

$_A(2,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+20=0$

$_A(2,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+22=0$

$_A(2,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+24=0$

$_A(2,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+26=0$

$_A(2,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+18=0$

$_A(2,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+22=0$

$_A(2,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+26=0$

$_A(2,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+30=0$

$_A(2,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+34=0$

$_A(2,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+26=0$

$_A(2,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+28=0$

$_A(2,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+32=0$

$_A(2,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+34=0$

$_A(2,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+38=0$

$_A(2,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+40=0$

$_A(2,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+34=0$

$_A(2,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+38=0$

$_A(2,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+42=0$

$_A(2,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+46=0$

$_A(2,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+50=0$

$_A(2,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+42=0$

$_A(2,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+44=0$

$_A(2,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+46=0$

$_A(2,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+48=0$

$_A(2,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+52=0$

$_A(2,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+54=0$

$_A(2,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+56=0$

$_A(2,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+58=0$

$_A(2,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+50=0$

$_A(2,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+58=0$

$_A(2,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+62=0$

$_A(2,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+58=0$

$_A(2,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+60=0$

$_A(2,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+62=0$

$_A(2,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+64=0$

$_A(2,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+66=0$

$_A(2,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+68=0$

$_A(2,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+72=0$

$_A(2,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+74=0$

$_A(2,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+66=0$

$_A(2,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+70=0$

$_A(2,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+74=0$

$_A(2,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+78=0$

$_A(2,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+82=0$

$_A(2,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+74=0$

$_A(2,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+76=0$

$_A(2,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+80=0$

$_A(2,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+82=0$

$_A(2,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+86=0$

$_A(2,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+88=0$

$_A(2,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+13=0$

$_A(2,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+15=0$

$_A(2,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+17=0$

$_A(2,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+19=0$

$_A(2,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+21=0$

$_A(2,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+23=0$

$_A(2,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+25=0$

$_A(2,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+27=0$

$_A(2,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+20=0$

$_A(2,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+24=0$

$_A(2,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+28=0$

$_A(2,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+32=0$

$_A(2,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+36=0$

$_A(2,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+29=0$

$_A(2,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+31=0$

$_A(2,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+35=0$

$_A(2,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+37=0$

$_A(2,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+41=0$

$_A(2,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+43=0$

$_A(2,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+38=0$

$_A(2,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+42=0$

$_A(2,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+46=0$

$_A(2,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+50=0$

$_A(2,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+54=0$

$_A(2,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+47=0$

$_A(2,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+49=0$

$_A(2,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+51=0$

$_A(2,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+53=0$

$_A(2,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+57=0$

$_A(2,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+59=0$

$_A(2,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+61=0$

$_A(2,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+63=0$

$_A(2,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+56=0$

$_A(2,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+64=0$

$_A(2,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+68=0$

$_A(2,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+65=0$

$_A(2,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+67=0$

$_A(2,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+69=0$

$_A(2,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+71=0$

$_A(2,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+73=0$

$_A(2,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+75=0$

$_A(2,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+79=0$

$_A(2,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+81=0$

$_A(2,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+74=0$

$_A(2,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+78=0$

$_A(2,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+82=0$

$_A(2,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+86=0$

$_A(2,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+90=0$

$_A(2,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+83=0$

$_A(2,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+85=0$

$_A(2,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+89=0$

$_A(2,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+91=0$

$_A(2,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+95=0$

$_A(2,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+97=0$

$_A(3,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+4=0$

$_A(3,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(3,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+10=0$

$_A(3,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+13=0$

$_A(3,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+16=0$

$_A(3,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+19=0$

$_A(3,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+22=0$

$_A(3,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+25=0$

$_A(3,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+28=0$

$_A(3,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+5=0$

$_A(3,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+11=0$

$_A(3,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+17=0$

$_A(3,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+23=0$

$_A(3,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+29=0$

$_A(3,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+6=0$

$_A(3,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+9=0$

$_A(3,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+15=0$

$_A(3,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+18=0$

$_A(3,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+24=0$

$_A(3,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+27=0$

$_A(3,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+7=0$

$_A(3,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+13=0$

$_A(3,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+19=0$

$_A(3,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+25=0$

$_A(3,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+31=0$

$_A(3,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+8=0$

$_A(3,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+11=0$

$_A(3,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+14=0$

$_A(3,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+17=0$

$_A(3,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+23=0$

$_A(3,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+26=0$

$_A(3,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+29=0$

$_A(3,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+32=0$

$_A(3,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+9=0$

$_A(3,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+21=0$

$_A(3,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+27=0$

$_A(3,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+10=0$

$_A(3,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+13=0$

$_A(3,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+16=0$

$_A(3,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+19=0$

$_A(3,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+22=0$

$_A(3,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+25=0$

$_A(3,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+31=0$

$_A(3,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+34=0$

$_A(3,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+11=0$

$_A(3,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+17=0$

$_A(3,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+23=0$

$_A(3,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+29=0$

$_A(3,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+35=0$

$_A(3,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+12=0$

$_A(3,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+15=0$

$_A(3,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+21=0$

$_A(3,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+24=0$

$_A(3,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+30=0$

$_A(3,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+33=0$

$_A(3,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+8=0$

$_A(3,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+11=0$

$_A(3,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+14=0$

$_A(3,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+17=0$

$_A(3,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+20=0$

$_A(3,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+23=0$

$_A(3,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+26=0$

$_A(3,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+29=0$

$_A(3,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+7=0$

$_A(3,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+13=0$

$_A(3,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+19=0$

$_A(3,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+25=0$

$_A(3,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+31=0$

$_A(3,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+9=0$

$_A(3,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+12=0$

$_A(3,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+18=0$

$_A(3,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+21=0$

$_A(3,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+27=0$

$_A(3,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+30=0$

$_A(3,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+11=0$

$_A(3,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+17=0$

$_A(3,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+23=0$

$_A(3,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+29=0$

$_A(3,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+35=0$

$_A(3,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+13=0$

$_A(3,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+16=0$

$_A(3,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+19=0$

$_A(3,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+22=0$

$_A(3,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+28=0$

$_A(3,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+31=0$

$_A(3,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+34=0$

$_A(3,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+37=0$

$_A(3,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+15=0$

$_A(3,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+27=0$

$_A(3,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+33=0$

$_A(3,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+17=0$

$_A(3,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+20=0$

$_A(3,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+23=0$

$_A(3,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+26=0$

$_A(3,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+29=0$

$_A(3,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+32=0$

$_A(3,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+38=0$

$_A(3,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+41=0$

$_A(3,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+19=0$

$_A(3,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+25=0$

$_A(3,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+31=0$

$_A(3,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+37=0$

$_A(3,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+43=0$

$_A(3,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+21=0$

$_A(3,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+24=0$

$_A(3,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+30=0$

$_A(3,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+33=0$

$_A(3,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+39=0$

$_A(3,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+42=0$

$_A(3,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(3,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+12=0$

$_A(3,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+15=0$

$_A(3,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+18=0$

$_A(3,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+21=0$

$_A(3,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+24=0$

$_A(3,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+27=0$

$_A(3,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+30=0$

$_A(3,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(3,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+15=0$

$_A(3,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+21=0$

$_A(3,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+27=0$

$_A(3,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+33=0$

$_A(3,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+12=0$

$_A(3,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+15=0$

$_A(3,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+21=0$

$_A(3,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+24=0$

$_A(3,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+30=0$

$_A(3,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+33=0$

$_A(3,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+15=0$

$_A(3,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+21=0$

$_A(3,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+27=0$

$_A(3,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+33=0$

$_A(3,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+39=0$

$_A(3,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+18=0$

$_A(3,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+21=0$

$_A(3,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+24=0$

$_A(3,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+27=0$

$_A(3,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+33=0$

$_A(3,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+36=0$

$_A(3,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+39=0$

$_A(3,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+42=0$

$_A(3,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+21=0$

$_A(3,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+33=0$

$_A(3,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+39=0$

$_A(3,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+24=0$

$_A(3,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+27=0$

$_A(3,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+30=0$

$_A(3,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+33=0$

$_A(3,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+36=0$

$_A(3,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+39=0$

$_A(3,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+45=0$

$_A(3,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+48=0$

$_A(3,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+27=0$

$_A(3,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+33=0$

$_A(3,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+39=0$

$_A(3,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+45=0$

$_A(3,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+51=0$

$_A(3,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+30=0$

$_A(3,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+33=0$

$_A(3,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+39=0$

$_A(3,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+42=0$

$_A(3,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+48=0$

$_A(3,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+51=0$

$_A(3,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+10=0$

$_A(3,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+13=0$

$_A(3,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+16=0$

$_A(3,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+19=0$

$_A(3,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+22=0$

$_A(3,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+25=0$

$_A(3,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+28=0$

$_A(3,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+31=0$

$_A(3,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(3,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+17=0$

$_A(3,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+23=0$

$_A(3,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+29=0$

$_A(3,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+35=0$

$_A(3,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+15=0$

$_A(3,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+18=0$

$_A(3,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+24=0$

$_A(3,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+27=0$

$_A(3,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+33=0$

$_A(3,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+36=0$

$_A(3,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+19=0$

$_A(3,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+25=0$

$_A(3,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+31=0$

$_A(3,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+37=0$

$_A(3,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+43=0$

$_A(3,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+23=0$

$_A(3,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+26=0$

$_A(3,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+29=0$

$_A(3,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+32=0$

$_A(3,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+38=0$

$_A(3,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+41=0$

$_A(3,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+44=0$

$_A(3,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+47=0$

$_A(3,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+27=0$

$_A(3,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+39=0$

$_A(3,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+45=0$

$_A(3,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+31=0$

$_A(3,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+34=0$

$_A(3,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+37=0$

$_A(3,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+40=0$

$_A(3,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+43=0$

$_A(3,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+46=0$

$_A(3,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+52=0$

$_A(3,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+55=0$

$_A(3,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+35=0$

$_A(3,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+41=0$

$_A(3,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+47=0$

$_A(3,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+53=0$

$_A(3,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+59=0$

$_A(3,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+39=0$

$_A(3,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+42=0$

$_A(3,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+48=0$

$_A(3,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+51=0$

$_A(3,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+57=0$

$_A(3,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+60=0$

$_A(3,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(3,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+14=0$

$_A(3,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+17=0$

$_A(3,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+20=0$

$_A(3,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+23=0$

$_A(3,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+26=0$

$_A(3,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+29=0$

$_A(3,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+32=0$

$_A(3,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+13=0$

$_A(3,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+19=0$

$_A(3,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+25=0$

$_A(3,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+31=0$

$_A(3,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+37=0$

$_A(3,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+18=0$

$_A(3,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+21=0$

$_A(3,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+27=0$

$_A(3,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+30=0$

$_A(3,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+36=0$

$_A(3,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+39=0$

$_A(3,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+23=0$

$_A(3,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+29=0$

$_A(3,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+35=0$

$_A(3,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+41=0$

$_A(3,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+47=0$

$_A(3,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+28=0$

$_A(3,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+31=0$

$_A(3,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+34=0$

$_A(3,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+37=0$

$_A(3,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+43=0$

$_A(3,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+46=0$

$_A(3,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+49=0$

$_A(3,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+52=0$

$_A(3,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+33=0$

$_A(3,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+45=0$

$_A(3,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+51=0$

$_A(3,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+38=0$

$_A(3,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+41=0$

$_A(3,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+44=0$

$_A(3,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+47=0$

$_A(3,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+50=0$

$_A(3,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+53=0$

$_A(3,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+59=0$

$_A(3,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+62=0$

$_A(3,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+43=0$

$_A(3,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+49=0$

$_A(3,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+55=0$

$_A(3,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+61=0$

$_A(3,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+67=0$

$_A(3,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+48=0$

$_A(3,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+51=0$

$_A(3,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+57=0$

$_A(3,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+60=0$

$_A(3,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+66=0$

$_A(3,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+69=0$

$_A(3,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+12=0$

$_A(3,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+15=0$

$_A(3,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+18=0$

$_A(3,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+21=0$

$_A(3,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+24=0$

$_A(3,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+27=0$

$_A(3,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+30=0$

$_A(3,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+33=0$

$_A(3,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+15=0$

$_A(3,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+21=0$

$_A(3,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+27=0$

$_A(3,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+33=0$

$_A(3,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+39=0$

$_A(3,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+21=0$

$_A(3,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+24=0$

$_A(3,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+30=0$

$_A(3,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+33=0$

$_A(3,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+39=0$

$_A(3,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+42=0$

$_A(3,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+27=0$

$_A(3,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+33=0$

$_A(3,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+39=0$

$_A(3,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+45=0$

$_A(3,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+51=0$

$_A(3,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+33=0$

$_A(3,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+36=0$

$_A(3,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+39=0$

$_A(3,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+42=0$

$_A(3,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+48=0$

$_A(3,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+51=0$

$_A(3,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+54=0$

$_A(3,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+57=0$

$_A(3,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+39=0$

$_A(3,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+51=0$

$_A(3,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+57=0$

$_A(3,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+45=0$

$_A(3,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+48=0$

$_A(3,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+51=0$

$_A(3,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+54=0$

$_A(3,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+57=0$

$_A(3,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+60=0$

$_A(3,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+66=0$

$_A(3,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+69=0$

$_A(3,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+51=0$

$_A(3,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+57=0$

$_A(3,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+63=0$

$_A(3,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+69=0$

$_A(3,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+75=0$

$_A(3,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+57=0$

$_A(3,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+60=0$

$_A(3,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+66=0$

$_A(3,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+69=0$

$_A(3,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+75=0$

$_A(3,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+78=0$

$_A(3,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+13=0$

$_A(3,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+16=0$

$_A(3,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+19=0$

$_A(3,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+22=0$

$_A(3,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+25=0$

$_A(3,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+28=0$

$_A(3,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+31=0$

$_A(3,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+34=0$

$_A(3,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+17=0$

$_A(3,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+23=0$

$_A(3,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+29=0$

$_A(3,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+35=0$

$_A(3,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+41=0$

$_A(3,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+24=0$

$_A(3,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+27=0$

$_A(3,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+33=0$

$_A(3,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+36=0$

$_A(3,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+42=0$

$_A(3,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+45=0$

$_A(3,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+31=0$

$_A(3,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+37=0$

$_A(3,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+43=0$

$_A(3,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+49=0$

$_A(3,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+55=0$

$_A(3,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+38=0$

$_A(3,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+41=0$

$_A(3,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+44=0$

$_A(3,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+47=0$

$_A(3,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+53=0$

$_A(3,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+56=0$

$_A(3,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+59=0$

$_A(3,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+62=0$

$_A(3,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+45=0$

$_A(3,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+57=0$

$_A(3,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+63=0$

$_A(3,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+52=0$

$_A(3,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+55=0$

$_A(3,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+58=0$

$_A(3,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+61=0$

$_A(3,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+64=0$

$_A(3,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+67=0$

$_A(3,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+73=0$

$_A(3,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+76=0$

$_A(3,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+59=0$

$_A(3,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+65=0$

$_A(3,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+71=0$

$_A(3,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+77=0$

$_A(3,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+83=0$

$_A(3,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+66=0$

$_A(3,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+69=0$

$_A(3,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+75=0$

$_A(3,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+78=0$

$_A(3,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+84=0$

$_A(3,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+87=0$

$_A(3,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+14=0$

$_A(3,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+17=0$

$_A(3,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+20=0$

$_A(3,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+23=0$

$_A(3,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+26=0$

$_A(3,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+29=0$

$_A(3,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+32=0$

$_A(3,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+35=0$

$_A(3,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+19=0$

$_A(3,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+25=0$

$_A(3,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+31=0$

$_A(3,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+37=0$

$_A(3,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+43=0$

$_A(3,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+27=0$

$_A(3,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+30=0$

$_A(3,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+36=0$

$_A(3,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+39=0$

$_A(3,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+45=0$

$_A(3,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+48=0$

$_A(3,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+35=0$

$_A(3,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+41=0$

$_A(3,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+47=0$

$_A(3,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+53=0$

$_A(3,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+59=0$

$_A(3,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+43=0$

$_A(3,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+46=0$

$_A(3,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+49=0$

$_A(3,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+52=0$

$_A(3,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+58=0$

$_A(3,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+61=0$

$_A(3,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+64=0$

$_A(3,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+67=0$

$_A(3,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+51=0$

$_A(3,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+63=0$

$_A(3,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+69=0$

$_A(3,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+59=0$

$_A(3,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+62=0$

$_A(3,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+65=0$

$_A(3,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+68=0$

$_A(3,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+71=0$

$_A(3,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+74=0$

$_A(3,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+80=0$

$_A(3,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+83=0$

$_A(3,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+67=0$

$_A(3,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+73=0$

$_A(3,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+79=0$

$_A(3,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+85=0$

$_A(3,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+91=0$

$_A(3,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+75=0$

$_A(3,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+78=0$

$_A(3,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+84=0$

$_A(3,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+87=0$

$_A(3,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+93=0$

$_A(3,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+96=0$

$_A(3,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+15=0$

$_A(3,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+18=0$

$_A(3,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+21=0$

$_A(3,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+24=0$

$_A(3,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+27=0$

$_A(3,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+30=0$

$_A(3,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+33=0$

$_A(3,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+36=0$

$_A(3,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+21=0$

$_A(3,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+27=0$

$_A(3,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+33=0$

$_A(3,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+39=0$

$_A(3,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+45=0$

$_A(3,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+30=0$

$_A(3,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+33=0$

$_A(3,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+39=0$

$_A(3,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+42=0$

$_A(3,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+48=0$

$_A(3,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+51=0$

$_A(3,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+39=0$

$_A(3,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+45=0$

$_A(3,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+51=0$

$_A(3,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+57=0$

$_A(3,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+63=0$

$_A(3,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+48=0$

$_A(3,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+51=0$

$_A(3,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+54=0$

$_A(3,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+57=0$

$_A(3,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+63=0$

$_A(3,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+66=0$

$_A(3,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+69=0$

$_A(3,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+72=0$

$_A(3,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+57=0$

$_A(3,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+69=0$

$_A(3,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+75=0$

$_A(3,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+66=0$

$_A(3,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+69=0$

$_A(3,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+72=0$

$_A(3,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+75=0$

$_A(3,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+78=0$

$_A(3,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+81=0$

$_A(3,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+87=0$

$_A(3,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+90=0$

$_A(3,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+75=0$

$_A(3,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+81=0$

$_A(3,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+87=0$

$_A(3,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+93=0$

$_A(3,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+99=0$

$_A(3,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+84=0$

$_A(3,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+87=0$

$_A(3,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+93=0$

$_A(3,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+96=0$

$_A(3,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+102=0$

$_A(3,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+105=0$

$_A(4,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+5=0$

$_A(4,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(4,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+13=0$

$_A(4,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+17=0$

$_A(4,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+21=0$

$_A(4,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+25=0$

$_A(4,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+29=0$

$_A(4,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+33=0$

$_A(4,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+37=0$

$_A(4,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+6=0$

$_A(4,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+14=0$

$_A(4,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+22=0$

$_A(4,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+30=0$

$_A(4,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+38=0$

$_A(4,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+7=0$

$_A(4,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+11=0$

$_A(4,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+19=0$

$_A(4,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+23=0$

$_A(4,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+31=0$

$_A(4,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+35=0$

$_A(4,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+8=0$

$_A(4,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+16=0$

$_A(4,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+24=0$

$_A(4,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+32=0$

$_A(4,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+40=0$

$_A(4,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+9=0$

$_A(4,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+13=0$

$_A(4,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+17=0$

$_A(4,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+21=0$

$_A(4,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+29=0$

$_A(4,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+33=0$

$_A(4,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+37=0$

$_A(4,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+41=0$

$_A(4,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+10=0$

$_A(4,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+26=0$

$_A(4,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+34=0$

$_A(4,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+11=0$

$_A(4,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+15=0$

$_A(4,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+19=0$

$_A(4,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+23=0$

$_A(4,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+27=0$

$_A(4,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+31=0$

$_A(4,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+39=0$

$_A(4,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+43=0$

$_A(4,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+12=0$

$_A(4,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+20=0$

$_A(4,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+28=0$

$_A(4,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+36=0$

$_A(4,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+44=0$

$_A(4,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+13=0$

$_A(4,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+17=0$

$_A(4,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+25=0$

$_A(4,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+29=0$

$_A(4,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+37=0$

$_A(4,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+41=0$

$_A(4,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+10=0$

$_A(4,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+14=0$

$_A(4,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+18=0$

$_A(4,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+22=0$

$_A(4,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+26=0$

$_A(4,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+30=0$

$_A(4,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+34=0$

$_A(4,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+38=0$

$_A(4,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+8=0$

$_A(4,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+16=0$

$_A(4,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+24=0$

$_A(4,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+32=0$

$_A(4,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+40=0$

$_A(4,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+10=0$

$_A(4,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+14=0$

$_A(4,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+22=0$

$_A(4,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+26=0$

$_A(4,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+34=0$

$_A(4,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+38=0$

$_A(4,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+12=0$

$_A(4,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+20=0$

$_A(4,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+28=0$

$_A(4,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+36=0$

$_A(4,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+44=0$

$_A(4,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+14=0$

$_A(4,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+18=0$

$_A(4,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+22=0$

$_A(4,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+26=0$

$_A(4,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+34=0$

$_A(4,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+38=0$

$_A(4,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+42=0$

$_A(4,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+46=0$

$_A(4,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+16=0$

$_A(4,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+32=0$

$_A(4,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+40=0$

$_A(4,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+18=0$

$_A(4,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+22=0$

$_A(4,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+26=0$

$_A(4,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+30=0$

$_A(4,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+34=0$

$_A(4,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+38=0$

$_A(4,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+46=0$

$_A(4,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+50=0$

$_A(4,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+20=0$

$_A(4,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+28=0$

$_A(4,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+36=0$

$_A(4,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+44=0$

$_A(4,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+52=0$

$_A(4,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+22=0$

$_A(4,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+26=0$

$_A(4,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+34=0$

$_A(4,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+38=0$

$_A(4,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+46=0$

$_A(4,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+50=0$

$_A(4,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(4,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+15=0$

$_A(4,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+19=0$

$_A(4,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+23=0$

$_A(4,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+27=0$

$_A(4,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+31=0$

$_A(4,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+35=0$

$_A(4,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+39=0$

$_A(4,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(4,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+18=0$

$_A(4,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+26=0$

$_A(4,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+34=0$

$_A(4,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+42=0$

$_A(4,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+13=0$

$_A(4,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+17=0$

$_A(4,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+25=0$

$_A(4,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+29=0$

$_A(4,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+37=0$

$_A(4,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+41=0$

$_A(4,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+16=0$

$_A(4,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+24=0$

$_A(4,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+32=0$

$_A(4,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+40=0$

$_A(4,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+48=0$

$_A(4,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+19=0$

$_A(4,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+23=0$

$_A(4,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+27=0$

$_A(4,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+31=0$

$_A(4,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+39=0$

$_A(4,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+43=0$

$_A(4,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+47=0$

$_A(4,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+51=0$

$_A(4,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+22=0$

$_A(4,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+38=0$

$_A(4,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+46=0$

$_A(4,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+25=0$

$_A(4,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+29=0$

$_A(4,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+33=0$

$_A(4,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+37=0$

$_A(4,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+41=0$

$_A(4,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+45=0$

$_A(4,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+53=0$

$_A(4,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+57=0$

$_A(4,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+28=0$

$_A(4,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+36=0$

$_A(4,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+44=0$

$_A(4,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+52=0$

$_A(4,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+60=0$

$_A(4,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+31=0$

$_A(4,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+35=0$

$_A(4,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+43=0$

$_A(4,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+47=0$

$_A(4,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+55=0$

$_A(4,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+59=0$

$_A(4,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+12=0$

$_A(4,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+16=0$

$_A(4,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+20=0$

$_A(4,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+24=0$

$_A(4,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+28=0$

$_A(4,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+32=0$

$_A(4,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+36=0$

$_A(4,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+40=0$

$_A(4,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+12=0$

$_A(4,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+20=0$

$_A(4,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+28=0$

$_A(4,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+36=0$

$_A(4,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+44=0$

$_A(4,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+16=0$

$_A(4,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+20=0$

$_A(4,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+28=0$

$_A(4,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+32=0$

$_A(4,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+40=0$

$_A(4,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+44=0$

$_A(4,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+20=0$

$_A(4,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+28=0$

$_A(4,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+36=0$

$_A(4,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+44=0$

$_A(4,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+52=0$

$_A(4,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+24=0$

$_A(4,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+28=0$

$_A(4,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+32=0$

$_A(4,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+36=0$

$_A(4,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+44=0$

$_A(4,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+48=0$

$_A(4,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+52=0$

$_A(4,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+56=0$

$_A(4,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+28=0$

$_A(4,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+44=0$

$_A(4,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+52=0$

$_A(4,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+32=0$

$_A(4,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+36=0$

$_A(4,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+40=0$

$_A(4,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+44=0$

$_A(4,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+48=0$

$_A(4,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+52=0$

$_A(4,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+60=0$

$_A(4,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+64=0$

$_A(4,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+36=0$

$_A(4,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+44=0$

$_A(4,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+52=0$

$_A(4,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+60=0$

$_A(4,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+68=0$

$_A(4,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+40=0$

$_A(4,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+44=0$

$_A(4,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+52=0$

$_A(4,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+56=0$

$_A(4,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+64=0$

$_A(4,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+68=0$

$_A(4,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+13=0$

$_A(4,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+17=0$

$_A(4,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+21=0$

$_A(4,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+25=0$

$_A(4,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+29=0$

$_A(4,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+33=0$

$_A(4,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+37=0$

$_A(4,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+41=0$

$_A(4,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+14=0$

$_A(4,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+22=0$

$_A(4,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+30=0$

$_A(4,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+38=0$

$_A(4,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+46=0$

$_A(4,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+19=0$

$_A(4,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+23=0$

$_A(4,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+31=0$

$_A(4,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+35=0$

$_A(4,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+43=0$

$_A(4,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+47=0$

$_A(4,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+24=0$

$_A(4,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+32=0$

$_A(4,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+40=0$

$_A(4,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+48=0$

$_A(4,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+56=0$

$_A(4,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+29=0$

$_A(4,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+33=0$

$_A(4,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+37=0$

$_A(4,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+41=0$

$_A(4,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+49=0$

$_A(4,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+53=0$

$_A(4,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+57=0$

$_A(4,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+61=0$

$_A(4,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+34=0$

$_A(4,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+50=0$

$_A(4,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+58=0$

$_A(4,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+39=0$

$_A(4,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+43=0$

$_A(4,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+47=0$

$_A(4,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+51=0$

$_A(4,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+55=0$

$_A(4,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+59=0$

$_A(4,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+67=0$

$_A(4,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+71=0$

$_A(4,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+44=0$

$_A(4,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+52=0$

$_A(4,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+60=0$

$_A(4,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+68=0$

$_A(4,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+76=0$

$_A(4,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+49=0$

$_A(4,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+53=0$

$_A(4,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+61=0$

$_A(4,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+65=0$

$_A(4,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+73=0$

$_A(4,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+77=0$

$_A(4,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+14=0$

$_A(4,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+18=0$

$_A(4,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+22=0$

$_A(4,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+26=0$

$_A(4,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+30=0$

$_A(4,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+34=0$

$_A(4,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+38=0$

$_A(4,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+42=0$

$_A(4,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+16=0$

$_A(4,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+24=0$

$_A(4,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+32=0$

$_A(4,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+40=0$

$_A(4,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+48=0$

$_A(4,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+22=0$

$_A(4,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+26=0$

$_A(4,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+34=0$

$_A(4,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+38=0$

$_A(4,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+46=0$

$_A(4,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+50=0$

$_A(4,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+28=0$

$_A(4,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+36=0$

$_A(4,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+44=0$

$_A(4,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+52=0$

$_A(4,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+60=0$

$_A(4,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+34=0$

$_A(4,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+38=0$

$_A(4,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+42=0$

$_A(4,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+46=0$

$_A(4,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+54=0$

$_A(4,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+58=0$

$_A(4,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+62=0$

$_A(4,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+66=0$

$_A(4,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+40=0$

$_A(4,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+56=0$

$_A(4,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+64=0$

$_A(4,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+46=0$

$_A(4,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+50=0$

$_A(4,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+54=0$

$_A(4,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+58=0$

$_A(4,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+62=0$

$_A(4,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+66=0$

$_A(4,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+74=0$

$_A(4,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+78=0$

$_A(4,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+52=0$

$_A(4,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+60=0$

$_A(4,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+68=0$

$_A(4,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+76=0$

$_A(4,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+84=0$

$_A(4,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+58=0$

$_A(4,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+62=0$

$_A(4,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+70=0$

$_A(4,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+74=0$

$_A(4,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+82=0$

$_A(4,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+86=0$

$_A(4,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+15=0$

$_A(4,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+19=0$

$_A(4,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+23=0$

$_A(4,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+27=0$

$_A(4,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+31=0$

$_A(4,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+35=0$

$_A(4,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+39=0$

$_A(4,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+43=0$

$_A(4,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+18=0$

$_A(4,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+26=0$

$_A(4,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+34=0$

$_A(4,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+42=0$

$_A(4,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+50=0$

$_A(4,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+25=0$

$_A(4,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+29=0$

$_A(4,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+37=0$

$_A(4,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+41=0$

$_A(4,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+49=0$

$_A(4,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+53=0$

$_A(4,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+32=0$

$_A(4,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+40=0$

$_A(4,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+48=0$

$_A(4,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+56=0$

$_A(4,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+64=0$

$_A(4,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+39=0$

$_A(4,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+43=0$

$_A(4,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+47=0$

$_A(4,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+51=0$

$_A(4,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+59=0$

$_A(4,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+63=0$

$_A(4,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+67=0$

$_A(4,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+71=0$

$_A(4,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+46=0$

$_A(4,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+62=0$

$_A(4,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+70=0$

$_A(4,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+53=0$

$_A(4,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+57=0$

$_A(4,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+61=0$

$_A(4,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+65=0$

$_A(4,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+69=0$

$_A(4,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+73=0$

$_A(4,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+81=0$

$_A(4,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+85=0$

$_A(4,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+60=0$

$_A(4,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+68=0$

$_A(4,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+76=0$

$_A(4,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+84=0$

$_A(4,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+92=0$

$_A(4,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+67=0$

$_A(4,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+71=0$

$_A(4,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+79=0$

$_A(4,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+83=0$

$_A(4,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+91=0$

$_A(4,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+95=0$

$_A(4,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+16=0$

$_A(4,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+20=0$

$_A(4,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+24=0$

$_A(4,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+28=0$

$_A(4,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+32=0$

$_A(4,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+36=0$

$_A(4,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+40=0$

$_A(4,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+44=0$

$_A(4,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+20=0$

$_A(4,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+28=0$

$_A(4,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+36=0$

$_A(4,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+44=0$

$_A(4,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+52=0$

$_A(4,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+28=0$

$_A(4,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+32=0$

$_A(4,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+40=0$

$_A(4,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+44=0$

$_A(4,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+52=0$

$_A(4,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+56=0$

$_A(4,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+36=0$

$_A(4,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+44=0$

$_A(4,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+52=0$

$_A(4,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+60=0$

$_A(4,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+68=0$

$_A(4,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+44=0$

$_A(4,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+48=0$

$_A(4,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+52=0$

$_A(4,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+56=0$

$_A(4,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+64=0$

$_A(4,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+68=0$

$_A(4,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+72=0$

$_A(4,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+76=0$

$_A(4,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+52=0$

$_A(4,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+68=0$

$_A(4,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+76=0$

$_A(4,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+60=0$

$_A(4,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+64=0$

$_A(4,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+68=0$

$_A(4,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+72=0$

$_A(4,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+76=0$

$_A(4,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+80=0$

$_A(4,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+88=0$

$_A(4,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+92=0$

$_A(4,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+68=0$

$_A(4,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+76=0$

$_A(4,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+84=0$

$_A(4,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+92=0$

$_A(4,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+100=0$

$_A(4,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+76=0$

$_A(4,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+80=0$

$_A(4,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+88=0$

$_A(4,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+92=0$

$_A(4,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+100=0$

$_A(4,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+104=0$

$_A(4,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+17=0$

$_A(4,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+21=0$

$_A(4,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+25=0$

$_A(4,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+29=0$

$_A(4,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+33=0$

$_A(4,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+37=0$

$_A(4,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+41=0$

$_A(4,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+45=0$

$_A(4,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+22=0$

$_A(4,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+30=0$

$_A(4,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+38=0$

$_A(4,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+46=0$

$_A(4,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+54=0$

$_A(4,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+31=0$

$_A(4,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+35=0$

$_A(4,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+43=0$

$_A(4,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+47=0$

$_A(4,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+55=0$

$_A(4,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+59=0$

$_A(4,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+40=0$

$_A(4,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+48=0$

$_A(4,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+56=0$

$_A(4,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+64=0$

$_A(4,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+72=0$

$_A(4,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+49=0$

$_A(4,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+53=0$

$_A(4,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+57=0$

$_A(4,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+61=0$

$_A(4,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+69=0$

$_A(4,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+73=0$

$_A(4,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+77=0$

$_A(4,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+81=0$

$_A(4,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+58=0$

$_A(4,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+74=0$

$_A(4,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+82=0$

$_A(4,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+67=0$

$_A(4,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+71=0$

$_A(4,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+75=0$

$_A(4,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+79=0$

$_A(4,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+83=0$

$_A(4,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+87=0$

$_A(4,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+95=0$

$_A(4,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+99=0$

$_A(4,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+76=0$

$_A(4,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+84=0$

$_A(4,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+92=0$

$_A(4,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+100=0$

$_A(4,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+108=0$

$_A(4,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+85=0$

$_A(4,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+89=0$

$_A(4,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+97=0$

$_A(4,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+101=0$

$_A(4,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+109=0$

$_A(4,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+113=0$

$_A(5,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+6=0$

$_A(5,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(5,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+16=0$

$_A(5,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+21=0$

$_A(5,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+26=0$

$_A(5,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+31=0$

$_A(5,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+36=0$

$_A(5,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+41=0$

$_A(5,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+46=0$

$_A(5,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+7=0$

$_A(5,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+17=0$

$_A(5,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+27=0$

$_A(5,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+37=0$

$_A(5,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+47=0$

$_A(5,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+8=0$

$_A(5,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+13=0$

$_A(5,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+23=0$

$_A(5,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+28=0$

$_A(5,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+38=0$

$_A(5,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+43=0$

$_A(5,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+9=0$

$_A(5,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+19=0$

$_A(5,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+29=0$

$_A(5,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+39=0$

$_A(5,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+49=0$

$_A(5,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+10=0$

$_A(5,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+15=0$

$_A(5,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+20=0$

$_A(5,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+25=0$

$_A(5,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+35=0$

$_A(5,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+40=0$

$_A(5,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+45=0$

$_A(5,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+50=0$

$_A(5,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+11=0$

$_A(5,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+31=0$

$_A(5,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+41=0$

$_A(5,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+12=0$

$_A(5,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+17=0$

$_A(5,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+22=0$

$_A(5,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+27=0$

$_A(5,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+32=0$

$_A(5,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+37=0$

$_A(5,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+47=0$

$_A(5,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+52=0$

$_A(5,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+13=0$

$_A(5,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+23=0$

$_A(5,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+33=0$

$_A(5,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+43=0$

$_A(5,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+53=0$

$_A(5,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+14=0$

$_A(5,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+19=0$

$_A(5,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+29=0$

$_A(5,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+34=0$

$_A(5,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+44=0$

$_A(5,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+49=0$

$_A(5,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+12=0$

$_A(5,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+17=0$

$_A(5,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+22=0$

$_A(5,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+27=0$

$_A(5,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+32=0$

$_A(5,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+37=0$

$_A(5,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+42=0$

$_A(5,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+47=0$

$_A(5,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(5,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+19=0$

$_A(5,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+29=0$

$_A(5,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+39=0$

$_A(5,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+49=0$

$_A(5,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+11=0$

$_A(5,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+16=0$

$_A(5,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+26=0$

$_A(5,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+31=0$

$_A(5,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+41=0$

$_A(5,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+46=0$

$_A(5,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+13=0$

$_A(5,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+23=0$

$_A(5,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+33=0$

$_A(5,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+43=0$

$_A(5,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+53=0$

$_A(5,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+15=0$

$_A(5,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+20=0$

$_A(5,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+25=0$

$_A(5,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+30=0$

$_A(5,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+40=0$

$_A(5,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+45=0$

$_A(5,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+50=0$

$_A(5,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+55=0$

$_A(5,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+17=0$

$_A(5,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+37=0$

$_A(5,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+47=0$

$_A(5,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+19=0$

$_A(5,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+24=0$

$_A(5,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+29=0$

$_A(5,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+34=0$

$_A(5,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+39=0$

$_A(5,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+44=0$

$_A(5,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+54=0$

$_A(5,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+59=0$

$_A(5,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+21=0$

$_A(5,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+31=0$

$_A(5,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+41=0$

$_A(5,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+51=0$

$_A(5,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+61=0$

$_A(5,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+23=0$

$_A(5,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+28=0$

$_A(5,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+38=0$

$_A(5,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+43=0$

$_A(5,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+53=0$

$_A(5,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+58=0$

$_A(5,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+13=0$

$_A(5,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+18=0$

$_A(5,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+23=0$

$_A(5,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+28=0$

$_A(5,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+33=0$

$_A(5,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+38=0$

$_A(5,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+43=0$

$_A(5,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+48=0$

$_A(5,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(5,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+21=0$

$_A(5,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+31=0$

$_A(5,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+41=0$

$_A(5,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+51=0$

$_A(5,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+14=0$

$_A(5,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+19=0$

$_A(5,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+29=0$

$_A(5,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+34=0$

$_A(5,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+44=0$

$_A(5,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+49=0$

$_A(5,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+17=0$

$_A(5,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+27=0$

$_A(5,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+37=0$

$_A(5,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+47=0$

$_A(5,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+57=0$

$_A(5,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+20=0$

$_A(5,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+25=0$

$_A(5,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+30=0$

$_A(5,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+35=0$

$_A(5,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+45=0$

$_A(5,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+50=0$

$_A(5,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+55=0$

$_A(5,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+60=0$

$_A(5,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+23=0$

$_A(5,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+43=0$

$_A(5,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+53=0$

$_A(5,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+26=0$

$_A(5,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+31=0$

$_A(5,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+36=0$

$_A(5,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+41=0$

$_A(5,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+46=0$

$_A(5,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+51=0$

$_A(5,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+61=0$

$_A(5,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+66=0$

$_A(5,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+29=0$

$_A(5,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+39=0$

$_A(5,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+49=0$

$_A(5,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+59=0$

$_A(5,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+69=0$

$_A(5,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+32=0$

$_A(5,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+37=0$

$_A(5,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+47=0$

$_A(5,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+52=0$

$_A(5,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+62=0$

$_A(5,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+67=0$

$_A(5,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+14=0$

$_A(5,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+19=0$

$_A(5,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+24=0$

$_A(5,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+29=0$

$_A(5,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+34=0$

$_A(5,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+39=0$

$_A(5,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+44=0$

$_A(5,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+49=0$

$_A(5,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+13=0$

$_A(5,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+23=0$

$_A(5,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+33=0$

$_A(5,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+43=0$

$_A(5,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+53=0$

$_A(5,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+17=0$

$_A(5,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+22=0$

$_A(5,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+32=0$

$_A(5,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+37=0$

$_A(5,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+47=0$

$_A(5,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+52=0$

$_A(5,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+21=0$

$_A(5,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+31=0$

$_A(5,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+41=0$

$_A(5,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+51=0$

$_A(5,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+61=0$

$_A(5,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+25=0$

$_A(5,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+30=0$

$_A(5,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+35=0$

$_A(5,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+40=0$

$_A(5,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+50=0$

$_A(5,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+55=0$

$_A(5,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+60=0$

$_A(5,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+65=0$

$_A(5,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+29=0$

$_A(5,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+49=0$

$_A(5,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+59=0$

$_A(5,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+33=0$

$_A(5,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+38=0$

$_A(5,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+43=0$

$_A(5,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+48=0$

$_A(5,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+53=0$

$_A(5,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+58=0$

$_A(5,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+68=0$

$_A(5,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+73=0$

$_A(5,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+37=0$

$_A(5,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+47=0$

$_A(5,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+57=0$

$_A(5,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+67=0$

$_A(5,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+77=0$

$_A(5,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+41=0$

$_A(5,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+46=0$

$_A(5,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+56=0$

$_A(5,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+61=0$

$_A(5,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+71=0$

$_A(5,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+76=0$

$_A(5,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+15=0$

$_A(5,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+20=0$

$_A(5,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+25=0$

$_A(5,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+30=0$

$_A(5,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+35=0$

$_A(5,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+40=0$

$_A(5,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+45=0$

$_A(5,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+50=0$

$_A(5,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+15=0$

$_A(5,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+25=0$

$_A(5,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+35=0$

$_A(5,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+45=0$

$_A(5,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+55=0$

$_A(5,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+20=0$

$_A(5,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+25=0$

$_A(5,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+35=0$

$_A(5,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+40=0$

$_A(5,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+50=0$

$_A(5,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+55=0$

$_A(5,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+25=0$

$_A(5,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+35=0$

$_A(5,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+45=0$

$_A(5,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+55=0$

$_A(5,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+65=0$

$_A(5,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+30=0$

$_A(5,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+35=0$

$_A(5,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+40=0$

$_A(5,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+45=0$

$_A(5,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+55=0$

$_A(5,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+60=0$

$_A(5,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+65=0$

$_A(5,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+70=0$

$_A(5,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+35=0$

$_A(5,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+55=0$

$_A(5,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+65=0$

$_A(5,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+40=0$

$_A(5,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+45=0$

$_A(5,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+50=0$

$_A(5,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+55=0$

$_A(5,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+60=0$

$_A(5,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+65=0$

$_A(5,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+75=0$

$_A(5,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+80=0$

$_A(5,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+45=0$

$_A(5,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+55=0$

$_A(5,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+65=0$

$_A(5,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+75=0$

$_A(5,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+85=0$

$_A(5,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+50=0$

$_A(5,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+55=0$

$_A(5,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+65=0$

$_A(5,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+70=0$

$_A(5,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+80=0$

$_A(5,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+85=0$

$_A(5,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+16=0$

$_A(5,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+21=0$

$_A(5,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+26=0$

$_A(5,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+31=0$

$_A(5,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+36=0$

$_A(5,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+41=0$

$_A(5,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+46=0$

$_A(5,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+51=0$

$_A(5,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+17=0$

$_A(5,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+27=0$

$_A(5,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+37=0$

$_A(5,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+47=0$

$_A(5,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+57=0$

$_A(5,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+23=0$

$_A(5,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+28=0$

$_A(5,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+38=0$

$_A(5,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+43=0$

$_A(5,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+53=0$

$_A(5,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+58=0$

$_A(5,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+29=0$

$_A(5,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+39=0$

$_A(5,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+49=0$

$_A(5,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+59=0$

$_A(5,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+69=0$

$_A(5,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+35=0$

$_A(5,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+40=0$

$_A(5,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+45=0$

$_A(5,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+50=0$

$_A(5,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+60=0$

$_A(5,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+65=0$

$_A(5,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+70=0$

$_A(5,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+75=0$

$_A(5,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+41=0$

$_A(5,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+61=0$

$_A(5,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+71=0$

$_A(5,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+47=0$

$_A(5,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+52=0$

$_A(5,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+57=0$

$_A(5,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+62=0$

$_A(5,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+67=0$

$_A(5,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+72=0$

$_A(5,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+82=0$

$_A(5,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+87=0$

$_A(5,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+53=0$

$_A(5,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+63=0$

$_A(5,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+73=0$

$_A(5,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+83=0$

$_A(5,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+93=0$

$_A(5,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+59=0$

$_A(5,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+64=0$

$_A(5,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+74=0$

$_A(5,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+79=0$

$_A(5,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+89=0$

$_A(5,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+94=0$

$_A(5,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+17=0$

$_A(5,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+22=0$

$_A(5,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+27=0$

$_A(5,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+32=0$

$_A(5,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+37=0$

$_A(5,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+42=0$

$_A(5,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+47=0$

$_A(5,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+52=0$

$_A(5,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+19=0$

$_A(5,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+29=0$

$_A(5,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+39=0$

$_A(5,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+49=0$

$_A(5,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+59=0$

$_A(5,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+26=0$

$_A(5,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+31=0$

$_A(5,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+41=0$

$_A(5,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+46=0$

$_A(5,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+56=0$

$_A(5,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+61=0$

$_A(5,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+33=0$

$_A(5,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+43=0$

$_A(5,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+53=0$

$_A(5,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+63=0$

$_A(5,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+73=0$

$_A(5,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+40=0$

$_A(5,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+45=0$

$_A(5,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+50=0$

$_A(5,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+55=0$

$_A(5,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+65=0$

$_A(5,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+70=0$

$_A(5,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+75=0$

$_A(5,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+80=0$

$_A(5,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+47=0$

$_A(5,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+67=0$

$_A(5,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+77=0$

$_A(5,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+54=0$

$_A(5,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+59=0$

$_A(5,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+64=0$

$_A(5,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+69=0$

$_A(5,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+74=0$

$_A(5,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+79=0$

$_A(5,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+89=0$

$_A(5,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+94=0$

$_A(5,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+61=0$

$_A(5,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+71=0$

$_A(5,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+81=0$

$_A(5,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+91=0$

$_A(5,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+101=0$

$_A(5,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+68=0$

$_A(5,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+73=0$

$_A(5,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+83=0$

$_A(5,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+88=0$

$_A(5,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+98=0$

$_A(5,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+103=0$

$_A(5,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+18=0$

$_A(5,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+23=0$

$_A(5,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+28=0$

$_A(5,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+33=0$

$_A(5,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+38=0$

$_A(5,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+43=0$

$_A(5,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+48=0$

$_A(5,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+53=0$

$_A(5,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+21=0$

$_A(5,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+31=0$

$_A(5,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+41=0$

$_A(5,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+51=0$

$_A(5,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+61=0$

$_A(5,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+29=0$

$_A(5,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+34=0$

$_A(5,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+44=0$

$_A(5,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+49=0$

$_A(5,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+59=0$

$_A(5,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+64=0$

$_A(5,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+37=0$

$_A(5,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+47=0$

$_A(5,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+57=0$

$_A(5,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+67=0$

$_A(5,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+77=0$

$_A(5,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+45=0$

$_A(5,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+50=0$

$_A(5,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+55=0$

$_A(5,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+60=0$

$_A(5,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+70=0$

$_A(5,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+75=0$

$_A(5,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+80=0$

$_A(5,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+85=0$

$_A(5,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+53=0$

$_A(5,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+73=0$

$_A(5,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+83=0$

$_A(5,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+61=0$

$_A(5,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+66=0$

$_A(5,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+71=0$

$_A(5,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+76=0$

$_A(5,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+81=0$

$_A(5,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+86=0$

$_A(5,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+96=0$

$_A(5,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+101=0$

$_A(5,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+69=0$

$_A(5,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+79=0$

$_A(5,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+89=0$

$_A(5,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+99=0$

$_A(5,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+109=0$

$_A(5,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+77=0$

$_A(5,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+82=0$

$_A(5,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+92=0$

$_A(5,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+97=0$

$_A(5,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+107=0$

$_A(5,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+112=0$

$_A(5,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+19=0$

$_A(5,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+24=0$

$_A(5,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+29=0$

$_A(5,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+34=0$

$_A(5,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+39=0$

$_A(5,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+44=0$

$_A(5,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+49=0$

$_A(5,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+54=0$

$_A(5,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+23=0$

$_A(5,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+33=0$

$_A(5,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+43=0$

$_A(5,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+53=0$

$_A(5,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+63=0$

$_A(5,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+32=0$

$_A(5,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+37=0$

$_A(5,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+47=0$

$_A(5,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+52=0$

$_A(5,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+62=0$

$_A(5,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+67=0$

$_A(5,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+41=0$

$_A(5,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+51=0$

$_A(5,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+61=0$

$_A(5,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+71=0$

$_A(5,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+81=0$

$_A(5,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+50=0$

$_A(5,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+55=0$

$_A(5,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+60=0$

$_A(5,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+65=0$

$_A(5,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+75=0$

$_A(5,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+80=0$

$_A(5,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+85=0$

$_A(5,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+90=0$

$_A(5,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+59=0$

$_A(5,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+79=0$

$_A(5,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+89=0$

$_A(5,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+68=0$

$_A(5,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+73=0$

$_A(5,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+78=0$

$_A(5,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+83=0$

$_A(5,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+88=0$

$_A(5,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+93=0$

$_A(5,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+103=0$

$_A(5,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+108=0$

$_A(5,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+77=0$

$_A(5,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+87=0$

$_A(5,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+97=0$

$_A(5,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+107=0$

$_A(5,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+117=0$

$_A(5,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+86=0$

$_A(5,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+91=0$

$_A(5,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+101=0$

$_A(5,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+106=0$

$_A(5,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+116=0$

$_A(5,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+121=0$

$_A(6,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+7=0$

$_A(6,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+13=0$

$_A(6,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+19=0$

$_A(6,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+25=0$

$_A(6,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+31=0$

$_A(6,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+37=0$

$_A(6,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+43=0$

$_A(6,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+49=0$

$_A(6,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+55=0$

$_A(6,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+8=0$

$_A(6,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+20=0$

$_A(6,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+32=0$

$_A(6,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+44=0$

$_A(6,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+56=0$

$_A(6,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+9=0$

$_A(6,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+15=0$

$_A(6,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+27=0$

$_A(6,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+33=0$

$_A(6,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+45=0$

$_A(6,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+51=0$

$_A(6,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+10=0$

$_A(6,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+22=0$

$_A(6,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+34=0$

$_A(6,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+46=0$

$_A(6,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+58=0$

$_A(6,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+11=0$

$_A(6,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+17=0$

$_A(6,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+23=0$

$_A(6,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+29=0$

$_A(6,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+41=0$

$_A(6,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+47=0$

$_A(6,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+53=0$

$_A(6,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+59=0$

$_A(6,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+12=0$

$_A(6,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+36=0$

$_A(6,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+48=0$

$_A(6,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+13=0$

$_A(6,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+19=0$

$_A(6,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+25=0$

$_A(6,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+31=0$

$_A(6,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+37=0$

$_A(6,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+43=0$

$_A(6,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+55=0$

$_A(6,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+61=0$

$_A(6,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+14=0$

$_A(6,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+26=0$

$_A(6,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+38=0$

$_A(6,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+50=0$

$_A(6,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+62=0$

$_A(6,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+15=0$

$_A(6,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+21=0$

$_A(6,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+33=0$

$_A(6,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+39=0$

$_A(6,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+51=0$

$_A(6,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+57=0$

$_A(6,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+14=0$

$_A(6,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+20=0$

$_A(6,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+26=0$

$_A(6,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+32=0$

$_A(6,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+38=0$

$_A(6,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+44=0$

$_A(6,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+50=0$

$_A(6,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+56=0$

$_A(6,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(6,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+22=0$

$_A(6,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+34=0$

$_A(6,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+46=0$

$_A(6,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+58=0$

$_A(6,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+12=0$

$_A(6,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+18=0$

$_A(6,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+30=0$

$_A(6,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+36=0$

$_A(6,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+48=0$

$_A(6,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+54=0$

$_A(6,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+14=0$

$_A(6,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+26=0$

$_A(6,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+38=0$

$_A(6,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+50=0$

$_A(6,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+62=0$

$_A(6,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+16=0$

$_A(6,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+22=0$

$_A(6,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+28=0$

$_A(6,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+34=0$

$_A(6,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+46=0$

$_A(6,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+52=0$

$_A(6,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+58=0$

$_A(6,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+64=0$

$_A(6,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+18=0$

$_A(6,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+42=0$

$_A(6,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+54=0$

$_A(6,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+20=0$

$_A(6,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+26=0$

$_A(6,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+32=0$

$_A(6,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+38=0$

$_A(6,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+44=0$

$_A(6,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+50=0$

$_A(6,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+62=0$

$_A(6,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+68=0$

$_A(6,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+22=0$

$_A(6,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+34=0$

$_A(6,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+46=0$

$_A(6,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+58=0$

$_A(6,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+70=0$

$_A(6,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+24=0$

$_A(6,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+30=0$

$_A(6,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+42=0$

$_A(6,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+48=0$

$_A(6,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+60=0$

$_A(6,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+66=0$

$_A(6,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+15=0$

$_A(6,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+21=0$

$_A(6,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+27=0$

$_A(6,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+33=0$

$_A(6,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+39=0$

$_A(6,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+45=0$

$_A(6,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+51=0$

$_A(6,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+57=0$

$_A(6,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+12=0$

$_A(6,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+24=0$

$_A(6,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+36=0$

$_A(6,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+48=0$

$_A(6,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+60=0$

$_A(6,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+15=0$

$_A(6,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+21=0$

$_A(6,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+33=0$

$_A(6,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+39=0$

$_A(6,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+51=0$

$_A(6,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+57=0$

$_A(6,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+18=0$

$_A(6,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+30=0$

$_A(6,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+42=0$

$_A(6,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+54=0$

$_A(6,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+66=0$

$_A(6,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+21=0$

$_A(6,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+27=0$

$_A(6,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+33=0$

$_A(6,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+39=0$

$_A(6,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+51=0$

$_A(6,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+57=0$

$_A(6,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+63=0$

$_A(6,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+69=0$

$_A(6,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+24=0$

$_A(6,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+48=0$

$_A(6,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+60=0$

$_A(6,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+27=0$

$_A(6,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+33=0$

$_A(6,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+39=0$

$_A(6,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+45=0$

$_A(6,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+51=0$

$_A(6,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+57=0$

$_A(6,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+69=0$

$_A(6,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+75=0$

$_A(6,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+30=0$

$_A(6,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+42=0$

$_A(6,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+54=0$

$_A(6,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+66=0$

$_A(6,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+78=0$

$_A(6,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+33=0$

$_A(6,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+39=0$

$_A(6,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+51=0$

$_A(6,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+57=0$

$_A(6,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+69=0$

$_A(6,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+75=0$

$_A(6,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+16=0$

$_A(6,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+22=0$

$_A(6,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+28=0$

$_A(6,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+34=0$

$_A(6,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+40=0$

$_A(6,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+46=0$

$_A(6,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+52=0$

$_A(6,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+58=0$

$_A(6,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+14=0$

$_A(6,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+26=0$

$_A(6,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+38=0$

$_A(6,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+50=0$

$_A(6,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+62=0$

$_A(6,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+18=0$

$_A(6,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+24=0$

$_A(6,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+36=0$

$_A(6,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+42=0$

$_A(6,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+54=0$

$_A(6,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+60=0$

$_A(6,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+22=0$

$_A(6,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+34=0$

$_A(6,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+46=0$

$_A(6,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+58=0$

$_A(6,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+70=0$

$_A(6,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+26=0$

$_A(6,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+32=0$

$_A(6,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+38=0$

$_A(6,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+44=0$

$_A(6,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+56=0$

$_A(6,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+62=0$

$_A(6,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+68=0$

$_A(6,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+74=0$

$_A(6,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+30=0$

$_A(6,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+54=0$

$_A(6,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+66=0$

$_A(6,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+34=0$

$_A(6,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+40=0$

$_A(6,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+46=0$

$_A(6,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+52=0$

$_A(6,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+58=0$

$_A(6,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+64=0$

$_A(6,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+76=0$

$_A(6,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+82=0$

$_A(6,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+38=0$

$_A(6,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+50=0$

$_A(6,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+62=0$

$_A(6,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+74=0$

$_A(6,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+86=0$

$_A(6,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+42=0$

$_A(6,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+48=0$

$_A(6,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+60=0$

$_A(6,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+66=0$

$_A(6,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+78=0$

$_A(6,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+84=0$

$_A(6,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+17=0$

$_A(6,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+23=0$

$_A(6,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+29=0$

$_A(6,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+35=0$

$_A(6,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+41=0$

$_A(6,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+47=0$

$_A(6,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+53=0$

$_A(6,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+59=0$

$_A(6,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+16=0$

$_A(6,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+28=0$

$_A(6,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+40=0$

$_A(6,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+52=0$

$_A(6,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+64=0$

$_A(6,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+21=0$

$_A(6,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+27=0$

$_A(6,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+39=0$

$_A(6,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+45=0$

$_A(6,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+57=0$

$_A(6,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+63=0$

$_A(6,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+26=0$

$_A(6,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+38=0$

$_A(6,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+50=0$

$_A(6,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+62=0$

$_A(6,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+74=0$

$_A(6,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+31=0$

$_A(6,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+37=0$

$_A(6,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+43=0$

$_A(6,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+49=0$

$_A(6,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+61=0$

$_A(6,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+67=0$

$_A(6,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+73=0$

$_A(6,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+79=0$

$_A(6,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+36=0$

$_A(6,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+60=0$

$_A(6,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+72=0$

$_A(6,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+41=0$

$_A(6,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+47=0$

$_A(6,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+53=0$

$_A(6,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+59=0$

$_A(6,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+65=0$

$_A(6,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+71=0$

$_A(6,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+83=0$

$_A(6,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+89=0$

$_A(6,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+46=0$

$_A(6,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+58=0$

$_A(6,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+70=0$

$_A(6,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+82=0$

$_A(6,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+94=0$

$_A(6,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+51=0$

$_A(6,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+57=0$

$_A(6,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+69=0$

$_A(6,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+75=0$

$_A(6,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+87=0$

$_A(6,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+93=0$

$_A(6,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+18=0$

$_A(6,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+24=0$

$_A(6,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+30=0$

$_A(6,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+36=0$

$_A(6,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+42=0$

$_A(6,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+48=0$

$_A(6,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+54=0$

$_A(6,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+60=0$

$_A(6,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+18=0$

$_A(6,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+30=0$

$_A(6,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+42=0$

$_A(6,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+54=0$

$_A(6,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+66=0$

$_A(6,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+24=0$

$_A(6,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+30=0$

$_A(6,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+42=0$

$_A(6,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+48=0$

$_A(6,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+60=0$

$_A(6,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+66=0$

$_A(6,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+30=0$

$_A(6,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+42=0$

$_A(6,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+54=0$

$_A(6,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+66=0$

$_A(6,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+78=0$

$_A(6,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+36=0$

$_A(6,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+42=0$

$_A(6,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+48=0$

$_A(6,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+54=0$

$_A(6,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+66=0$

$_A(6,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+72=0$

$_A(6,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+78=0$

$_A(6,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+84=0$

$_A(6,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+42=0$

$_A(6,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+66=0$

$_A(6,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+78=0$

$_A(6,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+48=0$

$_A(6,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+54=0$

$_A(6,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+60=0$

$_A(6,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+66=0$

$_A(6,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+72=0$

$_A(6,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+78=0$

$_A(6,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+90=0$

$_A(6,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+96=0$

$_A(6,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+54=0$

$_A(6,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+66=0$

$_A(6,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+78=0$

$_A(6,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+90=0$

$_A(6,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+102=0$

$_A(6,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+60=0$

$_A(6,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+66=0$

$_A(6,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+78=0$

$_A(6,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+84=0$

$_A(6,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+96=0$

$_A(6,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+102=0$

$_A(6,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+19=0$

$_A(6,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+25=0$

$_A(6,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+31=0$

$_A(6,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+37=0$

$_A(6,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+43=0$

$_A(6,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+49=0$

$_A(6,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+55=0$

$_A(6,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+61=0$

$_A(6,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+20=0$

$_A(6,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+32=0$

$_A(6,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+44=0$

$_A(6,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+56=0$

$_A(6,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+68=0$

$_A(6,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+27=0$

$_A(6,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+33=0$

$_A(6,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+45=0$

$_A(6,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+51=0$

$_A(6,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+63=0$

$_A(6,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+69=0$

$_A(6,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+34=0$

$_A(6,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+46=0$

$_A(6,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+58=0$

$_A(6,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+70=0$

$_A(6,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+82=0$

$_A(6,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+41=0$

$_A(6,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+47=0$

$_A(6,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+53=0$

$_A(6,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+59=0$

$_A(6,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+71=0$

$_A(6,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+77=0$

$_A(6,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+83=0$

$_A(6,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+89=0$

$_A(6,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+48=0$

$_A(6,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+72=0$

$_A(6,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+84=0$

$_A(6,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+55=0$

$_A(6,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+61=0$

$_A(6,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+67=0$

$_A(6,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+73=0$

$_A(6,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+79=0$

$_A(6,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+85=0$

$_A(6,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+97=0$

$_A(6,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+103=0$

$_A(6,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+62=0$

$_A(6,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+74=0$

$_A(6,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+86=0$

$_A(6,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+98=0$

$_A(6,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+110=0$

$_A(6,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+69=0$

$_A(6,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+75=0$

$_A(6,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+87=0$

$_A(6,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+93=0$

$_A(6,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+105=0$

$_A(6,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+111=0$

$_A(6,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+20=0$

$_A(6,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+26=0$

$_A(6,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+32=0$

$_A(6,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+38=0$

$_A(6,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+44=0$

$_A(6,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+50=0$

$_A(6,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+56=0$

$_A(6,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+62=0$

$_A(6,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+22=0$

$_A(6,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+34=0$

$_A(6,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+46=0$

$_A(6,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+58=0$

$_A(6,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+70=0$

$_A(6,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+30=0$

$_A(6,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+36=0$

$_A(6,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+48=0$

$_A(6,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+54=0$

$_A(6,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+66=0$

$_A(6,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+72=0$

$_A(6,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+38=0$

$_A(6,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+50=0$

$_A(6,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+62=0$

$_A(6,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+74=0$

$_A(6,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+86=0$

$_A(6,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+46=0$

$_A(6,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+52=0$

$_A(6,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+58=0$

$_A(6,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+64=0$

$_A(6,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+76=0$

$_A(6,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+82=0$

$_A(6,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+88=0$

$_A(6,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+94=0$

$_A(6,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+54=0$

$_A(6,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+78=0$

$_A(6,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+90=0$

$_A(6,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+62=0$

$_A(6,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+68=0$

$_A(6,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+74=0$

$_A(6,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+80=0$

$_A(6,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+86=0$

$_A(6,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+92=0$

$_A(6,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+104=0$

$_A(6,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+110=0$

$_A(6,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+70=0$

$_A(6,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+82=0$

$_A(6,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+94=0$

$_A(6,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+106=0$

$_A(6,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+118=0$

$_A(6,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+78=0$

$_A(6,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+84=0$

$_A(6,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+96=0$

$_A(6,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+102=0$

$_A(6,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+114=0$

$_A(6,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+120=0$

$_A(6,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+21=0$

$_A(6,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+27=0$

$_A(6,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+33=0$

$_A(6,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+39=0$

$_A(6,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+45=0$

$_A(6,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+51=0$

$_A(6,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+57=0$

$_A(6,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+63=0$

$_A(6,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+24=0$

$_A(6,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+36=0$

$_A(6,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+48=0$

$_A(6,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+60=0$

$_A(6,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+72=0$

$_A(6,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+33=0$

$_A(6,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+39=0$

$_A(6,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+51=0$

$_A(6,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+57=0$

$_A(6,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+69=0$

$_A(6,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+75=0$

$_A(6,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+42=0$

$_A(6,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+54=0$

$_A(6,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+66=0$

$_A(6,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+78=0$

$_A(6,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+90=0$

$_A(6,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+51=0$

$_A(6,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+57=0$

$_A(6,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+63=0$

$_A(6,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+69=0$

$_A(6,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+81=0$

$_A(6,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+87=0$

$_A(6,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+93=0$

$_A(6,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+99=0$

$_A(6,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+60=0$

$_A(6,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+84=0$

$_A(6,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+96=0$

$_A(6,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+69=0$

$_A(6,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+75=0$

$_A(6,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+81=0$

$_A(6,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+87=0$

$_A(6,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+93=0$

$_A(6,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+99=0$

$_A(6,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+111=0$

$_A(6,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+117=0$

$_A(6,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+78=0$

$_A(6,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+90=0$

$_A(6,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+102=0$

$_A(6,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+114=0$

$_A(6,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+126=0$

$_A(6,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+87=0$

$_A(6,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+93=0$

$_A(6,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+105=0$

$_A(6,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+111=0$

$_A(6,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+123=0$

$_A(6,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+129=0$

$_A(7,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+8=0$

$_A(7,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+15=0$

$_A(7,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+22=0$

$_A(7,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+29=0$

$_A(7,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+36=0$

$_A(7,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+43=0$

$_A(7,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+50=0$

$_A(7,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+57=0$

$_A(7,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+64=0$

$_A(7,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(7,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+23=0$

$_A(7,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+37=0$

$_A(7,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+51=0$

$_A(7,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+65=0$

$_A(7,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+10=0$

$_A(7,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+17=0$

$_A(7,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+31=0$

$_A(7,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+38=0$

$_A(7,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+52=0$

$_A(7,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+59=0$

$_A(7,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+11=0$

$_A(7,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+25=0$

$_A(7,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+39=0$

$_A(7,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+53=0$

$_A(7,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+67=0$

$_A(7,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+12=0$

$_A(7,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+19=0$

$_A(7,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+26=0$

$_A(7,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+33=0$

$_A(7,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+47=0$

$_A(7,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+54=0$

$_A(7,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+61=0$

$_A(7,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+68=0$

$_A(7,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+13=0$

$_A(7,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+41=0$

$_A(7,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+55=0$

$_A(7,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+14=0$

$_A(7,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+21=0$

$_A(7,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+28=0$

$_A(7,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+35=0$

$_A(7,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+42=0$

$_A(7,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+49=0$

$_A(7,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+63=0$

$_A(7,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+70=0$

$_A(7,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+15=0$

$_A(7,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+29=0$

$_A(7,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+43=0$

$_A(7,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+57=0$

$_A(7,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+71=0$

$_A(7,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+16=0$

$_A(7,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+23=0$

$_A(7,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+37=0$

$_A(7,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+44=0$

$_A(7,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+58=0$

$_A(7,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+65=0$

$_A(7,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+16=0$

$_A(7,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+23=0$

$_A(7,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+30=0$

$_A(7,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+37=0$

$_A(7,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+44=0$

$_A(7,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+51=0$

$_A(7,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+58=0$

$_A(7,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+65=0$

$_A(7,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(7,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+25=0$

$_A(7,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+39=0$

$_A(7,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+53=0$

$_A(7,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+67=0$

$_A(7,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+13=0$

$_A(7,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+20=0$

$_A(7,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+34=0$

$_A(7,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+41=0$

$_A(7,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+55=0$

$_A(7,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+62=0$

$_A(7,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+15=0$

$_A(7,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+29=0$

$_A(7,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+43=0$

$_A(7,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+57=0$

$_A(7,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+71=0$

$_A(7,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+17=0$

$_A(7,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+24=0$

$_A(7,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+31=0$

$_A(7,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+38=0$

$_A(7,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+52=0$

$_A(7,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+59=0$

$_A(7,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+66=0$

$_A(7,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+73=0$

$_A(7,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+19=0$

$_A(7,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+47=0$

$_A(7,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+61=0$

$_A(7,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+21=0$

$_A(7,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+28=0$

$_A(7,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+35=0$

$_A(7,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+42=0$

$_A(7,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+49=0$

$_A(7,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+56=0$

$_A(7,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+70=0$

$_A(7,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+77=0$

$_A(7,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+23=0$

$_A(7,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+37=0$

$_A(7,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+51=0$

$_A(7,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+65=0$

$_A(7,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+79=0$

$_A(7,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+25=0$

$_A(7,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+32=0$

$_A(7,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+46=0$

$_A(7,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+53=0$

$_A(7,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+67=0$

$_A(7,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+74=0$

$_A(7,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+17=0$

$_A(7,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+24=0$

$_A(7,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+31=0$

$_A(7,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+38=0$

$_A(7,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+45=0$

$_A(7,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+52=0$

$_A(7,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+59=0$

$_A(7,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+66=0$

$_A(7,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+13=0$

$_A(7,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+27=0$

$_A(7,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+41=0$

$_A(7,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+55=0$

$_A(7,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+69=0$

$_A(7,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+16=0$

$_A(7,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+23=0$

$_A(7,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+37=0$

$_A(7,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+44=0$

$_A(7,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+58=0$

$_A(7,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+65=0$

$_A(7,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+19=0$

$_A(7,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+33=0$

$_A(7,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+47=0$

$_A(7,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+61=0$

$_A(7,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+75=0$

$_A(7,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+22=0$

$_A(7,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+29=0$

$_A(7,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+36=0$

$_A(7,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+43=0$

$_A(7,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+57=0$

$_A(7,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+64=0$

$_A(7,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+71=0$

$_A(7,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+78=0$

$_A(7,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+25=0$

$_A(7,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+53=0$

$_A(7,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+67=0$

$_A(7,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+28=0$

$_A(7,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+35=0$

$_A(7,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+42=0$

$_A(7,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+49=0$

$_A(7,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+56=0$

$_A(7,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+63=0$

$_A(7,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+77=0$

$_A(7,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+84=0$

$_A(7,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+31=0$

$_A(7,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+45=0$

$_A(7,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+59=0$

$_A(7,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+73=0$

$_A(7,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+87=0$

$_A(7,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+34=0$

$_A(7,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+41=0$

$_A(7,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+55=0$

$_A(7,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+62=0$

$_A(7,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+76=0$

$_A(7,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+83=0$

$_A(7,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+18=0$

$_A(7,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+25=0$

$_A(7,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+32=0$

$_A(7,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+39=0$

$_A(7,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+46=0$

$_A(7,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+53=0$

$_A(7,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+60=0$

$_A(7,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+67=0$

$_A(7,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+15=0$

$_A(7,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+29=0$

$_A(7,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+43=0$

$_A(7,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+57=0$

$_A(7,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+71=0$

$_A(7,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+19=0$

$_A(7,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+26=0$

$_A(7,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+40=0$

$_A(7,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+47=0$

$_A(7,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+61=0$

$_A(7,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+68=0$

$_A(7,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+23=0$

$_A(7,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+37=0$

$_A(7,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+51=0$

$_A(7,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+65=0$

$_A(7,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+79=0$

$_A(7,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+27=0$

$_A(7,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+34=0$

$_A(7,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+41=0$

$_A(7,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+48=0$

$_A(7,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+62=0$

$_A(7,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+69=0$

$_A(7,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+76=0$

$_A(7,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+83=0$

$_A(7,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+31=0$

$_A(7,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+59=0$

$_A(7,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+73=0$

$_A(7,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+35=0$

$_A(7,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+42=0$

$_A(7,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+49=0$

$_A(7,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+56=0$

$_A(7,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+63=0$

$_A(7,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+70=0$

$_A(7,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+84=0$

$_A(7,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+91=0$

$_A(7,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+39=0$

$_A(7,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+53=0$

$_A(7,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+67=0$

$_A(7,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+81=0$

$_A(7,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+95=0$

$_A(7,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+43=0$

$_A(7,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+50=0$

$_A(7,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+64=0$

$_A(7,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+71=0$

$_A(7,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+85=0$

$_A(7,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+92=0$

$_A(7,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+19=0$

$_A(7,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+26=0$

$_A(7,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+33=0$

$_A(7,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+40=0$

$_A(7,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+47=0$

$_A(7,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+54=0$

$_A(7,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+61=0$

$_A(7,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+68=0$

$_A(7,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+17=0$

$_A(7,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+31=0$

$_A(7,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+45=0$

$_A(7,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+59=0$

$_A(7,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+73=0$

$_A(7,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+22=0$

$_A(7,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+29=0$

$_A(7,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+43=0$

$_A(7,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+50=0$

$_A(7,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+64=0$

$_A(7,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+71=0$

$_A(7,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+27=0$

$_A(7,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+41=0$

$_A(7,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+55=0$

$_A(7,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+69=0$

$_A(7,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+83=0$

$_A(7,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+32=0$

$_A(7,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+39=0$

$_A(7,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+46=0$

$_A(7,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+53=0$

$_A(7,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+67=0$

$_A(7,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+74=0$

$_A(7,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+81=0$

$_A(7,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+88=0$

$_A(7,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+37=0$

$_A(7,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+65=0$

$_A(7,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+79=0$

$_A(7,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+42=0$

$_A(7,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+49=0$

$_A(7,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+56=0$

$_A(7,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+63=0$

$_A(7,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+70=0$

$_A(7,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+77=0$

$_A(7,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+91=0$

$_A(7,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+98=0$

$_A(7,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+47=0$

$_A(7,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+61=0$

$_A(7,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+75=0$

$_A(7,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+89=0$

$_A(7,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+103=0$

$_A(7,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+52=0$

$_A(7,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+59=0$

$_A(7,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+73=0$

$_A(7,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+80=0$

$_A(7,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+94=0$

$_A(7,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+101=0$

$_A(7,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+20=0$

$_A(7,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+27=0$

$_A(7,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+34=0$

$_A(7,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+41=0$

$_A(7,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+48=0$

$_A(7,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+55=0$

$_A(7,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+62=0$

$_A(7,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+69=0$

$_A(7,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+19=0$

$_A(7,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+33=0$

$_A(7,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+47=0$

$_A(7,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+61=0$

$_A(7,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+75=0$

$_A(7,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+25=0$

$_A(7,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+32=0$

$_A(7,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+46=0$

$_A(7,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+53=0$

$_A(7,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+67=0$

$_A(7,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+74=0$

$_A(7,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+31=0$

$_A(7,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+45=0$

$_A(7,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+59=0$

$_A(7,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+73=0$

$_A(7,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+87=0$

$_A(7,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+37=0$

$_A(7,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+44=0$

$_A(7,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+51=0$

$_A(7,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+58=0$

$_A(7,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+72=0$

$_A(7,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+79=0$

$_A(7,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+86=0$

$_A(7,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+93=0$

$_A(7,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+43=0$

$_A(7,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+71=0$

$_A(7,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+85=0$

$_A(7,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+49=0$

$_A(7,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+56=0$

$_A(7,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+63=0$

$_A(7,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+70=0$

$_A(7,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+77=0$

$_A(7,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+84=0$

$_A(7,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+98=0$

$_A(7,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+105=0$

$_A(7,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+55=0$

$_A(7,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+69=0$

$_A(7,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+83=0$

$_A(7,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+97=0$

$_A(7,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+111=0$

$_A(7,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+61=0$

$_A(7,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+68=0$

$_A(7,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+82=0$

$_A(7,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+89=0$

$_A(7,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+103=0$

$_A(7,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+110=0$

$_A(7,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+21=0$

$_A(7,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+28=0$

$_A(7,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+35=0$

$_A(7,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+42=0$

$_A(7,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+49=0$

$_A(7,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+56=0$

$_A(7,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+63=0$

$_A(7,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+70=0$

$_A(7,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+21=0$

$_A(7,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+35=0$

$_A(7,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+49=0$

$_A(7,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+63=0$

$_A(7,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+77=0$

$_A(7,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+28=0$

$_A(7,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+35=0$

$_A(7,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+49=0$

$_A(7,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+56=0$

$_A(7,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+70=0$

$_A(7,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+77=0$

$_A(7,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+35=0$

$_A(7,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+49=0$

$_A(7,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+63=0$

$_A(7,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+77=0$

$_A(7,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+91=0$

$_A(7,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+42=0$

$_A(7,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+49=0$

$_A(7,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+56=0$

$_A(7,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+63=0$

$_A(7,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+77=0$

$_A(7,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+84=0$

$_A(7,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+91=0$

$_A(7,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+98=0$

$_A(7,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+49=0$

$_A(7,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+77=0$

$_A(7,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+91=0$

$_A(7,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+56=0$

$_A(7,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+63=0$

$_A(7,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+70=0$

$_A(7,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+77=0$

$_A(7,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+84=0$

$_A(7,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+91=0$

$_A(7,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+105=0$

$_A(7,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+112=0$

$_A(7,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+63=0$

$_A(7,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+77=0$

$_A(7,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+91=0$

$_A(7,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+105=0$

$_A(7,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+119=0$

$_A(7,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+70=0$

$_A(7,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+77=0$

$_A(7,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+91=0$

$_A(7,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+98=0$

$_A(7,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+112=0$

$_A(7,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+119=0$

$_A(7,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+22=0$

$_A(7,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+29=0$

$_A(7,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+36=0$

$_A(7,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+43=0$

$_A(7,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+50=0$

$_A(7,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+57=0$

$_A(7,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+64=0$

$_A(7,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+71=0$

$_A(7,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+23=0$

$_A(7,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+37=0$

$_A(7,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+51=0$

$_A(7,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+65=0$

$_A(7,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+79=0$

$_A(7,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+31=0$

$_A(7,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+38=0$

$_A(7,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+52=0$

$_A(7,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+59=0$

$_A(7,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+73=0$

$_A(7,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+80=0$

$_A(7,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+39=0$

$_A(7,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+53=0$

$_A(7,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+67=0$

$_A(7,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+81=0$

$_A(7,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+95=0$

$_A(7,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+47=0$

$_A(7,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+54=0$

$_A(7,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+61=0$

$_A(7,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+68=0$

$_A(7,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+82=0$

$_A(7,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+89=0$

$_A(7,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+96=0$

$_A(7,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+103=0$

$_A(7,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+55=0$

$_A(7,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+83=0$

$_A(7,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+97=0$

$_A(7,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+63=0$

$_A(7,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+70=0$

$_A(7,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+77=0$

$_A(7,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+84=0$

$_A(7,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+91=0$

$_A(7,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+98=0$

$_A(7,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+112=0$

$_A(7,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+119=0$

$_A(7,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+71=0$

$_A(7,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+85=0$

$_A(7,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+99=0$

$_A(7,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+113=0$

$_A(7,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+127=0$

$_A(7,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+79=0$

$_A(7,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+86=0$

$_A(7,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+100=0$

$_A(7,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+107=0$

$_A(7,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+121=0$

$_A(7,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+128=0$

$_A(7,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+23=0$

$_A(7,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+30=0$

$_A(7,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+37=0$

$_A(7,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+44=0$

$_A(7,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+51=0$

$_A(7,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+58=0$

$_A(7,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+65=0$

$_A(7,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+72=0$

$_A(7,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+25=0$

$_A(7,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+39=0$

$_A(7,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+53=0$

$_A(7,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+67=0$

$_A(7,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+81=0$

$_A(7,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+34=0$

$_A(7,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+41=0$

$_A(7,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+55=0$

$_A(7,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+62=0$

$_A(7,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+76=0$

$_A(7,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+83=0$

$_A(7,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+43=0$

$_A(7,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+57=0$

$_A(7,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+71=0$

$_A(7,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+85=0$

$_A(7,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+99=0$

$_A(7,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+52=0$

$_A(7,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+59=0$

$_A(7,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+66=0$

$_A(7,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+73=0$

$_A(7,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+87=0$

$_A(7,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+94=0$

$_A(7,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+101=0$

$_A(7,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+108=0$

$_A(7,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+61=0$

$_A(7,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+89=0$

$_A(7,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+103=0$

$_A(7,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+70=0$

$_A(7,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+77=0$

$_A(7,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+84=0$

$_A(7,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+91=0$

$_A(7,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+98=0$

$_A(7,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+105=0$

$_A(7,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+119=0$

$_A(7,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+126=0$

$_A(7,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+79=0$

$_A(7,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+93=0$

$_A(7,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+107=0$

$_A(7,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+121=0$

$_A(7,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+135=0$

$_A(7,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+88=0$

$_A(7,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+95=0$

$_A(7,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+109=0$

$_A(7,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+116=0$

$_A(7,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+130=0$

$_A(7,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+137=0$

$_A(8,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+9=0$

$_A(8,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+17=0$

$_A(8,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+25=0$

$_A(8,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+33=0$

$_A(8,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+41=0$

$_A(8,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+49=0$

$_A(8,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+57=0$

$_A(8,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+65=0$

$_A(8,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+73=0$

$_A(8,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(8,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+26=0$

$_A(8,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+42=0$

$_A(8,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+58=0$

$_A(8,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+74=0$

$_A(8,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+11=0$

$_A(8,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+19=0$

$_A(8,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+35=0$

$_A(8,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+43=0$

$_A(8,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+59=0$

$_A(8,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+67=0$

$_A(8,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+12=0$

$_A(8,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+28=0$

$_A(8,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+44=0$

$_A(8,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+60=0$

$_A(8,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+76=0$

$_A(8,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+13=0$

$_A(8,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+21=0$

$_A(8,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+29=0$

$_A(8,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+37=0$

$_A(8,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+53=0$

$_A(8,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+61=0$

$_A(8,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+69=0$

$_A(8,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+77=0$

$_A(8,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+14=0$

$_A(8,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+46=0$

$_A(8,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+62=0$

$_A(8,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+15=0$

$_A(8,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+23=0$

$_A(8,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+31=0$

$_A(8,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+39=0$

$_A(8,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+47=0$

$_A(8,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+55=0$

$_A(8,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+71=0$

$_A(8,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+79=0$

$_A(8,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+16=0$

$_A(8,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+32=0$

$_A(8,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+48=0$

$_A(8,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+64=0$

$_A(8,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+80=0$

$_A(8,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+17=0$

$_A(8,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+25=0$

$_A(8,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+41=0$

$_A(8,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+49=0$

$_A(8,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+65=0$

$_A(8,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+73=0$

$_A(8,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+18=0$

$_A(8,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+26=0$

$_A(8,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+34=0$

$_A(8,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+42=0$

$_A(8,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+50=0$

$_A(8,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+58=0$

$_A(8,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+66=0$

$_A(8,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+74=0$

$_A(8,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+12=0$

$_A(8,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+28=0$

$_A(8,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+44=0$

$_A(8,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+60=0$

$_A(8,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+76=0$

$_A(8,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+14=0$

$_A(8,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+22=0$

$_A(8,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+38=0$

$_A(8,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+46=0$

$_A(8,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+62=0$

$_A(8,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+70=0$

$_A(8,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+16=0$

$_A(8,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+32=0$

$_A(8,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+48=0$

$_A(8,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+64=0$

$_A(8,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+80=0$

$_A(8,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+18=0$

$_A(8,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+26=0$

$_A(8,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+34=0$

$_A(8,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+42=0$

$_A(8,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+58=0$

$_A(8,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+66=0$

$_A(8,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+74=0$

$_A(8,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+82=0$

$_A(8,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+20=0$

$_A(8,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+52=0$

$_A(8,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+68=0$

$_A(8,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+22=0$

$_A(8,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+30=0$

$_A(8,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+38=0$

$_A(8,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+46=0$

$_A(8,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+54=0$

$_A(8,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+62=0$

$_A(8,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+78=0$

$_A(8,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+86=0$

$_A(8,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+24=0$

$_A(8,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+40=0$

$_A(8,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+56=0$

$_A(8,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+72=0$

$_A(8,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+88=0$

$_A(8,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+26=0$

$_A(8,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+34=0$

$_A(8,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+50=0$

$_A(8,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+58=0$

$_A(8,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+74=0$

$_A(8,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+82=0$

$_A(8,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+19=0$

$_A(8,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+27=0$

$_A(8,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+35=0$

$_A(8,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+43=0$

$_A(8,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+51=0$

$_A(8,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+59=0$

$_A(8,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+67=0$

$_A(8,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+75=0$

$_A(8,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+14=0$

$_A(8,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+30=0$

$_A(8,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+46=0$

$_A(8,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+62=0$

$_A(8,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+78=0$

$_A(8,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+17=0$

$_A(8,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+25=0$

$_A(8,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+41=0$

$_A(8,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+49=0$

$_A(8,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+65=0$

$_A(8,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+73=0$

$_A(8,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+20=0$

$_A(8,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+36=0$

$_A(8,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+52=0$

$_A(8,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+68=0$

$_A(8,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+84=0$

$_A(8,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+23=0$

$_A(8,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+31=0$

$_A(8,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+39=0$

$_A(8,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+47=0$

$_A(8,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+63=0$

$_A(8,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+71=0$

$_A(8,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+79=0$

$_A(8,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+87=0$

$_A(8,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+26=0$

$_A(8,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+58=0$

$_A(8,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+74=0$

$_A(8,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+29=0$

$_A(8,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+37=0$

$_A(8,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+45=0$

$_A(8,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+53=0$

$_A(8,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+61=0$

$_A(8,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+69=0$

$_A(8,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+85=0$

$_A(8,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+93=0$

$_A(8,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+32=0$

$_A(8,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+48=0$

$_A(8,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+64=0$

$_A(8,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+80=0$

$_A(8,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+96=0$

$_A(8,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+35=0$

$_A(8,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+43=0$

$_A(8,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+59=0$

$_A(8,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+67=0$

$_A(8,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+83=0$

$_A(8,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+91=0$

$_A(8,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+20=0$

$_A(8,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+28=0$

$_A(8,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+36=0$

$_A(8,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+44=0$

$_A(8,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+52=0$

$_A(8,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+60=0$

$_A(8,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+68=0$

$_A(8,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+76=0$

$_A(8,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+16=0$

$_A(8,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+32=0$

$_A(8,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+48=0$

$_A(8,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+64=0$

$_A(8,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+80=0$

$_A(8,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+20=0$

$_A(8,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+28=0$

$_A(8,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+44=0$

$_A(8,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+52=0$

$_A(8,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+68=0$

$_A(8,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+76=0$

$_A(8,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+24=0$

$_A(8,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+40=0$

$_A(8,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+56=0$

$_A(8,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+72=0$

$_A(8,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+88=0$

$_A(8,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+28=0$

$_A(8,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+36=0$

$_A(8,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+44=0$

$_A(8,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+52=0$

$_A(8,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+68=0$

$_A(8,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+76=0$

$_A(8,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+84=0$

$_A(8,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+92=0$

$_A(8,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+32=0$

$_A(8,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+64=0$

$_A(8,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+80=0$

$_A(8,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+36=0$

$_A(8,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+44=0$

$_A(8,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+52=0$

$_A(8,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+60=0$

$_A(8,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+68=0$

$_A(8,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+76=0$

$_A(8,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+92=0$

$_A(8,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+100=0$

$_A(8,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+40=0$

$_A(8,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+56=0$

$_A(8,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+72=0$

$_A(8,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+88=0$

$_A(8,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+104=0$

$_A(8,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+44=0$

$_A(8,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+52=0$

$_A(8,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+68=0$

$_A(8,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+76=0$

$_A(8,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+92=0$

$_A(8,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+100=0$

$_A(8,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+21=0$

$_A(8,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+29=0$

$_A(8,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+37=0$

$_A(8,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+45=0$

$_A(8,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+53=0$

$_A(8,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+61=0$

$_A(8,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+69=0$

$_A(8,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+77=0$

$_A(8,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+18=0$

$_A(8,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+34=0$

$_A(8,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+50=0$

$_A(8,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+66=0$

$_A(8,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+82=0$

$_A(8,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+23=0$

$_A(8,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+31=0$

$_A(8,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+47=0$

$_A(8,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+55=0$

$_A(8,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+71=0$

$_A(8,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+79=0$

$_A(8,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+28=0$

$_A(8,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+44=0$

$_A(8,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+60=0$

$_A(8,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+76=0$

$_A(8,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+92=0$

$_A(8,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+33=0$

$_A(8,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+41=0$

$_A(8,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+49=0$

$_A(8,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+57=0$

$_A(8,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+73=0$

$_A(8,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+81=0$

$_A(8,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+89=0$

$_A(8,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+97=0$

$_A(8,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+38=0$

$_A(8,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+70=0$

$_A(8,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+86=0$

$_A(8,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+43=0$

$_A(8,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+51=0$

$_A(8,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+59=0$

$_A(8,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+67=0$

$_A(8,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+75=0$

$_A(8,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+83=0$

$_A(8,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+99=0$

$_A(8,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+107=0$

$_A(8,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+48=0$

$_A(8,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+64=0$

$_A(8,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+80=0$

$_A(8,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+96=0$

$_A(8,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+112=0$

$_A(8,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+53=0$

$_A(8,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+61=0$

$_A(8,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+77=0$

$_A(8,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+85=0$

$_A(8,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+101=0$

$_A(8,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+109=0$

$_A(8,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+22=0$

$_A(8,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+30=0$

$_A(8,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+38=0$

$_A(8,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+46=0$

$_A(8,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+54=0$

$_A(8,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+62=0$

$_A(8,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+70=0$

$_A(8,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+78=0$

$_A(8,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+20=0$

$_A(8,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+36=0$

$_A(8,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+52=0$

$_A(8,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+68=0$

$_A(8,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+84=0$

$_A(8,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+26=0$

$_A(8,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+34=0$

$_A(8,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+50=0$

$_A(8,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+58=0$

$_A(8,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+74=0$

$_A(8,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+82=0$

$_A(8,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+32=0$

$_A(8,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+48=0$

$_A(8,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+64=0$

$_A(8,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+80=0$

$_A(8,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+96=0$

$_A(8,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+38=0$

$_A(8,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+46=0$

$_A(8,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+54=0$

$_A(8,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+62=0$

$_A(8,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+78=0$

$_A(8,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+86=0$

$_A(8,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+94=0$

$_A(8,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+102=0$

$_A(8,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+44=0$

$_A(8,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+76=0$

$_A(8,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+92=0$

$_A(8,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+50=0$

$_A(8,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+58=0$

$_A(8,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+66=0$

$_A(8,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+74=0$

$_A(8,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+82=0$

$_A(8,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+90=0$

$_A(8,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+106=0$

$_A(8,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+114=0$

$_A(8,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+56=0$

$_A(8,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+72=0$

$_A(8,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+88=0$

$_A(8,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+104=0$

$_A(8,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+120=0$

$_A(8,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+62=0$

$_A(8,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+70=0$

$_A(8,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+86=0$

$_A(8,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+94=0$

$_A(8,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+110=0$

$_A(8,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+118=0$

$_A(8,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+23=0$

$_A(8,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+31=0$

$_A(8,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+39=0$

$_A(8,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+47=0$

$_A(8,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+55=0$

$_A(8,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+63=0$

$_A(8,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+71=0$

$_A(8,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+79=0$

$_A(8,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+22=0$

$_A(8,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+38=0$

$_A(8,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+54=0$

$_A(8,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+70=0$

$_A(8,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+86=0$

$_A(8,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+29=0$

$_A(8,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+37=0$

$_A(8,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+53=0$

$_A(8,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+61=0$

$_A(8,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+77=0$

$_A(8,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+85=0$

$_A(8,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+36=0$

$_A(8,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+52=0$

$_A(8,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+68=0$

$_A(8,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+84=0$

$_A(8,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+100=0$

$_A(8,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+43=0$

$_A(8,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+51=0$

$_A(8,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+59=0$

$_A(8,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+67=0$

$_A(8,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+83=0$

$_A(8,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+91=0$

$_A(8,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+99=0$

$_A(8,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+107=0$

$_A(8,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+50=0$

$_A(8,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+82=0$

$_A(8,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+98=0$

$_A(8,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+57=0$

$_A(8,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+65=0$

$_A(8,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+73=0$

$_A(8,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+81=0$

$_A(8,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+89=0$

$_A(8,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+97=0$

$_A(8,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+113=0$

$_A(8,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+121=0$

$_A(8,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+64=0$

$_A(8,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+80=0$

$_A(8,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+96=0$

$_A(8,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+112=0$

$_A(8,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+128=0$

$_A(8,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+71=0$

$_A(8,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+79=0$

$_A(8,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+95=0$

$_A(8,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+103=0$

$_A(8,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+119=0$

$_A(8,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+127=0$

$_A(8,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+24=0$

$_A(8,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+32=0$

$_A(8,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+40=0$

$_A(8,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+48=0$

$_A(8,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+56=0$

$_A(8,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+64=0$

$_A(8,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+72=0$

$_A(8,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+80=0$

$_A(8,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+24=0$

$_A(8,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+40=0$

$_A(8,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+56=0$

$_A(8,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+72=0$

$_A(8,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+88=0$

$_A(8,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+32=0$

$_A(8,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+40=0$

$_A(8,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+56=0$

$_A(8,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+64=0$

$_A(8,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+80=0$

$_A(8,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+88=0$

$_A(8,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+40=0$

$_A(8,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+56=0$

$_A(8,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+72=0$

$_A(8,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+88=0$

$_A(8,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+104=0$

$_A(8,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+48=0$

$_A(8,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+56=0$

$_A(8,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+64=0$

$_A(8,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+72=0$

$_A(8,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+88=0$

$_A(8,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+96=0$

$_A(8,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+104=0$

$_A(8,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+112=0$

$_A(8,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+56=0$

$_A(8,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+88=0$

$_A(8,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+104=0$

$_A(8,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+64=0$

$_A(8,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+72=0$

$_A(8,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+80=0$

$_A(8,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+88=0$

$_A(8,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+96=0$

$_A(8,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+104=0$

$_A(8,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+120=0$

$_A(8,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+128=0$

$_A(8,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+72=0$

$_A(8,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+88=0$

$_A(8,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+104=0$

$_A(8,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+120=0$

$_A(8,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+136=0$

$_A(8,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+80=0$

$_A(8,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+88=0$

$_A(8,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+104=0$

$_A(8,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+112=0$

$_A(8,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+128=0$

$_A(8,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+136=0$

$_A(8,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+25=0$

$_A(8,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+33=0$

$_A(8,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+41=0$

$_A(8,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+49=0$

$_A(8,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+57=0$

$_A(8,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+65=0$

$_A(8,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+73=0$

$_A(8,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+81=0$

$_A(8,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+26=0$

$_A(8,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+42=0$

$_A(8,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+58=0$

$_A(8,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+74=0$

$_A(8,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+90=0$

$_A(8,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+35=0$

$_A(8,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+43=0$

$_A(8,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+59=0$

$_A(8,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+67=0$

$_A(8,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+83=0$

$_A(8,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+91=0$

$_A(8,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+44=0$

$_A(8,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+60=0$

$_A(8,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+76=0$

$_A(8,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+92=0$

$_A(8,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+108=0$

$_A(8,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+53=0$

$_A(8,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+61=0$

$_A(8,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+69=0$

$_A(8,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+77=0$

$_A(8,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+93=0$

$_A(8,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+101=0$

$_A(8,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+109=0$

$_A(8,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+117=0$

$_A(8,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+62=0$

$_A(8,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+94=0$

$_A(8,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+110=0$

$_A(8,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+71=0$

$_A(8,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+79=0$

$_A(8,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+87=0$

$_A(8,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+95=0$

$_A(8,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+103=0$

$_A(8,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+111=0$

$_A(8,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+127=0$

$_A(8,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+135=0$

$_A(8,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+80=0$

$_A(8,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+96=0$

$_A(8,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+112=0$

$_A(8,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+128=0$

$_A(8,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+144=0$

$_A(8,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+89=0$

$_A(8,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+97=0$

$_A(8,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+113=0$

$_A(8,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+121=0$

$_A(8,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+137=0$

$_A(8,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+145=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+2=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+3=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+4=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+5=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+6=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+7=0$

$_A(1,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+8=0$

$_A(1,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-1=0$

$_A(1,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+1=0$

$_A(1,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+3=0$

$_A(1,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+5=0$

$_A(1,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+7=0$

$_A(1,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-2=0$

$_A(1,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-1=0$

$_A(1,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+1=0$

$_A(1,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+2=0$

$_A(1,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+4=0$

$_A(1,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+5=0$

$_A(1,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-3=0$

$_A(1,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-1=0$

$_A(1,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+1=0$

$_A(1,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+3=0$

$_A(1,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+5=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-4=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-3=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-2=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-1=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+1=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+2=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+3=0$

$_A(1,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+4=0$

$_A(1,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-5=0$

$_A(1,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-1=0$

$_A(1,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+1=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-6=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-5=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-4=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-3=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-2=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-1=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+1=0$

$_A(1,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+2=0$

$_A(1,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-7=0$

$_A(1,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-5=0$

$_A(1,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-3=0$

$_A(1,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-1=0$

$_A(1,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+1=0$

$_A(1,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-8=0$

$_A(1,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-7=0$

$_A(1,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-5=0$

$_A(1,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-4=0$

$_A(1,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-2=0$

$_A(1,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-1=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+1=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+2=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+3=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+4=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+5=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+6=0$

$_A(1,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+7=0$

$_A(1,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-3=0$

$_A(1,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-1=0$

$_A(1,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+1=0$

$_A(1,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+3=0$

$_A(1,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+5=0$

$_A(1,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-5=0$

$_A(1,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-4=0$

$_A(1,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-2=0$

$_A(1,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-1=0$

$_A(1,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+1=0$

$_A(1,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+2=0$

$_A(1,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-7=0$

$_A(1,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-5=0$

$_A(1,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-3=0$

$_A(1,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-1=0$

$_A(1,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+1=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-9=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-8=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-7=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-6=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-4=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-3=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-2=0$

$_A(1,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-1=0$

$_A(1,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-11=0$

$_A(1,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-7=0$

$_A(1,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-5=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-13=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-12=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-11=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-10=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-9=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-8=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-6=0$

$_A(1,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-5=0$

$_A(1,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-15=0$

$_A(1,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-13=0$

$_A(1,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-11=0$

$_A(1,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-9=0$

$_A(1,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-7=0$

$_A(1,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-17=0$

$_A(1,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-16=0$

$_A(1,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-14=0$

$_A(1,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-13=0$

$_A(1,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-11=0$

$_A(1,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-10=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+1=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+2=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+3=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+4=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+5=0$

$_A(1,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+6=0$

$_A(1,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-5=0$

$_A(1,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-3=0$

$_A(1,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-1=0$

$_A(1,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+1=0$

$_A(1,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+3=0$

$_A(1,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-8=0$

$_A(1,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-7=0$

$_A(1,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-5=0$

$_A(1,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-4=0$

$_A(1,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-2=0$

$_A(1,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-1=0$

$_A(1,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-11=0$

$_A(1,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-9=0$

$_A(1,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-7=0$

$_A(1,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-5=0$

$_A(1,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-3=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-14=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-13=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-12=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-11=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-9=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-8=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-7=0$

$_A(1,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-6=0$

$_A(1,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-17=0$

$_A(1,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-13=0$

$_A(1,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-11=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-20=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-19=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-18=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-17=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-16=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-15=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-13=0$

$_A(1,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-12=0$

$_A(1,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-23=0$

$_A(1,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-21=0$

$_A(1,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-19=0$

$_A(1,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-17=0$

$_A(1,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-15=0$

$_A(1,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-26=0$

$_A(1,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-25=0$

$_A(1,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-23=0$

$_A(1,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-22=0$

$_A(1,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-20=0$

$_A(1,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-19=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-2=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-1=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+1=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+2=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+3=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+4=0$

$_A(1,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+5=0$

$_A(1,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-7=0$

$_A(1,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-5=0$

$_A(1,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-3=0$

$_A(1,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-1=0$

$_A(1,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+1=0$

$_A(1,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-11=0$

$_A(1,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-10=0$

$_A(1,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-8=0$

$_A(1,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-7=0$

$_A(1,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-5=0$

$_A(1,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-4=0$

$_A(1,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-15=0$

$_A(1,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-13=0$

$_A(1,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-11=0$

$_A(1,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-9=0$

$_A(1,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-7=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-19=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-18=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-17=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-16=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-14=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-13=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-12=0$

$_A(1,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-11=0$

$_A(1,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-23=0$

$_A(1,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-19=0$

$_A(1,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-17=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-27=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-26=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-25=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-24=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-23=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-22=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-20=0$

$_A(1,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-19=0$

$_A(1,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-31=0$

$_A(1,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-29=0$

$_A(1,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-27=0$

$_A(1,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-25=0$

$_A(1,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-23=0$

$_A(1,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-35=0$

$_A(1,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-34=0$

$_A(1,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-32=0$

$_A(1,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-31=0$

$_A(1,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-29=0$

$_A(1,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-28=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-2=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-1=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+1=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+2=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+3=0$

$_A(1,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+4=0$

$_A(1,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(1,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-7=0$

$_A(1,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-5=0$

$_A(1,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-3=0$

$_A(1,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-1=0$

$_A(1,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-14=0$

$_A(1,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-13=0$

$_A(1,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-11=0$

$_A(1,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-10=0$

$_A(1,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-8=0$

$_A(1,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-7=0$

$_A(1,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-19=0$

$_A(1,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-17=0$

$_A(1,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-15=0$

$_A(1,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-13=0$

$_A(1,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-11=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-24=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-23=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-22=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-21=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-19=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-18=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-17=0$

$_A(1,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-16=0$

$_A(1,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-29=0$

$_A(1,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-25=0$

$_A(1,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-23=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-34=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-33=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-32=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-31=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-30=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-29=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-27=0$

$_A(1,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-26=0$

$_A(1,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-39=0$

$_A(1,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-37=0$

$_A(1,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-35=0$

$_A(1,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-33=0$

$_A(1,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-31=0$

$_A(1,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-44=0$

$_A(1,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-43=0$

$_A(1,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-41=0$

$_A(1,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-40=0$

$_A(1,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-38=0$

$_A(1,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-37=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-4=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-3=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-2=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-1=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+1=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+2=0$

$_A(1,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+3=0$

$_A(1,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(1,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-9=0$

$_A(1,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-7=0$

$_A(1,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-5=0$

$_A(1,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-3=0$

$_A(1,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-17=0$

$_A(1,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-16=0$

$_A(1,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-14=0$

$_A(1,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-13=0$

$_A(1,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-11=0$

$_A(1,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-10=0$

$_A(1,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-23=0$

$_A(1,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-21=0$

$_A(1,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-19=0$

$_A(1,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-17=0$

$_A(1,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-15=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-29=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-28=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-27=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-26=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-24=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-23=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-22=0$

$_A(1,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-21=0$

$_A(1,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-35=0$

$_A(1,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-31=0$

$_A(1,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-29=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-41=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-40=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-39=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-38=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-37=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-36=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-34=0$

$_A(1,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-33=0$

$_A(1,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-47=0$

$_A(1,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-45=0$

$_A(1,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-43=0$

$_A(1,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-41=0$

$_A(1,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-39=0$

$_A(1,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-53=0$

$_A(1,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-52=0$

$_A(1,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-50=0$

$_A(1,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-49=0$

$_A(1,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-47=0$

$_A(1,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-46=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-4=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-3=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-2=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-1=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+1=0$

$_A(1,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+2=0$

$_A(1,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-13=0$

$_A(1,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-11=0$

$_A(1,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-9=0$

$_A(1,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-7=0$

$_A(1,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-5=0$

$_A(1,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-20=0$

$_A(1,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-19=0$

$_A(1,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-17=0$

$_A(1,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-16=0$

$_A(1,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-14=0$

$_A(1,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-13=0$

$_A(1,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-27=0$

$_A(1,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-25=0$

$_A(1,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-23=0$

$_A(1,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-21=0$

$_A(1,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-19=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-34=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-33=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-32=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-31=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-29=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-28=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-27=0$

$_A(1,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-26=0$

$_A(1,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-41=0$

$_A(1,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-37=0$

$_A(1,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-35=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-48=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-47=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-46=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-45=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-44=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-43=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-41=0$

$_A(1,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-40=0$

$_A(1,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-55=0$

$_A(1,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-53=0$

$_A(1,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-51=0$

$_A(1,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-49=0$

$_A(1,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-47=0$

$_A(1,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-62=0$

$_A(1,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-61=0$

$_A(1,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-59=0$

$_A(1,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-58=0$

$_A(1,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-56=0$

$_A(1,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-55=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-6=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-5=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-4=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-3=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-2=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-1=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y=0$

$_A(1,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+1=0$

$_A(1,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-15=0$

$_A(1,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-13=0$

$_A(1,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-11=0$

$_A(1,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-9=0$

$_A(1,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-7=0$

$_A(1,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-23=0$

$_A(1,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-22=0$

$_A(1,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-20=0$

$_A(1,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-19=0$

$_A(1,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-17=0$

$_A(1,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-16=0$

$_A(1,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-31=0$

$_A(1,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-29=0$

$_A(1,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-27=0$

$_A(1,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-25=0$

$_A(1,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-23=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-39=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-38=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-37=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-36=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-34=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-33=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-32=0$

$_A(1,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-31=0$

$_A(1,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-47=0$

$_A(1,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-43=0$

$_A(1,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-41=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-55=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-54=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-53=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-52=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-51=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-50=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-48=0$

$_A(1,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-47=0$

$_A(1,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-63=0$

$_A(1,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-61=0$

$_A(1,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-59=0$

$_A(1,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-57=0$

$_A(1,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-55=0$

$_A(1,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-71=0$

$_A(1,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-70=0$

$_A(1,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-68=0$

$_A(1,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-67=0$

$_A(1,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-65=0$

$_A(1,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-64=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-6=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-5=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-4=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-3=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-2=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-1=0$

$_A(1,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y=0$

$_A(1,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-17=0$

$_A(1,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-15=0$

$_A(1,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-13=0$

$_A(1,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-11=0$

$_A(1,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-9=0$

$_A(1,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-26=0$

$_A(1,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-25=0$

$_A(1,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-23=0$

$_A(1,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-22=0$

$_A(1,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-20=0$

$_A(1,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-19=0$

$_A(1,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-35=0$

$_A(1,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-33=0$

$_A(1,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-31=0$

$_A(1,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-29=0$

$_A(1,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-27=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-44=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-43=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-42=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-41=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-39=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-38=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-37=0$

$_A(1,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-36=0$

$_A(1,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-53=0$

$_A(1,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-49=0$

$_A(1,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-47=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-62=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-61=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-60=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-59=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-58=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-57=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-55=0$

$_A(1,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-54=0$

$_A(1,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-71=0$

$_A(1,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-69=0$

$_A(1,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-67=0$

$_A(1,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-65=0$

$_A(1,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-63=0$

$_A(1,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-80=0$

$_A(1,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-79=0$

$_A(1,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-77=0$

$_A(1,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-76=0$

$_A(1,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-74=0$

$_A(1,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-73=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+1=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+5=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+7=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+9=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+11=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+13=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+15=0$

$_A(2,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+17=0$

$_A(2,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(2,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+4=0$

$_A(2,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+8=0$

$_A(2,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+12=0$

$_A(2,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+16=0$

$_A(2,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-1=0$

$_A(2,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+1=0$

$_A(2,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+5=0$

$_A(2,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+7=0$

$_A(2,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+11=0$

$_A(2,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+13=0$

$_A(2,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-2=0$

$_A(2,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+2=0$

$_A(2,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+6=0$

$_A(2,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+10=0$

$_A(2,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+14=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-3=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-1=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+1=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+3=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+7=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+9=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+11=0$

$_A(2,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+13=0$

$_A(2,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-4=0$

$_A(2,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+4=0$

$_A(2,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+8=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-5=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-3=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-1=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+1=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+3=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+5=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+9=0$

$_A(2,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+11=0$

$_A(2,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-6=0$

$_A(2,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-2=0$

$_A(2,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+2=0$

$_A(2,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+6=0$

$_A(2,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+10=0$

$_A(2,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-7=0$

$_A(2,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-5=0$

$_A(2,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-1=0$

$_A(2,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+1=0$

$_A(2,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+5=0$

$_A(2,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+7=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+2=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+4=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+6=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+8=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+10=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+12=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+14=0$

$_A(2,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+16=0$

$_A(2,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-2=0$

$_A(2,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+2=0$

$_A(2,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+6=0$

$_A(2,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+10=0$

$_A(2,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+14=0$

$_A(2,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-4=0$

$_A(2,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-2=0$

$_A(2,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+2=0$

$_A(2,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+4=0$

$_A(2,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+8=0$

$_A(2,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+10=0$

$_A(2,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-6=0$

$_A(2,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-2=0$

$_A(2,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+2=0$

$_A(2,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+6=0$

$_A(2,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+10=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-8=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-6=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-4=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-2=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+2=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+4=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+6=0$

$_A(2,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+8=0$

$_A(2,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-10=0$

$_A(2,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-2=0$

$_A(2,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+2=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-12=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-10=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-8=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-6=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-4=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-2=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+2=0$

$_A(2,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+4=0$

$_A(2,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-14=0$

$_A(2,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-10=0$

$_A(2,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-6=0$

$_A(2,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-2=0$

$_A(2,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+2=0$

$_A(2,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-16=0$

$_A(2,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-14=0$

$_A(2,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-10=0$

$_A(2,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-8=0$

$_A(2,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-4=0$

$_A(2,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-2=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+3=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+5=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+7=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+9=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+11=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+13=0$

$_A(2,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+15=0$

$_A(2,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-4=0$

$_A(2,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y=0$

$_A(2,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+4=0$

$_A(2,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+8=0$

$_A(2,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+12=0$

$_A(2,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-7=0$

$_A(2,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-5=0$

$_A(2,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-1=0$

$_A(2,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+1=0$

$_A(2,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+5=0$

$_A(2,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+7=0$

$_A(2,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-10=0$

$_A(2,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-6=0$

$_A(2,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-2=0$

$_A(2,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+2=0$

$_A(2,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+6=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-13=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-11=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-9=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-7=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-3=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-1=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+1=0$

$_A(2,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+3=0$

$_A(2,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-16=0$

$_A(2,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-8=0$

$_A(2,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-4=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-19=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-17=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-15=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-13=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-11=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-9=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-5=0$

$_A(2,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-3=0$

$_A(2,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-22=0$

$_A(2,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-18=0$

$_A(2,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-14=0$

$_A(2,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-10=0$

$_A(2,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-6=0$

$_A(2,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-25=0$

$_A(2,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-23=0$

$_A(2,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-19=0$

$_A(2,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-17=0$

$_A(2,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-13=0$

$_A(2,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-11=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+2=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+4=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+6=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+8=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+10=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+12=0$

$_A(2,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+14=0$

$_A(2,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-6=0$

$_A(2,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-2=0$

$_A(2,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+2=0$

$_A(2,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+6=0$

$_A(2,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+10=0$

$_A(2,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-10=0$

$_A(2,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-8=0$

$_A(2,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-4=0$

$_A(2,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-2=0$

$_A(2,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+2=0$

$_A(2,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+4=0$

$_A(2,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-14=0$

$_A(2,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-10=0$

$_A(2,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-6=0$

$_A(2,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-2=0$

$_A(2,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+2=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-18=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-16=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-14=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-12=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-8=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-6=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-4=0$

$_A(2,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-2=0$

$_A(2,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-22=0$

$_A(2,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-14=0$

$_A(2,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-10=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-26=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-24=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-22=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-20=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-18=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-16=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-12=0$

$_A(2,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-10=0$

$_A(2,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-30=0$

$_A(2,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-26=0$

$_A(2,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-22=0$

$_A(2,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-18=0$

$_A(2,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-14=0$

$_A(2,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-34=0$

$_A(2,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-32=0$

$_A(2,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-28=0$

$_A(2,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-26=0$

$_A(2,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-22=0$

$_A(2,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-20=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+1=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+3=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+5=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+7=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+9=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+11=0$

$_A(2,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+13=0$

$_A(2,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-8=0$

$_A(2,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-4=0$

$_A(2,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y=0$

$_A(2,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+4=0$

$_A(2,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+8=0$

$_A(2,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-13=0$

$_A(2,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-11=0$

$_A(2,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-7=0$

$_A(2,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-5=0$

$_A(2,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-1=0$

$_A(2,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+1=0$

$_A(2,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-18=0$

$_A(2,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-14=0$

$_A(2,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-10=0$

$_A(2,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-6=0$

$_A(2,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-2=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-23=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-21=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-19=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-17=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-13=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-11=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-9=0$

$_A(2,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-7=0$

$_A(2,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-28=0$

$_A(2,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-20=0$

$_A(2,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-16=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-33=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-31=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-29=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-27=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-25=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-23=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-19=0$

$_A(2,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-17=0$

$_A(2,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-38=0$

$_A(2,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-34=0$

$_A(2,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-30=0$

$_A(2,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-26=0$

$_A(2,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-22=0$

$_A(2,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-43=0$

$_A(2,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-41=0$

$_A(2,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-37=0$

$_A(2,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-35=0$

$_A(2,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-31=0$

$_A(2,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-29=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-2=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+2=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+4=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+6=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+8=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+10=0$

$_A(2,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+12=0$

$_A(2,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(2,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-6=0$

$_A(2,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-2=0$

$_A(2,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+2=0$

$_A(2,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+6=0$

$_A(2,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-16=0$

$_A(2,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-14=0$

$_A(2,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-10=0$

$_A(2,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-8=0$

$_A(2,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-4=0$

$_A(2,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-2=0$

$_A(2,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-22=0$

$_A(2,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-18=0$

$_A(2,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-14=0$

$_A(2,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-10=0$

$_A(2,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-6=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-28=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-26=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-24=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-22=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-18=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-16=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-14=0$

$_A(2,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-12=0$

$_A(2,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-34=0$

$_A(2,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-26=0$

$_A(2,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-22=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-40=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-38=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-36=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-34=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-32=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-30=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-26=0$

$_A(2,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-24=0$

$_A(2,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-46=0$

$_A(2,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-42=0$

$_A(2,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-38=0$

$_A(2,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-34=0$

$_A(2,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-30=0$

$_A(2,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-52=0$

$_A(2,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-50=0$

$_A(2,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-46=0$

$_A(2,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-44=0$

$_A(2,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-40=0$

$_A(2,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-38=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-1=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+1=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+3=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+5=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+7=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+9=0$

$_A(2,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+11=0$

$_A(2,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-12=0$

$_A(2,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-8=0$

$_A(2,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-4=0$

$_A(2,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y=0$

$_A(2,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+4=0$

$_A(2,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-19=0$

$_A(2,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-17=0$

$_A(2,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-13=0$

$_A(2,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-11=0$

$_A(2,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-7=0$

$_A(2,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-5=0$

$_A(2,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-26=0$

$_A(2,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-22=0$

$_A(2,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-18=0$

$_A(2,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-14=0$

$_A(2,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-10=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-33=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-31=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-29=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-27=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-23=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-21=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-19=0$

$_A(2,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-17=0$

$_A(2,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-40=0$

$_A(2,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-32=0$

$_A(2,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-28=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-47=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-45=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-43=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-41=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-39=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-37=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-33=0$

$_A(2,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-31=0$

$_A(2,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-54=0$

$_A(2,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-50=0$

$_A(2,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-46=0$

$_A(2,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-42=0$

$_A(2,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-38=0$

$_A(2,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-61=0$

$_A(2,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-59=0$

$_A(2,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-55=0$

$_A(2,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-53=0$

$_A(2,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-49=0$

$_A(2,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-47=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-4=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-2=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+2=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+4=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+6=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+8=0$

$_A(2,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+10=0$

$_A(2,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-14=0$

$_A(2,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-10=0$

$_A(2,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-6=0$

$_A(2,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-2=0$

$_A(2,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+2=0$

$_A(2,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-22=0$

$_A(2,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-20=0$

$_A(2,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-16=0$

$_A(2,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-14=0$

$_A(2,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-10=0$

$_A(2,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-8=0$

$_A(2,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-30=0$

$_A(2,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-26=0$

$_A(2,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-22=0$

$_A(2,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-18=0$

$_A(2,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-14=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-38=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-36=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-34=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-32=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-28=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-26=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-24=0$

$_A(2,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-22=0$

$_A(2,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-46=0$

$_A(2,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-38=0$

$_A(2,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-34=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-54=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-52=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-50=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-48=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-46=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-44=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-40=0$

$_A(2,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-38=0$

$_A(2,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-62=0$

$_A(2,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-58=0$

$_A(2,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-54=0$

$_A(2,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-50=0$

$_A(2,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-46=0$

$_A(2,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-70=0$

$_A(2,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-68=0$

$_A(2,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-64=0$

$_A(2,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-62=0$

$_A(2,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-58=0$

$_A(2,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-56=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-3=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-1=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+1=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+3=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+5=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+7=0$

$_A(2,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+9=0$

$_A(2,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-16=0$

$_A(2,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-12=0$

$_A(2,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-8=0$

$_A(2,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-4=0$

$_A(2,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y=0$

$_A(2,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-25=0$

$_A(2,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-23=0$

$_A(2,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-19=0$

$_A(2,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-17=0$

$_A(2,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-13=0$

$_A(2,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-11=0$

$_A(2,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-34=0$

$_A(2,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-30=0$

$_A(2,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-26=0$

$_A(2,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-22=0$

$_A(2,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-18=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-43=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-41=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-39=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-37=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-33=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-31=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-29=0$

$_A(2,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-27=0$

$_A(2,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-52=0$

$_A(2,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-44=0$

$_A(2,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-40=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-61=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-59=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-57=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-55=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-53=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-51=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-47=0$

$_A(2,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-45=0$

$_A(2,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-70=0$

$_A(2,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-66=0$

$_A(2,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-62=0$

$_A(2,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-58=0$

$_A(2,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-54=0$

$_A(2,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-79=0$

$_A(2,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-77=0$

$_A(2,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-73=0$

$_A(2,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-71=0$

$_A(2,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-67=0$

$_A(2,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-65=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+2=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+8=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+11=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+14=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+17=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+20=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+23=0$

$_A(3,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+26=0$

$_A(3,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+1=0$

$_A(3,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+7=0$

$_A(3,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+13=0$

$_A(3,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+19=0$

$_A(3,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+25=0$

$_A(3,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y=0$

$_A(3,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+3=0$

$_A(3,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+9=0$

$_A(3,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+12=0$

$_A(3,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+18=0$

$_A(3,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+21=0$

$_A(3,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-1=0$

$_A(3,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+5=0$

$_A(3,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+11=0$

$_A(3,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+17=0$

$_A(3,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+23=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-2=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+1=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+4=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+7=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+13=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+16=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+19=0$

$_A(3,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+22=0$

$_A(3,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-3=0$

$_A(3,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+9=0$

$_A(3,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+15=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-4=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-1=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+2=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+5=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+8=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+11=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+17=0$

$_A(3,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+20=0$

$_A(3,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-5=0$

$_A(3,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+1=0$

$_A(3,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+7=0$

$_A(3,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+13=0$

$_A(3,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+19=0$

$_A(3,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-6=0$

$_A(3,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-3=0$

$_A(3,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+3=0$

$_A(3,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+6=0$

$_A(3,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+12=0$

$_A(3,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+15=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+4=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+7=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+10=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+13=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+16=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+19=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+22=0$

$_A(3,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+25=0$

$_A(3,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-1=0$

$_A(3,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+5=0$

$_A(3,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+11=0$

$_A(3,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+17=0$

$_A(3,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+23=0$

$_A(3,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-3=0$

$_A(3,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y=0$

$_A(3,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+6=0$

$_A(3,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+9=0$

$_A(3,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+15=0$

$_A(3,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+18=0$

$_A(3,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-5=0$

$_A(3,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+1=0$

$_A(3,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+7=0$

$_A(3,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+13=0$

$_A(3,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+19=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-7=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-4=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-1=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+2=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+8=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+11=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+14=0$

$_A(3,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+17=0$

$_A(3,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-9=0$

$_A(3,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+3=0$

$_A(3,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+9=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-11=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-8=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-5=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-2=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+1=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+4=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+10=0$

$_A(3,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+13=0$

$_A(3,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-13=0$

$_A(3,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-7=0$

$_A(3,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-1=0$

$_A(3,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+5=0$

$_A(3,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+11=0$

$_A(3,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-15=0$

$_A(3,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-12=0$

$_A(3,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-6=0$

$_A(3,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-3=0$

$_A(3,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+3=0$

$_A(3,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+6=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+6=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+9=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+12=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+15=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+18=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+21=0$

$_A(3,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+24=0$

$_A(3,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-3=0$

$_A(3,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+3=0$

$_A(3,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+9=0$

$_A(3,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+15=0$

$_A(3,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+21=0$

$_A(3,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-6=0$

$_A(3,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-3=0$

$_A(3,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+3=0$

$_A(3,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+6=0$

$_A(3,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+12=0$

$_A(3,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+15=0$

$_A(3,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-9=0$

$_A(3,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-3=0$

$_A(3,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+3=0$

$_A(3,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+9=0$

$_A(3,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+15=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-12=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-9=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-6=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-3=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+3=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+6=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+9=0$

$_A(3,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+12=0$

$_A(3,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-15=0$

$_A(3,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-3=0$

$_A(3,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+3=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-18=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-15=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-12=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-9=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-6=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-3=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+3=0$

$_A(3,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+6=0$

$_A(3,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-21=0$

$_A(3,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-15=0$

$_A(3,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-9=0$

$_A(3,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-3=0$

$_A(3,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+3=0$

$_A(3,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-24=0$

$_A(3,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-21=0$

$_A(3,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-15=0$

$_A(3,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-12=0$

$_A(3,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-6=0$

$_A(3,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-3=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+2=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+5=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+8=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+11=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+14=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+17=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+20=0$

$_A(3,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+23=0$

$_A(3,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-5=0$

$_A(3,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+1=0$

$_A(3,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+7=0$

$_A(3,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+13=0$

$_A(3,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+19=0$

$_A(3,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-9=0$

$_A(3,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-6=0$

$_A(3,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y=0$

$_A(3,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+3=0$

$_A(3,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+9=0$

$_A(3,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+12=0$

$_A(3,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-13=0$

$_A(3,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-7=0$

$_A(3,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-1=0$

$_A(3,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+5=0$

$_A(3,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+11=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-17=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-14=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-11=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-8=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-2=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+1=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+4=0$

$_A(3,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+7=0$

$_A(3,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-21=0$

$_A(3,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-9=0$

$_A(3,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-3=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-25=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-22=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-19=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-16=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-13=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-10=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-4=0$

$_A(3,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-1=0$

$_A(3,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-29=0$

$_A(3,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-23=0$

$_A(3,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-17=0$

$_A(3,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-11=0$

$_A(3,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-5=0$

$_A(3,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-33=0$

$_A(3,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-30=0$

$_A(3,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-24=0$

$_A(3,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-21=0$

$_A(3,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-15=0$

$_A(3,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-12=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+4=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+7=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+10=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+13=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+16=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+19=0$

$_A(3,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+22=0$

$_A(3,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-7=0$

$_A(3,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-1=0$

$_A(3,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+5=0$

$_A(3,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+11=0$

$_A(3,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+17=0$

$_A(3,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-12=0$

$_A(3,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-9=0$

$_A(3,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-3=0$

$_A(3,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y=0$

$_A(3,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+6=0$

$_A(3,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+9=0$

$_A(3,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-17=0$

$_A(3,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-11=0$

$_A(3,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-5=0$

$_A(3,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+1=0$

$_A(3,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+7=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-22=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-19=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-16=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-13=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-7=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-4=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-1=0$

$_A(3,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+2=0$

$_A(3,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-27=0$

$_A(3,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-15=0$

$_A(3,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-9=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-32=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-29=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-26=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-23=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-20=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-17=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-11=0$

$_A(3,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-8=0$

$_A(3,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-37=0$

$_A(3,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-31=0$

$_A(3,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-25=0$

$_A(3,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-19=0$

$_A(3,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-13=0$

$_A(3,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-42=0$

$_A(3,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-39=0$

$_A(3,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-33=0$

$_A(3,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-30=0$

$_A(3,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-24=0$

$_A(3,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-21=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+3=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+6=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+9=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+12=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+15=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+18=0$

$_A(3,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+21=0$

$_A(3,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(3,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-3=0$

$_A(3,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+3=0$

$_A(3,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+9=0$

$_A(3,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+15=0$

$_A(3,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-15=0$

$_A(3,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-12=0$

$_A(3,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-6=0$

$_A(3,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-3=0$

$_A(3,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+3=0$

$_A(3,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+6=0$

$_A(3,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-21=0$

$_A(3,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-15=0$

$_A(3,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-9=0$

$_A(3,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-3=0$

$_A(3,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+3=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-27=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-24=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-21=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-18=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-12=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-9=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-6=0$

$_A(3,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-3=0$

$_A(3,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-33=0$

$_A(3,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-21=0$

$_A(3,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-15=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-39=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-36=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-33=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-30=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-27=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-24=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-18=0$

$_A(3,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-15=0$

$_A(3,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-45=0$

$_A(3,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-39=0$

$_A(3,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-33=0$

$_A(3,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-27=0$

$_A(3,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-21=0$

$_A(3,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-51=0$

$_A(3,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-48=0$

$_A(3,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-42=0$

$_A(3,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-39=0$

$_A(3,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-33=0$

$_A(3,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-30=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+2=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+5=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+8=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+11=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+14=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+17=0$

$_A(3,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+20=0$

$_A(3,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(3,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-5=0$

$_A(3,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+1=0$

$_A(3,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+7=0$

$_A(3,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+13=0$

$_A(3,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-18=0$

$_A(3,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-15=0$

$_A(3,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-9=0$

$_A(3,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-6=0$

$_A(3,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y=0$

$_A(3,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+3=0$

$_A(3,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-25=0$

$_A(3,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-19=0$

$_A(3,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-13=0$

$_A(3,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-7=0$

$_A(3,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-1=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-32=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-29=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-26=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-23=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-17=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-14=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-11=0$

$_A(3,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-8=0$

$_A(3,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-39=0$

$_A(3,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-27=0$

$_A(3,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-21=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-46=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-43=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-40=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-37=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-34=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-31=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-25=0$

$_A(3,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-22=0$

$_A(3,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-53=0$

$_A(3,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-47=0$

$_A(3,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-41=0$

$_A(3,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-35=0$

$_A(3,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-29=0$

$_A(3,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-60=0$

$_A(3,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-57=0$

$_A(3,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-51=0$

$_A(3,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-48=0$

$_A(3,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-42=0$

$_A(3,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-39=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-2=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+1=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+4=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+7=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+10=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+13=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+16=0$

$_A(3,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+19=0$

$_A(3,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-13=0$

$_A(3,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-7=0$

$_A(3,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-1=0$

$_A(3,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+5=0$

$_A(3,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+11=0$

$_A(3,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-21=0$

$_A(3,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-18=0$

$_A(3,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-12=0$

$_A(3,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-9=0$

$_A(3,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-3=0$

$_A(3,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y=0$

$_A(3,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-29=0$

$_A(3,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-23=0$

$_A(3,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-17=0$

$_A(3,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-11=0$

$_A(3,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-5=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-37=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-34=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-31=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-28=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-22=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-19=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-16=0$

$_A(3,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-13=0$

$_A(3,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-45=0$

$_A(3,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-33=0$

$_A(3,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-27=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-53=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-50=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-47=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-44=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-41=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-38=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-32=0$

$_A(3,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-29=0$

$_A(3,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-61=0$

$_A(3,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-55=0$

$_A(3,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-49=0$

$_A(3,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-43=0$

$_A(3,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-37=0$

$_A(3,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-69=0$

$_A(3,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-66=0$

$_A(3,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-60=0$

$_A(3,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-57=0$

$_A(3,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-51=0$

$_A(3,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-48=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+3=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+6=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+9=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+12=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+15=0$

$_A(3,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+18=0$

$_A(3,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-15=0$

$_A(3,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-9=0$

$_A(3,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-3=0$

$_A(3,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+3=0$

$_A(3,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+9=0$

$_A(3,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-24=0$

$_A(3,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-21=0$

$_A(3,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-15=0$

$_A(3,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-12=0$

$_A(3,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-6=0$

$_A(3,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-3=0$

$_A(3,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-33=0$

$_A(3,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-27=0$

$_A(3,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-21=0$

$_A(3,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-15=0$

$_A(3,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-9=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-42=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-39=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-36=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-33=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-27=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-24=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-21=0$

$_A(3,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-18=0$

$_A(3,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-51=0$

$_A(3,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-39=0$

$_A(3,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-33=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-60=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-57=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-54=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-51=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-48=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-45=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-39=0$

$_A(3,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-36=0$

$_A(3,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-69=0$

$_A(3,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-63=0$

$_A(3,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-57=0$

$_A(3,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-51=0$

$_A(3,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-45=0$

$_A(3,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-78=0$

$_A(3,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-75=0$

$_A(3,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-69=0$

$_A(3,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-66=0$

$_A(3,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-60=0$

$_A(3,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-57=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+3=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+11=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+15=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+19=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+23=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+27=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+31=0$

$_A(4,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+35=0$

$_A(4,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+2=0$

$_A(4,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+10=0$

$_A(4,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+18=0$

$_A(4,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+26=0$

$_A(4,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+34=0$

$_A(4,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+1=0$

$_A(4,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+5=0$

$_A(4,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+13=0$

$_A(4,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+17=0$

$_A(4,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+25=0$

$_A(4,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+29=0$

$_A(4,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y=0$

$_A(4,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+8=0$

$_A(4,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+16=0$

$_A(4,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+24=0$

$_A(4,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+32=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-1=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+3=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+7=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+11=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+19=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+23=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+27=0$

$_A(4,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+31=0$

$_A(4,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-2=0$

$_A(4,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+14=0$

$_A(4,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+22=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-3=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+1=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+5=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+9=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+13=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+17=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+25=0$

$_A(4,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+29=0$

$_A(4,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-4=0$

$_A(4,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+4=0$

$_A(4,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+12=0$

$_A(4,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+20=0$

$_A(4,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+28=0$

$_A(4,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-5=0$

$_A(4,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-1=0$

$_A(4,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+7=0$

$_A(4,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+11=0$

$_A(4,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+19=0$

$_A(4,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+23=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+6=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+10=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+14=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+18=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+22=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+26=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+30=0$

$_A(4,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+34=0$

$_A(4,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(4,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+8=0$

$_A(4,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+16=0$

$_A(4,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+24=0$

$_A(4,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+32=0$

$_A(4,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-2=0$

$_A(4,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+2=0$

$_A(4,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+10=0$

$_A(4,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+14=0$

$_A(4,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+22=0$

$_A(4,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+26=0$

$_A(4,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-4=0$

$_A(4,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+4=0$

$_A(4,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+12=0$

$_A(4,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+20=0$

$_A(4,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+28=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-6=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-2=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+2=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+6=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+14=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+18=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+22=0$

$_A(4,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+26=0$

$_A(4,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-8=0$

$_A(4,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+8=0$

$_A(4,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+16=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-10=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-6=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-2=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+2=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+6=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+10=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+18=0$

$_A(4,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+22=0$

$_A(4,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-12=0$

$_A(4,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-4=0$

$_A(4,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+4=0$

$_A(4,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+12=0$

$_A(4,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+20=0$

$_A(4,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-14=0$

$_A(4,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-10=0$

$_A(4,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-2=0$

$_A(4,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+2=0$

$_A(4,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+10=0$

$_A(4,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+14=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+9=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+13=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+17=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+21=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+25=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+29=0$

$_A(4,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+33=0$

$_A(4,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-2=0$

$_A(4,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+6=0$

$_A(4,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+14=0$

$_A(4,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+22=0$

$_A(4,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+30=0$

$_A(4,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-5=0$

$_A(4,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-1=0$

$_A(4,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+7=0$

$_A(4,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+11=0$

$_A(4,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+19=0$

$_A(4,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+23=0$

$_A(4,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-8=0$

$_A(4,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y=0$

$_A(4,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+8=0$

$_A(4,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+16=0$

$_A(4,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+24=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-11=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-7=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-3=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+1=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+9=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+13=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+17=0$

$_A(4,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+21=0$

$_A(4,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-14=0$

$_A(4,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+2=0$

$_A(4,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+10=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-17=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-13=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-9=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-5=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-1=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+3=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+11=0$

$_A(4,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+15=0$

$_A(4,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-20=0$

$_A(4,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-12=0$

$_A(4,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-4=0$

$_A(4,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+4=0$

$_A(4,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+12=0$

$_A(4,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-23=0$

$_A(4,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-19=0$

$_A(4,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-11=0$

$_A(4,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-7=0$

$_A(4,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+1=0$

$_A(4,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+5=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+4=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+8=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+12=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+16=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+20=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+24=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+28=0$

$_A(4,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+32=0$

$_A(4,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-4=0$

$_A(4,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+4=0$

$_A(4,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+12=0$

$_A(4,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+20=0$

$_A(4,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+28=0$

$_A(4,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-8=0$

$_A(4,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-4=0$

$_A(4,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+4=0$

$_A(4,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+8=0$

$_A(4,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+16=0$

$_A(4,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+20=0$

$_A(4,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-12=0$

$_A(4,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-4=0$

$_A(4,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+4=0$

$_A(4,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+12=0$

$_A(4,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+20=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-16=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-12=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-8=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-4=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+4=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+8=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+12=0$

$_A(4,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+16=0$

$_A(4,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-20=0$

$_A(4,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-4=0$

$_A(4,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+4=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-24=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-20=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-16=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-12=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-8=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-4=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+4=0$

$_A(4,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+8=0$

$_A(4,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-28=0$

$_A(4,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-20=0$

$_A(4,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-12=0$

$_A(4,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-4=0$

$_A(4,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+4=0$

$_A(4,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-32=0$

$_A(4,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-28=0$

$_A(4,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-20=0$

$_A(4,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-16=0$

$_A(4,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-8=0$

$_A(4,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-4=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+7=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+11=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+15=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+19=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+23=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+27=0$

$_A(4,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+31=0$

$_A(4,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-6=0$

$_A(4,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+2=0$

$_A(4,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+10=0$

$_A(4,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+18=0$

$_A(4,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+26=0$

$_A(4,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-11=0$

$_A(4,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-7=0$

$_A(4,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+1=0$

$_A(4,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+5=0$

$_A(4,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+13=0$

$_A(4,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+17=0$

$_A(4,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-16=0$

$_A(4,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-8=0$

$_A(4,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y=0$

$_A(4,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+8=0$

$_A(4,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+16=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-21=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-17=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-13=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-9=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-1=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+3=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+7=0$

$_A(4,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+11=0$

$_A(4,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-26=0$

$_A(4,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-10=0$

$_A(4,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-2=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-31=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-27=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-23=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-19=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-15=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-11=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-3=0$

$_A(4,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+1=0$

$_A(4,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-36=0$

$_A(4,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-28=0$

$_A(4,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-20=0$

$_A(4,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-12=0$

$_A(4,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-4=0$

$_A(4,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-41=0$

$_A(4,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-37=0$

$_A(4,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-29=0$

$_A(4,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-25=0$

$_A(4,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-17=0$

$_A(4,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-13=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+2=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+6=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+10=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+14=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+18=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+22=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+26=0$

$_A(4,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+30=0$

$_A(4,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-8=0$

$_A(4,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y=0$

$_A(4,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+8=0$

$_A(4,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+16=0$

$_A(4,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+24=0$

$_A(4,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-14=0$

$_A(4,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-10=0$

$_A(4,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-2=0$

$_A(4,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+2=0$

$_A(4,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+10=0$

$_A(4,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+14=0$

$_A(4,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-20=0$

$_A(4,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-12=0$

$_A(4,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-4=0$

$_A(4,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+4=0$

$_A(4,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+12=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-26=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-22=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-18=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-14=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-6=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-2=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+2=0$

$_A(4,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+6=0$

$_A(4,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-32=0$

$_A(4,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-16=0$

$_A(4,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-8=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-38=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-34=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-30=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-26=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-22=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-18=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-10=0$

$_A(4,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-6=0$

$_A(4,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-44=0$

$_A(4,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-36=0$

$_A(4,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-28=0$

$_A(4,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-20=0$

$_A(4,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-12=0$

$_A(4,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-50=0$

$_A(4,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-46=0$

$_A(4,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-38=0$

$_A(4,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-34=0$

$_A(4,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-26=0$

$_A(4,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-22=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+5=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+9=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+13=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+17=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+21=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+25=0$

$_A(4,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+29=0$

$_A(4,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(4,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-2=0$

$_A(4,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+6=0$

$_A(4,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+14=0$

$_A(4,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+22=0$

$_A(4,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-17=0$

$_A(4,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-13=0$

$_A(4,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-5=0$

$_A(4,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-1=0$

$_A(4,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+7=0$

$_A(4,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+11=0$

$_A(4,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-24=0$

$_A(4,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-16=0$

$_A(4,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-8=0$

$_A(4,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y=0$

$_A(4,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+8=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-31=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-27=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-23=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-19=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-11=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-7=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-3=0$

$_A(4,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+1=0$

$_A(4,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-38=0$

$_A(4,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-22=0$

$_A(4,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-14=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-45=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-41=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-37=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-33=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-29=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-25=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-17=0$

$_A(4,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-13=0$

$_A(4,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-52=0$

$_A(4,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-44=0$

$_A(4,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-36=0$

$_A(4,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-28=0$

$_A(4,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-20=0$

$_A(4,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-59=0$

$_A(4,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-55=0$

$_A(4,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-47=0$

$_A(4,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-43=0$

$_A(4,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-35=0$

$_A(4,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-31=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+4=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+8=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+12=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+16=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+20=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+24=0$

$_A(4,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+28=0$

$_A(4,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-12=0$

$_A(4,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-4=0$

$_A(4,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+4=0$

$_A(4,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+12=0$

$_A(4,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+20=0$

$_A(4,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-20=0$

$_A(4,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-16=0$

$_A(4,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-8=0$

$_A(4,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-4=0$

$_A(4,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+4=0$

$_A(4,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+8=0$

$_A(4,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-28=0$

$_A(4,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-20=0$

$_A(4,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-12=0$

$_A(4,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-4=0$

$_A(4,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+4=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-36=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-32=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-28=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-24=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-16=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-12=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-8=0$

$_A(4,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-4=0$

$_A(4,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-44=0$

$_A(4,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-28=0$

$_A(4,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-20=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-52=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-48=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-44=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-40=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-36=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-32=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-24=0$

$_A(4,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-20=0$

$_A(4,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-60=0$

$_A(4,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-52=0$

$_A(4,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-44=0$

$_A(4,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-36=0$

$_A(4,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-28=0$

$_A(4,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-68=0$

$_A(4,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-64=0$

$_A(4,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-56=0$

$_A(4,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-52=0$

$_A(4,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-44=0$

$_A(4,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-40=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+3=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+7=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+11=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+15=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+19=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+23=0$

$_A(4,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+27=0$

$_A(4,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-14=0$

$_A(4,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-6=0$

$_A(4,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+2=0$

$_A(4,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+10=0$

$_A(4,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+18=0$

$_A(4,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-23=0$

$_A(4,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-19=0$

$_A(4,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-11=0$

$_A(4,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-7=0$

$_A(4,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+1=0$

$_A(4,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+5=0$

$_A(4,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-32=0$

$_A(4,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-24=0$

$_A(4,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-16=0$

$_A(4,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-8=0$

$_A(4,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-41=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-37=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-33=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-29=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-21=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-17=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-13=0$

$_A(4,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-9=0$

$_A(4,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-50=0$

$_A(4,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-34=0$

$_A(4,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-26=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-59=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-55=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-51=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-47=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-43=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-39=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-31=0$

$_A(4,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-27=0$

$_A(4,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-68=0$

$_A(4,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-60=0$

$_A(4,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-52=0$

$_A(4,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-44=0$

$_A(4,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-36=0$

$_A(4,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-77=0$

$_A(4,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-73=0$

$_A(4,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-65=0$

$_A(4,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-61=0$

$_A(4,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-53=0$

$_A(4,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-49=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+4=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+14=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+19=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+24=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+29=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+34=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+39=0$

$_A(5,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+44=0$

$_A(5,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+3=0$

$_A(5,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+13=0$

$_A(5,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+23=0$

$_A(5,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+33=0$

$_A(5,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+43=0$

$_A(5,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+2=0$

$_A(5,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+7=0$

$_A(5,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+17=0$

$_A(5,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+22=0$

$_A(5,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+32=0$

$_A(5,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+37=0$

$_A(5,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+1=0$

$_A(5,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+11=0$

$_A(5,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+21=0$

$_A(5,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+31=0$

$_A(5,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+41=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+5=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+10=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+15=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+25=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+30=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+35=0$

$_A(5,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+40=0$

$_A(5,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-1=0$

$_A(5,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+19=0$

$_A(5,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+29=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-2=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+3=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+8=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+13=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+18=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+23=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+33=0$

$_A(5,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+38=0$

$_A(5,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-3=0$

$_A(5,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+7=0$

$_A(5,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+17=0$

$_A(5,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+27=0$

$_A(5,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+37=0$

$_A(5,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-4=0$

$_A(5,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+1=0$

$_A(5,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+11=0$

$_A(5,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+16=0$

$_A(5,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+26=0$

$_A(5,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+31=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+8=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+13=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+18=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+23=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+28=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+33=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+38=0$

$_A(5,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+43=0$

$_A(5,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+1=0$

$_A(5,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+11=0$

$_A(5,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+21=0$

$_A(5,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+31=0$

$_A(5,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+41=0$

$_A(5,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-1=0$

$_A(5,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+4=0$

$_A(5,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+14=0$

$_A(5,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+19=0$

$_A(5,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+29=0$

$_A(5,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+34=0$

$_A(5,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-3=0$

$_A(5,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+7=0$

$_A(5,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+17=0$

$_A(5,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+27=0$

$_A(5,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+37=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-5=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+5=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+10=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+20=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+25=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+30=0$

$_A(5,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+35=0$

$_A(5,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-7=0$

$_A(5,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+13=0$

$_A(5,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+23=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-9=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-4=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+1=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+6=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+11=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+16=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+26=0$

$_A(5,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+31=0$

$_A(5,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-11=0$

$_A(5,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-1=0$

$_A(5,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+9=0$

$_A(5,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+19=0$

$_A(5,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+29=0$

$_A(5,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-13=0$

$_A(5,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-8=0$

$_A(5,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+2=0$

$_A(5,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+7=0$

$_A(5,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+17=0$

$_A(5,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+22=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+12=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+17=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+22=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+27=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+32=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+37=0$

$_A(5,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+42=0$

$_A(5,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-1=0$

$_A(5,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+9=0$

$_A(5,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+19=0$

$_A(5,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+29=0$

$_A(5,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+39=0$

$_A(5,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-4=0$

$_A(5,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+1=0$

$_A(5,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+11=0$

$_A(5,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+16=0$

$_A(5,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+26=0$

$_A(5,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+31=0$

$_A(5,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-7=0$

$_A(5,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+3=0$

$_A(5,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+13=0$

$_A(5,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+23=0$

$_A(5,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+33=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-10=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-5=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+5=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+15=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+20=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+25=0$

$_A(5,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+30=0$

$_A(5,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-13=0$

$_A(5,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+7=0$

$_A(5,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+17=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-16=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-11=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-6=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-1=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+4=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+9=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+19=0$

$_A(5,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+24=0$

$_A(5,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-19=0$

$_A(5,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-9=0$

$_A(5,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+1=0$

$_A(5,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+11=0$

$_A(5,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+21=0$

$_A(5,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-22=0$

$_A(5,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-17=0$

$_A(5,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-7=0$

$_A(5,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-2=0$

$_A(5,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+8=0$

$_A(5,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+13=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+6=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+11=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+16=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+21=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+26=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+31=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+36=0$

$_A(5,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+41=0$

$_A(5,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-3=0$

$_A(5,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+7=0$

$_A(5,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+17=0$

$_A(5,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+27=0$

$_A(5,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+37=0$

$_A(5,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-7=0$

$_A(5,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-2=0$

$_A(5,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+8=0$

$_A(5,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+13=0$

$_A(5,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+23=0$

$_A(5,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+28=0$

$_A(5,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-11=0$

$_A(5,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-1=0$

$_A(5,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+9=0$

$_A(5,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+19=0$

$_A(5,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+29=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-15=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-10=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-5=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+10=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+15=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+20=0$

$_A(5,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+25=0$

$_A(5,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-19=0$

$_A(5,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+1=0$

$_A(5,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+11=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-23=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-18=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-13=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-8=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-3=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+2=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+12=0$

$_A(5,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+17=0$

$_A(5,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-27=0$

$_A(5,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-17=0$

$_A(5,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-7=0$

$_A(5,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+3=0$

$_A(5,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+13=0$

$_A(5,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-31=0$

$_A(5,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-26=0$

$_A(5,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-16=0$

$_A(5,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-11=0$

$_A(5,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-1=0$

$_A(5,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+4=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+10=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+15=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+20=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+25=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+30=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+35=0$

$_A(5,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+40=0$

$_A(5,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-5=0$

$_A(5,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+5=0$

$_A(5,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+15=0$

$_A(5,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+25=0$

$_A(5,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+35=0$

$_A(5,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-10=0$

$_A(5,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-5=0$

$_A(5,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+5=0$

$_A(5,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+10=0$

$_A(5,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+20=0$

$_A(5,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+25=0$

$_A(5,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-15=0$

$_A(5,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-5=0$

$_A(5,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+5=0$

$_A(5,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+15=0$

$_A(5,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+25=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-20=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-15=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-10=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-5=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+5=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+10=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+15=0$

$_A(5,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+20=0$

$_A(5,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-25=0$

$_A(5,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-5=0$

$_A(5,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+5=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-30=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-25=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-20=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-15=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-10=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-5=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+5=0$

$_A(5,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+10=0$

$_A(5,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-35=0$

$_A(5,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-25=0$

$_A(5,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-15=0$

$_A(5,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-5=0$

$_A(5,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+5=0$

$_A(5,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-40=0$

$_A(5,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-35=0$

$_A(5,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-25=0$

$_A(5,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-20=0$

$_A(5,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-10=0$

$_A(5,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-5=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+4=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+9=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+14=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+19=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+24=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+29=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+34=0$

$_A(5,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+39=0$

$_A(5,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-7=0$

$_A(5,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+3=0$

$_A(5,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+13=0$

$_A(5,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+23=0$

$_A(5,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+33=0$

$_A(5,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-13=0$

$_A(5,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-8=0$

$_A(5,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+2=0$

$_A(5,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+7=0$

$_A(5,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+17=0$

$_A(5,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+22=0$

$_A(5,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-19=0$

$_A(5,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-9=0$

$_A(5,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+1=0$

$_A(5,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+11=0$

$_A(5,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+21=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-25=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-20=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-15=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-10=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+5=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+10=0$

$_A(5,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+15=0$

$_A(5,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-31=0$

$_A(5,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-11=0$

$_A(5,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-1=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-37=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-32=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-27=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-22=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-17=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-12=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-2=0$

$_A(5,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+3=0$

$_A(5,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-43=0$

$_A(5,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-33=0$

$_A(5,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-23=0$

$_A(5,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-13=0$

$_A(5,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-3=0$

$_A(5,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-49=0$

$_A(5,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-44=0$

$_A(5,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-34=0$

$_A(5,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-29=0$

$_A(5,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-19=0$

$_A(5,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-14=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+8=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+13=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+18=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+23=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+28=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+33=0$

$_A(5,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+38=0$

$_A(5,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(5,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+1=0$

$_A(5,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+11=0$

$_A(5,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+21=0$

$_A(5,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+31=0$

$_A(5,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-16=0$

$_A(5,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-11=0$

$_A(5,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-1=0$

$_A(5,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+4=0$

$_A(5,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+14=0$

$_A(5,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+19=0$

$_A(5,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-23=0$

$_A(5,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-13=0$

$_A(5,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-3=0$

$_A(5,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+7=0$

$_A(5,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+17=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-30=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-25=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-20=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-15=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-5=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+5=0$

$_A(5,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+10=0$

$_A(5,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-37=0$

$_A(5,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-17=0$

$_A(5,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-7=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-44=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-39=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-34=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-29=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-24=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-19=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-9=0$

$_A(5,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-4=0$

$_A(5,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-51=0$

$_A(5,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-41=0$

$_A(5,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-31=0$

$_A(5,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-21=0$

$_A(5,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-11=0$

$_A(5,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-58=0$

$_A(5,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-53=0$

$_A(5,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-43=0$

$_A(5,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-38=0$

$_A(5,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-28=0$

$_A(5,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-23=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+2=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+7=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+12=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+17=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+22=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+27=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+32=0$

$_A(5,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+37=0$

$_A(5,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(5,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-1=0$

$_A(5,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+9=0$

$_A(5,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+19=0$

$_A(5,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+29=0$

$_A(5,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-19=0$

$_A(5,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-14=0$

$_A(5,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-4=0$

$_A(5,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+1=0$

$_A(5,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+11=0$

$_A(5,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+16=0$

$_A(5,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-27=0$

$_A(5,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-17=0$

$_A(5,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-7=0$

$_A(5,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+3=0$

$_A(5,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+13=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-35=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-30=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-25=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-20=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-10=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-5=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y=0$

$_A(5,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+5=0$

$_A(5,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-43=0$

$_A(5,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-23=0$

$_A(5,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-13=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-51=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-46=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-41=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-36=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-31=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-26=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-16=0$

$_A(5,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-11=0$

$_A(5,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-59=0$

$_A(5,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-49=0$

$_A(5,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-39=0$

$_A(5,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-29=0$

$_A(5,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-19=0$

$_A(5,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-67=0$

$_A(5,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-62=0$

$_A(5,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-52=0$

$_A(5,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-47=0$

$_A(5,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-37=0$

$_A(5,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-32=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+6=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+11=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+16=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+21=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+26=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+31=0$

$_A(5,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+36=0$

$_A(5,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-13=0$

$_A(5,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-3=0$

$_A(5,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+7=0$

$_A(5,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+17=0$

$_A(5,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+27=0$

$_A(5,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-22=0$

$_A(5,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-17=0$

$_A(5,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-7=0$

$_A(5,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-2=0$

$_A(5,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+8=0$

$_A(5,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+13=0$

$_A(5,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-31=0$

$_A(5,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-21=0$

$_A(5,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-11=0$

$_A(5,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-1=0$

$_A(5,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+9=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-40=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-35=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-30=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-25=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-15=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-10=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-5=0$

$_A(5,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y=0$

$_A(5,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-49=0$

$_A(5,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-29=0$

$_A(5,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-19=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-58=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-53=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-48=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-43=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-38=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-33=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-23=0$

$_A(5,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-18=0$

$_A(5,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-67=0$

$_A(5,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-57=0$

$_A(5,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-47=0$

$_A(5,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-37=0$

$_A(5,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-27=0$

$_A(5,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-76=0$

$_A(5,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-71=0$

$_A(5,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-61=0$

$_A(5,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-56=0$

$_A(5,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-46=0$

$_A(5,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-41=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+5=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+17=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+23=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+29=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+35=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+41=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+47=0$

$_A(6,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+53=0$

$_A(6,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+4=0$

$_A(6,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+16=0$

$_A(6,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+28=0$

$_A(6,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+40=0$

$_A(6,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+52=0$

$_A(6,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+3=0$

$_A(6,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+9=0$

$_A(6,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+21=0$

$_A(6,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+27=0$

$_A(6,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+39=0$

$_A(6,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+45=0$

$_A(6,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+2=0$

$_A(6,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+14=0$

$_A(6,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+26=0$

$_A(6,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+38=0$

$_A(6,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+50=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+1=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+7=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+13=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+19=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+31=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+37=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+43=0$

$_A(6,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+49=0$

$_A(6,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y=0$

$_A(6,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+24=0$

$_A(6,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+36=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-1=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+5=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+11=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+17=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+23=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+29=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+41=0$

$_A(6,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+47=0$

$_A(6,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-2=0$

$_A(6,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+10=0$

$_A(6,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+22=0$

$_A(6,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+34=0$

$_A(6,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+46=0$

$_A(6,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-3=0$

$_A(6,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+3=0$

$_A(6,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+15=0$

$_A(6,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+21=0$

$_A(6,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+33=0$

$_A(6,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+39=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+10=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+16=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+22=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+28=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+34=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+40=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+46=0$

$_A(6,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+52=0$

$_A(6,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+2=0$

$_A(6,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+14=0$

$_A(6,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+26=0$

$_A(6,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+38=0$

$_A(6,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+50=0$

$_A(6,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y=0$

$_A(6,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+6=0$

$_A(6,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+18=0$

$_A(6,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+24=0$

$_A(6,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+36=0$

$_A(6,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+42=0$

$_A(6,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-2=0$

$_A(6,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+10=0$

$_A(6,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+22=0$

$_A(6,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+34=0$

$_A(6,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+46=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-4=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+2=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+8=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+14=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+26=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+32=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+38=0$

$_A(6,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+44=0$

$_A(6,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-6=0$

$_A(6,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+18=0$

$_A(6,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+30=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-8=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-2=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+4=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+10=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+16=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+22=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+34=0$

$_A(6,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+40=0$

$_A(6,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-10=0$

$_A(6,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+2=0$

$_A(6,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+14=0$

$_A(6,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+26=0$

$_A(6,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+38=0$

$_A(6,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-12=0$

$_A(6,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-6=0$

$_A(6,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+6=0$

$_A(6,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+12=0$

$_A(6,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+24=0$

$_A(6,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+30=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+15=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+21=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+27=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+33=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+39=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+45=0$

$_A(6,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+51=0$

$_A(6,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(6,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+12=0$

$_A(6,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+24=0$

$_A(6,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+36=0$

$_A(6,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+48=0$

$_A(6,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-3=0$

$_A(6,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+3=0$

$_A(6,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+15=0$

$_A(6,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+21=0$

$_A(6,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+33=0$

$_A(6,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+39=0$

$_A(6,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-6=0$

$_A(6,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+6=0$

$_A(6,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+18=0$

$_A(6,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+30=0$

$_A(6,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+42=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-9=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-3=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+3=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+9=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+21=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+27=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+33=0$

$_A(6,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+39=0$

$_A(6,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-12=0$

$_A(6,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+12=0$

$_A(6,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+24=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-15=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-9=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-3=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+3=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+9=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+15=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+27=0$

$_A(6,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+33=0$

$_A(6,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-18=0$

$_A(6,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-6=0$

$_A(6,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+6=0$

$_A(6,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+18=0$

$_A(6,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+30=0$

$_A(6,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-21=0$

$_A(6,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-15=0$

$_A(6,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-3=0$

$_A(6,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+3=0$

$_A(6,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+15=0$

$_A(6,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+21=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+8=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+14=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+20=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+26=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+32=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+38=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+44=0$

$_A(6,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+50=0$

$_A(6,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-2=0$

$_A(6,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+10=0$

$_A(6,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+22=0$

$_A(6,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+34=0$

$_A(6,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+46=0$

$_A(6,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-6=0$

$_A(6,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y=0$

$_A(6,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+12=0$

$_A(6,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+18=0$

$_A(6,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+30=0$

$_A(6,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+36=0$

$_A(6,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-10=0$

$_A(6,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+2=0$

$_A(6,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+14=0$

$_A(6,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+26=0$

$_A(6,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+38=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-14=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-8=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-2=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+4=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+16=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+22=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+28=0$

$_A(6,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+34=0$

$_A(6,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-18=0$

$_A(6,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+6=0$

$_A(6,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+18=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-22=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-16=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-10=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-4=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+2=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+8=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+20=0$

$_A(6,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+26=0$

$_A(6,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-26=0$

$_A(6,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-14=0$

$_A(6,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-2=0$

$_A(6,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+10=0$

$_A(6,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+22=0$

$_A(6,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-30=0$

$_A(6,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-24=0$

$_A(6,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-12=0$

$_A(6,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-6=0$

$_A(6,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+6=0$

$_A(6,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+12=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+13=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+19=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+25=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+31=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+37=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+43=0$

$_A(6,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+49=0$

$_A(6,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-4=0$

$_A(6,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+8=0$

$_A(6,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+20=0$

$_A(6,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+32=0$

$_A(6,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+44=0$

$_A(6,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-9=0$

$_A(6,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-3=0$

$_A(6,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+9=0$

$_A(6,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+15=0$

$_A(6,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+27=0$

$_A(6,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+33=0$

$_A(6,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-14=0$

$_A(6,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-2=0$

$_A(6,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+10=0$

$_A(6,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+22=0$

$_A(6,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+34=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-19=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-13=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-7=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-1=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+11=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+17=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+23=0$

$_A(6,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+29=0$

$_A(6,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-24=0$

$_A(6,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y=0$

$_A(6,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+12=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-29=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-23=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-17=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-11=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-5=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+1=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+13=0$

$_A(6,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+19=0$

$_A(6,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-34=0$

$_A(6,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-22=0$

$_A(6,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-10=0$

$_A(6,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+2=0$

$_A(6,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+14=0$

$_A(6,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-39=0$

$_A(6,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-33=0$

$_A(6,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-21=0$

$_A(6,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-15=0$

$_A(6,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-3=0$

$_A(6,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+3=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+6=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+12=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+18=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+24=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+30=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+36=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+42=0$

$_A(6,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+48=0$

$_A(6,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-6=0$

$_A(6,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+6=0$

$_A(6,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+18=0$

$_A(6,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+30=0$

$_A(6,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+42=0$

$_A(6,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-12=0$

$_A(6,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-6=0$

$_A(6,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+6=0$

$_A(6,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+12=0$

$_A(6,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+24=0$

$_A(6,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+30=0$

$_A(6,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-18=0$

$_A(6,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-6=0$

$_A(6,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+6=0$

$_A(6,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+18=0$

$_A(6,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+30=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-24=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-18=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-12=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-6=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+6=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+12=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+18=0$

$_A(6,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+24=0$

$_A(6,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-30=0$

$_A(6,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-6=0$

$_A(6,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+6=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-36=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-30=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-24=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-18=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-12=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-6=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+6=0$

$_A(6,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+12=0$

$_A(6,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-42=0$

$_A(6,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-30=0$

$_A(6,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-18=0$

$_A(6,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-6=0$

$_A(6,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+6=0$

$_A(6,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-48=0$

$_A(6,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-42=0$

$_A(6,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-30=0$

$_A(6,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-24=0$

$_A(6,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-12=0$

$_A(6,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-6=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+11=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+17=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+23=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+29=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+35=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+41=0$

$_A(6,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+47=0$

$_A(6,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-8=0$

$_A(6,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+4=0$

$_A(6,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+16=0$

$_A(6,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+28=0$

$_A(6,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+40=0$

$_A(6,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-15=0$

$_A(6,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-9=0$

$_A(6,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+3=0$

$_A(6,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+9=0$

$_A(6,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+21=0$

$_A(6,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+27=0$

$_A(6,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-22=0$

$_A(6,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-10=0$

$_A(6,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+2=0$

$_A(6,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+14=0$

$_A(6,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+26=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-29=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-23=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-17=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-11=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+1=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+7=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+13=0$

$_A(6,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+19=0$

$_A(6,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-36=0$

$_A(6,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-12=0$

$_A(6,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-43=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-37=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-31=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-25=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-19=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-13=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-1=0$

$_A(6,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+5=0$

$_A(6,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-50=0$

$_A(6,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-38=0$

$_A(6,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-26=0$

$_A(6,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-14=0$

$_A(6,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-2=0$

$_A(6,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-57=0$

$_A(6,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-51=0$

$_A(6,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-39=0$

$_A(6,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-33=0$

$_A(6,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-21=0$

$_A(6,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-15=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+4=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+10=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+16=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+22=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+28=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+34=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+40=0$

$_A(6,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+46=0$

$_A(6,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(6,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+2=0$

$_A(6,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+14=0$

$_A(6,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+26=0$

$_A(6,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+38=0$

$_A(6,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-18=0$

$_A(6,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-12=0$

$_A(6,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y=0$

$_A(6,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+6=0$

$_A(6,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+18=0$

$_A(6,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+24=0$

$_A(6,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-26=0$

$_A(6,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-14=0$

$_A(6,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-2=0$

$_A(6,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+10=0$

$_A(6,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+22=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-34=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-28=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-22=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-16=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-4=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+2=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+8=0$

$_A(6,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+14=0$

$_A(6,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-42=0$

$_A(6,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-18=0$

$_A(6,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-6=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-50=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-44=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-38=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-32=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-26=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-20=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-8=0$

$_A(6,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-2=0$

$_A(6,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-58=0$

$_A(6,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-46=0$

$_A(6,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-34=0$

$_A(6,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-22=0$

$_A(6,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-10=0$

$_A(6,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-66=0$

$_A(6,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-60=0$

$_A(6,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-48=0$

$_A(6,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-42=0$

$_A(6,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-30=0$

$_A(6,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-24=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+9=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+15=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+21=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+27=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+33=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+39=0$

$_A(6,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+45=0$

$_A(6,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-12=0$

$_A(6,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y=0$

$_A(6,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+12=0$

$_A(6,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+24=0$

$_A(6,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+36=0$

$_A(6,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-21=0$

$_A(6,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-15=0$

$_A(6,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-3=0$

$_A(6,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+3=0$

$_A(6,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+15=0$

$_A(6,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+21=0$

$_A(6,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-30=0$

$_A(6,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-18=0$

$_A(6,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-6=0$

$_A(6,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+6=0$

$_A(6,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+18=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-39=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-33=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-27=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-21=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-9=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-3=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+3=0$

$_A(6,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+9=0$

$_A(6,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-48=0$

$_A(6,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-24=0$

$_A(6,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-12=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-57=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-51=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-45=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-39=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-33=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-27=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-15=0$

$_A(6,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-9=0$

$_A(6,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-66=0$

$_A(6,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-54=0$

$_A(6,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-42=0$

$_A(6,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-30=0$

$_A(6,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-18=0$

$_A(6,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-75=0$

$_A(6,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-69=0$

$_A(6,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-57=0$

$_A(6,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-51=0$

$_A(6,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-39=0$

$_A(6,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-33=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+6=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+13=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+20=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+27=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+34=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+41=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+48=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+55=0$

$_A(7,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+62=0$

$_A(7,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+5=0$

$_A(7,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+19=0$

$_A(7,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+33=0$

$_A(7,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+47=0$

$_A(7,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+61=0$

$_A(7,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+4=0$

$_A(7,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+11=0$

$_A(7,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+25=0$

$_A(7,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+32=0$

$_A(7,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+46=0$

$_A(7,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+53=0$

$_A(7,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+3=0$

$_A(7,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+17=0$

$_A(7,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+31=0$

$_A(7,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+45=0$

$_A(7,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+59=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+2=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+9=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+16=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+23=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+37=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+44=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+51=0$

$_A(7,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+58=0$

$_A(7,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+1=0$

$_A(7,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+29=0$

$_A(7,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+43=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+7=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+14=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+21=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+28=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+35=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+49=0$

$_A(7,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+56=0$

$_A(7,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-1=0$

$_A(7,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+13=0$

$_A(7,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+27=0$

$_A(7,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+41=0$

$_A(7,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+55=0$

$_A(7,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-2=0$

$_A(7,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+5=0$

$_A(7,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+19=0$

$_A(7,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+26=0$

$_A(7,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+40=0$

$_A(7,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+47=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+12=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+19=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+26=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+33=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+40=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+47=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+54=0$

$_A(7,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+61=0$

$_A(7,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+3=0$

$_A(7,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+17=0$

$_A(7,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+31=0$

$_A(7,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+45=0$

$_A(7,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+59=0$

$_A(7,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+1=0$

$_A(7,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+8=0$

$_A(7,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+22=0$

$_A(7,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+29=0$

$_A(7,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+43=0$

$_A(7,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+50=0$

$_A(7,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-1=0$

$_A(7,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+13=0$

$_A(7,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+27=0$

$_A(7,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+41=0$

$_A(7,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+55=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-3=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+4=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+11=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+18=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+32=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+39=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+46=0$

$_A(7,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+53=0$

$_A(7,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-5=0$

$_A(7,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+23=0$

$_A(7,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+37=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-7=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+7=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+14=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+21=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+28=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+42=0$

$_A(7,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+49=0$

$_A(7,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-9=0$

$_A(7,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+5=0$

$_A(7,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+19=0$

$_A(7,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+33=0$

$_A(7,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+47=0$

$_A(7,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-11=0$

$_A(7,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-4=0$

$_A(7,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+10=0$

$_A(7,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+17=0$

$_A(7,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+31=0$

$_A(7,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+38=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+18=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+25=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+32=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+39=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+46=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+53=0$

$_A(7,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+60=0$

$_A(7,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+1=0$

$_A(7,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+15=0$

$_A(7,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+29=0$

$_A(7,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+43=0$

$_A(7,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+57=0$

$_A(7,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-2=0$

$_A(7,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+5=0$

$_A(7,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+19=0$

$_A(7,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+26=0$

$_A(7,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+40=0$

$_A(7,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+47=0$

$_A(7,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-5=0$

$_A(7,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+9=0$

$_A(7,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+23=0$

$_A(7,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+37=0$

$_A(7,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+51=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-8=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-1=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+6=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+13=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+27=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+34=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+41=0$

$_A(7,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+48=0$

$_A(7,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-11=0$

$_A(7,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+17=0$

$_A(7,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+31=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-14=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-7=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+7=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+14=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+21=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+35=0$

$_A(7,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+42=0$

$_A(7,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-17=0$

$_A(7,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-3=0$

$_A(7,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+11=0$

$_A(7,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+25=0$

$_A(7,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+39=0$

$_A(7,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-20=0$

$_A(7,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-13=0$

$_A(7,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+1=0$

$_A(7,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+8=0$

$_A(7,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+22=0$

$_A(7,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+29=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+10=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+17=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+24=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+31=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+38=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+45=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+52=0$

$_A(7,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+59=0$

$_A(7,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-1=0$

$_A(7,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+13=0$

$_A(7,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+27=0$

$_A(7,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+41=0$

$_A(7,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+55=0$

$_A(7,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-5=0$

$_A(7,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+2=0$

$_A(7,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+16=0$

$_A(7,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+23=0$

$_A(7,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+37=0$

$_A(7,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+44=0$

$_A(7,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-9=0$

$_A(7,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+5=0$

$_A(7,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+19=0$

$_A(7,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+33=0$

$_A(7,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+47=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-13=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-6=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+1=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+8=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+22=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+29=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+36=0$

$_A(7,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+43=0$

$_A(7,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-17=0$

$_A(7,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+11=0$

$_A(7,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+25=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-21=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-14=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-7=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+7=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+14=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+28=0$

$_A(7,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+35=0$

$_A(7,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-25=0$

$_A(7,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-11=0$

$_A(7,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+3=0$

$_A(7,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+17=0$

$_A(7,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+31=0$

$_A(7,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-29=0$

$_A(7,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-22=0$

$_A(7,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-8=0$

$_A(7,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-1=0$

$_A(7,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+13=0$

$_A(7,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+20=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+16=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+23=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+30=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+37=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+44=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+51=0$

$_A(7,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+58=0$

$_A(7,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-3=0$

$_A(7,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+11=0$

$_A(7,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+25=0$

$_A(7,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+39=0$

$_A(7,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+53=0$

$_A(7,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-8=0$

$_A(7,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-1=0$

$_A(7,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+13=0$

$_A(7,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+20=0$

$_A(7,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+34=0$

$_A(7,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+41=0$

$_A(7,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-13=0$

$_A(7,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+1=0$

$_A(7,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+15=0$

$_A(7,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+29=0$

$_A(7,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+43=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-18=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-11=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-4=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+3=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+17=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+24=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+31=0$

$_A(7,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+38=0$

$_A(7,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-23=0$

$_A(7,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+5=0$

$_A(7,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+19=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-28=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-21=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-14=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-7=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+7=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+21=0$

$_A(7,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+28=0$

$_A(7,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-33=0$

$_A(7,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-19=0$

$_A(7,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-5=0$

$_A(7,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+9=0$

$_A(7,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+23=0$

$_A(7,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-38=0$

$_A(7,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-31=0$

$_A(7,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-17=0$

$_A(7,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-10=0$

$_A(7,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+4=0$

$_A(7,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+11=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+8=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+15=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+22=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+29=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+36=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+43=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+50=0$

$_A(7,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+57=0$

$_A(7,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-5=0$

$_A(7,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+9=0$

$_A(7,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+23=0$

$_A(7,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+37=0$

$_A(7,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+51=0$

$_A(7,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-11=0$

$_A(7,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-4=0$

$_A(7,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+10=0$

$_A(7,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+17=0$

$_A(7,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+31=0$

$_A(7,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+38=0$

$_A(7,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-17=0$

$_A(7,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-3=0$

$_A(7,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+11=0$

$_A(7,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+25=0$

$_A(7,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+39=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-23=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-16=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-9=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-2=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+12=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+19=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+26=0$

$_A(7,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+33=0$

$_A(7,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-29=0$

$_A(7,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-1=0$

$_A(7,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+13=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-35=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-28=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-21=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-14=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-7=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+14=0$

$_A(7,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+21=0$

$_A(7,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-41=0$

$_A(7,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-27=0$

$_A(7,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-13=0$

$_A(7,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+1=0$

$_A(7,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+15=0$

$_A(7,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-47=0$

$_A(7,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-40=0$

$_A(7,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-26=0$

$_A(7,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-19=0$

$_A(7,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-5=0$

$_A(7,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+2=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+14=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+21=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+28=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+35=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+42=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+49=0$

$_A(7,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+56=0$

$_A(7,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-7=0$

$_A(7,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+7=0$

$_A(7,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+21=0$

$_A(7,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+35=0$

$_A(7,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+49=0$

$_A(7,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-14=0$

$_A(7,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-7=0$

$_A(7,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+7=0$

$_A(7,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+14=0$

$_A(7,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+28=0$

$_A(7,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+35=0$

$_A(7,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-21=0$

$_A(7,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-7=0$

$_A(7,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+7=0$

$_A(7,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+21=0$

$_A(7,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+35=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-28=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-21=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-14=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-7=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+7=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+14=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+21=0$

$_A(7,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+28=0$

$_A(7,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-35=0$

$_A(7,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-7=0$

$_A(7,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+7=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-42=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-35=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-28=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-21=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-14=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-7=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+7=0$

$_A(7,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+14=0$

$_A(7,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-49=0$

$_A(7,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-35=0$

$_A(7,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-21=0$

$_A(7,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-7=0$

$_A(7,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+7=0$

$_A(7,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-56=0$

$_A(7,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-49=0$

$_A(7,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-35=0$

$_A(7,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-28=0$

$_A(7,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-14=0$

$_A(7,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-7=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+6=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+13=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+20=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+27=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+34=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+41=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+48=0$

$_A(7,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+55=0$

$_A(7,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(7,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+5=0$

$_A(7,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+19=0$

$_A(7,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+33=0$

$_A(7,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+47=0$

$_A(7,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-17=0$

$_A(7,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-10=0$

$_A(7,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+4=0$

$_A(7,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+11=0$

$_A(7,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+25=0$

$_A(7,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+32=0$

$_A(7,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-25=0$

$_A(7,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-11=0$

$_A(7,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+3=0$

$_A(7,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+17=0$

$_A(7,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+31=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-33=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-26=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-19=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-12=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+2=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+9=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+16=0$

$_A(7,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+23=0$

$_A(7,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-41=0$

$_A(7,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-13=0$

$_A(7,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+1=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-49=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-42=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-35=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-28=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-21=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-14=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y=0$

$_A(7,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+7=0$

$_A(7,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-57=0$

$_A(7,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-43=0$

$_A(7,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-29=0$

$_A(7,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-15=0$

$_A(7,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-1=0$

$_A(7,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-65=0$

$_A(7,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-58=0$

$_A(7,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-44=0$

$_A(7,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-37=0$

$_A(7,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-23=0$

$_A(7,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-16=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+12=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+19=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+26=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+33=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+40=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+47=0$

$_A(7,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+54=0$

$_A(7,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(7,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+3=0$

$_A(7,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+17=0$

$_A(7,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+31=0$

$_A(7,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+45=0$

$_A(7,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-20=0$

$_A(7,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-13=0$

$_A(7,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+1=0$

$_A(7,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+8=0$

$_A(7,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+22=0$

$_A(7,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+29=0$

$_A(7,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-29=0$

$_A(7,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-15=0$

$_A(7,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-1=0$

$_A(7,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+13=0$

$_A(7,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+27=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-38=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-31=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-24=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-17=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-3=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+4=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+11=0$

$_A(7,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+18=0$

$_A(7,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-47=0$

$_A(7,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-19=0$

$_A(7,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-5=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-56=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-49=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-42=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-35=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-28=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-21=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-7=0$

$_A(7,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y=0$

$_A(7,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-65=0$

$_A(7,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-51=0$

$_A(7,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-37=0$

$_A(7,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-23=0$

$_A(7,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-9=0$

$_A(7,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-74=0$

$_A(7,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-67=0$

$_A(7,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-53=0$

$_A(7,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-46=0$

$_A(7,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-32=0$

$_A(7,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-25=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+7=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+15=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+23=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+31=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+39=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+47=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+55=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+63=0$

$_A(8,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+71=0$

$_A(8,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+6=0$

$_A(8,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+22=0$

$_A(8,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+38=0$

$_A(8,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+54=0$

$_A(8,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+70=0$

$_A(8,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+5=0$

$_A(8,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+13=0$

$_A(8,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+29=0$

$_A(8,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+37=0$

$_A(8,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+53=0$

$_A(8,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+61=0$

$_A(8,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+4=0$

$_A(8,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+20=0$

$_A(8,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+36=0$

$_A(8,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+52=0$

$_A(8,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+68=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+3=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+11=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+19=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+27=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+43=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+51=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+59=0$

$_A(8,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+67=0$

$_A(8,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+2=0$

$_A(8,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+34=0$

$_A(8,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+50=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+1=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+9=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+17=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+25=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+33=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+41=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+57=0$

$_A(8,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+65=0$

$_A(8,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y=0$

$_A(8,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+16=0$

$_A(8,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+32=0$

$_A(8,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+48=0$

$_A(8,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+64=0$

$_A(8,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-1=0$

$_A(8,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+7=0$

$_A(8,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+23=0$

$_A(8,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+31=0$

$_A(8,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+47=0$

$_A(8,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+55=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+14=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+22=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+30=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+38=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+46=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+54=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+62=0$

$_A(8,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+70=0$

$_A(8,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+4=0$

$_A(8,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+20=0$

$_A(8,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+36=0$

$_A(8,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+52=0$

$_A(8,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+68=0$

$_A(8,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+2=0$

$_A(8,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+10=0$

$_A(8,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+26=0$

$_A(8,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+34=0$

$_A(8,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+50=0$

$_A(8,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+58=0$

$_A(8,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y=0$

$_A(8,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+16=0$

$_A(8,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+32=0$

$_A(8,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+48=0$

$_A(8,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+64=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-2=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+6=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+14=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+22=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+38=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+46=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+54=0$

$_A(8,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+62=0$

$_A(8,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-4=0$

$_A(8,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+28=0$

$_A(8,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+44=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-6=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+2=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+10=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+18=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+26=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+34=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+50=0$

$_A(8,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+58=0$

$_A(8,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-8=0$

$_A(8,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+8=0$

$_A(8,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+24=0$

$_A(8,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+40=0$

$_A(8,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+56=0$

$_A(8,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-10=0$

$_A(8,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-2=0$

$_A(8,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+14=0$

$_A(8,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+22=0$

$_A(8,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+38=0$

$_A(8,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+46=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+13=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+21=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+29=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+37=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+45=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+53=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+61=0$

$_A(8,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+69=0$

$_A(8,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+2=0$

$_A(8,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+18=0$

$_A(8,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+34=0$

$_A(8,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+50=0$

$_A(8,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+66=0$

$_A(8,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-1=0$

$_A(8,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+7=0$

$_A(8,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+23=0$

$_A(8,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+31=0$

$_A(8,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+47=0$

$_A(8,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+55=0$

$_A(8,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-4=0$

$_A(8,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+12=0$

$_A(8,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+28=0$

$_A(8,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+44=0$

$_A(8,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+60=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-7=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+1=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+9=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+17=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+33=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+41=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+49=0$

$_A(8,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+57=0$

$_A(8,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-10=0$

$_A(8,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+22=0$

$_A(8,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+38=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-13=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-5=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+3=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+11=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+19=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+27=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+43=0$

$_A(8,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+51=0$

$_A(8,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-16=0$

$_A(8,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y=0$

$_A(8,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+16=0$

$_A(8,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+32=0$

$_A(8,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+48=0$

$_A(8,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-19=0$

$_A(8,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-11=0$

$_A(8,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+5=0$

$_A(8,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+13=0$

$_A(8,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+29=0$

$_A(8,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+37=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+12=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+20=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+28=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+36=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+44=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+52=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+60=0$

$_A(8,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+68=0$

$_A(8,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(8,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+16=0$

$_A(8,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+32=0$

$_A(8,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+48=0$

$_A(8,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+64=0$

$_A(8,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-4=0$

$_A(8,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+4=0$

$_A(8,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+20=0$

$_A(8,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+28=0$

$_A(8,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+44=0$

$_A(8,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+52=0$

$_A(8,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-8=0$

$_A(8,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+8=0$

$_A(8,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+24=0$

$_A(8,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+40=0$

$_A(8,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+56=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-12=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-4=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+4=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+12=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+28=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+36=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+44=0$

$_A(8,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+52=0$

$_A(8,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-16=0$

$_A(8,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+16=0$

$_A(8,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+32=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-20=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-12=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-4=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+4=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+12=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+20=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+36=0$

$_A(8,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+44=0$

$_A(8,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-24=0$

$_A(8,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-8=0$

$_A(8,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+8=0$

$_A(8,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+24=0$

$_A(8,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+40=0$

$_A(8,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-28=0$

$_A(8,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-20=0$

$_A(8,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-4=0$

$_A(8,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+4=0$

$_A(8,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+20=0$

$_A(8,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+28=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+19=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+27=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+35=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+43=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+51=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+59=0$

$_A(8,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+67=0$

$_A(8,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-2=0$

$_A(8,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+14=0$

$_A(8,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+30=0$

$_A(8,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+46=0$

$_A(8,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+62=0$

$_A(8,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-7=0$

$_A(8,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+1=0$

$_A(8,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+17=0$

$_A(8,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+25=0$

$_A(8,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+41=0$

$_A(8,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+49=0$

$_A(8,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-12=0$

$_A(8,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+4=0$

$_A(8,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+20=0$

$_A(8,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+36=0$

$_A(8,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+52=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-17=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-9=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-1=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+7=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+23=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+31=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+39=0$

$_A(8,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+47=0$

$_A(8,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-22=0$

$_A(8,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+10=0$

$_A(8,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+26=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-27=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-19=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-11=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-3=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+5=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+13=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+29=0$

$_A(8,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+37=0$

$_A(8,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-32=0$

$_A(8,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-16=0$

$_A(8,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y=0$

$_A(8,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+16=0$

$_A(8,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+32=0$

$_A(8,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-37=0$

$_A(8,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-29=0$

$_A(8,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-13=0$

$_A(8,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-5=0$

$_A(8,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+11=0$

$_A(8,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+19=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+10=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+18=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+26=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+34=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+42=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+50=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+58=0$

$_A(8,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+66=0$

$_A(8,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-4=0$

$_A(8,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+12=0$

$_A(8,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+28=0$

$_A(8,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+44=0$

$_A(8,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+60=0$

$_A(8,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-10=0$

$_A(8,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-2=0$

$_A(8,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+14=0$

$_A(8,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+22=0$

$_A(8,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+38=0$

$_A(8,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+46=0$

$_A(8,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-16=0$

$_A(8,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y=0$

$_A(8,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+16=0$

$_A(8,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+32=0$

$_A(8,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+48=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-22=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-14=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-6=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+2=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+18=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+26=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+34=0$

$_A(8,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+42=0$

$_A(8,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-28=0$

$_A(8,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+4=0$

$_A(8,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+20=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-34=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-26=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-18=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-10=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-2=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+6=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+22=0$

$_A(8,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+30=0$

$_A(8,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-40=0$

$_A(8,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-24=0$

$_A(8,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-8=0$

$_A(8,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+8=0$

$_A(8,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+24=0$

$_A(8,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-46=0$

$_A(8,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-38=0$

$_A(8,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-22=0$

$_A(8,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-14=0$

$_A(8,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+2=0$

$_A(8,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+10=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+17=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+25=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+33=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+41=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+49=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+57=0$

$_A(8,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+65=0$

$_A(8,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-6=0$

$_A(8,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+10=0$

$_A(8,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+26=0$

$_A(8,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+42=0$

$_A(8,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+58=0$

$_A(8,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-13=0$

$_A(8,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-5=0$

$_A(8,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+11=0$

$_A(8,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+19=0$

$_A(8,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+35=0$

$_A(8,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+43=0$

$_A(8,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-20=0$

$_A(8,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-4=0$

$_A(8,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+12=0$

$_A(8,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+28=0$

$_A(8,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+44=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-27=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-19=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-11=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-3=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+13=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+21=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+29=0$

$_A(8,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+37=0$

$_A(8,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-34=0$

$_A(8,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-2=0$

$_A(8,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+14=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-41=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-33=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-25=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-17=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-9=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-1=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+15=0$

$_A(8,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+23=0$

$_A(8,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-48=0$

$_A(8,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-32=0$

$_A(8,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-16=0$

$_A(8,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y=0$

$_A(8,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+16=0$

$_A(8,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-55=0$

$_A(8,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-47=0$

$_A(8,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-31=0$

$_A(8,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-23=0$

$_A(8,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-7=0$

$_A(8,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+1=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+8=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+16=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+24=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+32=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+40=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+48=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+56=0$

$_A(8,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+64=0$

$_A(8,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-8=0$

$_A(8,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+8=0$

$_A(8,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+24=0$

$_A(8,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+40=0$

$_A(8,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+56=0$

$_A(8,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-16=0$

$_A(8,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-8=0$

$_A(8,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+8=0$

$_A(8,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+16=0$

$_A(8,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+32=0$

$_A(8,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+40=0$

$_A(8,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-24=0$

$_A(8,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-8=0$

$_A(8,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+8=0$

$_A(8,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+24=0$

$_A(8,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+40=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-32=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-24=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-16=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-8=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+8=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+16=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+24=0$

$_A(8,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+32=0$

$_A(8,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-40=0$

$_A(8,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-8=0$

$_A(8,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+8=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-48=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-40=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-32=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-24=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-16=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-8=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+8=0$

$_A(8,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+16=0$

$_A(8,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-56=0$

$_A(8,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-40=0$

$_A(8,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-24=0$

$_A(8,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-8=0$

$_A(8,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+8=0$

$_A(8,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-64=0$

$_A(8,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-56=0$

$_A(8,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-40=0$

$_A(8,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-32=0$

$_A(8,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-16=0$

$_A(8,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-8=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+15=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+23=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+31=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+39=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+47=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+55=0$

$_A(8,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+63=0$

$_A(8,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(8,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+6=0$

$_A(8,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+22=0$

$_A(8,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+38=0$

$_A(8,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+54=0$

$_A(8,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-19=0$

$_A(8,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-11=0$

$_A(8,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+5=0$

$_A(8,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+13=0$

$_A(8,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+29=0$

$_A(8,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+37=0$

$_A(8,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-28=0$

$_A(8,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-12=0$

$_A(8,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+4=0$

$_A(8,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+20=0$

$_A(8,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+36=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-37=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-29=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-21=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-13=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+3=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+11=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+19=0$

$_A(8,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+27=0$

$_A(8,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-46=0$

$_A(8,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-14=0$

$_A(8,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+2=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-55=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-47=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-39=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-31=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-23=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-15=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+1=0$

$_A(8,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+9=0$

$_A(8,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-64=0$

$_A(8,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-48=0$

$_A(8,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-32=0$

$_A(8,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-16=0$

$_A(8,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y=0$

$_A(8,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-73=0$

$_A(8,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-65=0$

$_A(8,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-49=0$

$_A(8,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-41=0$

$_A(8,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-25=0$

$_A(8,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-17=0$

$_A(1,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-2=0$

$_A(1,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(1,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-4=0$

$_A(1,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-5=0$

$_A(1,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-6=0$

$_A(1,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-7=0$

$_A(1,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-8=0$

$_A(1,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-9=0$

$_A(1,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-10=0$

$_A(1,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-3=0$

$_A(1,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-5=0$

$_A(1,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-7=0$

$_A(1,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-9=0$

$_A(1,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-11=0$

$_A(1,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-4=0$

$_A(1,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-5=0$

$_A(1,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-7=0$

$_A(1,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-8=0$

$_A(1,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-10=0$

$_A(1,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-11=0$

$_A(1,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-5=0$

$_A(1,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-7=0$

$_A(1,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-9=0$

$_A(1,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-11=0$

$_A(1,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-13=0$

$_A(1,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-6=0$

$_A(1,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-7=0$

$_A(1,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-8=0$

$_A(1,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-9=0$

$_A(1,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-11=0$

$_A(1,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-12=0$

$_A(1,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-13=0$

$_A(1,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-14=0$

$_A(1,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-7=0$

$_A(1,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-11=0$

$_A(1,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-13=0$

$_A(1,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-8=0$

$_A(1,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-9=0$

$_A(1,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-10=0$

$_A(1,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-11=0$

$_A(1,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-12=0$

$_A(1,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-13=0$

$_A(1,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-15=0$

$_A(1,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-16=0$

$_A(1,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-9=0$

$_A(1,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-11=0$

$_A(1,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-13=0$

$_A(1,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-15=0$

$_A(1,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-17=0$

$_A(1,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-10=0$

$_A(1,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-11=0$

$_A(1,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-13=0$

$_A(1,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-14=0$

$_A(1,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-16=0$

$_A(1,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-17=0$

$_A(1,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-4=0$

$_A(1,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-5=0$

$_A(1,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-6=0$

$_A(1,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-7=0$

$_A(1,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-8=0$

$_A(1,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-9=0$

$_A(1,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-10=0$

$_A(1,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-11=0$

$_A(1,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-5=0$

$_A(1,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-7=0$

$_A(1,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-9=0$

$_A(1,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-11=0$

$_A(1,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-13=0$

$_A(1,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-7=0$

$_A(1,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-8=0$

$_A(1,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-10=0$

$_A(1,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-11=0$

$_A(1,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-13=0$

$_A(1,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-14=0$

$_A(1,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-9=0$

$_A(1,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-11=0$

$_A(1,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-13=0$

$_A(1,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-15=0$

$_A(1,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-17=0$

$_A(1,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-11=0$

$_A(1,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-12=0$

$_A(1,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-13=0$

$_A(1,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-14=0$

$_A(1,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-16=0$

$_A(1,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-17=0$

$_A(1,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-18=0$

$_A(1,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-19=0$

$_A(1,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-13=0$

$_A(1,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-17=0$

$_A(1,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-19=0$

$_A(1,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-15=0$

$_A(1,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-16=0$

$_A(1,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-17=0$

$_A(1,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-18=0$

$_A(1,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-19=0$

$_A(1,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-20=0$

$_A(1,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-22=0$

$_A(1,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-23=0$

$_A(1,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-17=0$

$_A(1,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-19=0$

$_A(1,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-21=0$

$_A(1,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-23=0$

$_A(1,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-25=0$

$_A(1,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-19=0$

$_A(1,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-20=0$

$_A(1,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-22=0$

$_A(1,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-23=0$

$_A(1,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-25=0$

$_A(1,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-26=0$

$_A(1,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(1,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-6=0$

$_A(1,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-7=0$

$_A(1,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-8=0$

$_A(1,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-9=0$

$_A(1,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-10=0$

$_A(1,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-11=0$

$_A(1,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-12=0$

$_A(1,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-7=0$

$_A(1,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-9=0$

$_A(1,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-11=0$

$_A(1,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-13=0$

$_A(1,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-15=0$

$_A(1,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-10=0$

$_A(1,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-11=0$

$_A(1,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-13=0$

$_A(1,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-14=0$

$_A(1,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-16=0$

$_A(1,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-17=0$

$_A(1,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-13=0$

$_A(1,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-15=0$

$_A(1,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-17=0$

$_A(1,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-19=0$

$_A(1,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-21=0$

$_A(1,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-16=0$

$_A(1,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-17=0$

$_A(1,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-18=0$

$_A(1,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-19=0$

$_A(1,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-21=0$

$_A(1,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-22=0$

$_A(1,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-23=0$

$_A(1,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-24=0$

$_A(1,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-19=0$

$_A(1,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-23=0$

$_A(1,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-25=0$

$_A(1,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-22=0$

$_A(1,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-23=0$

$_A(1,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-24=0$

$_A(1,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-25=0$

$_A(1,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-26=0$

$_A(1,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-27=0$

$_A(1,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-29=0$

$_A(1,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-30=0$

$_A(1,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-25=0$

$_A(1,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-27=0$

$_A(1,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-29=0$

$_A(1,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-31=0$

$_A(1,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-33=0$

$_A(1,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-28=0$

$_A(1,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-29=0$

$_A(1,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-31=0$

$_A(1,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-32=0$

$_A(1,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-34=0$

$_A(1,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-35=0$

$_A(1,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-6=0$

$_A(1,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-7=0$

$_A(1,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-8=0$

$_A(1,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-9=0$

$_A(1,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-10=0$

$_A(1,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-11=0$

$_A(1,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-12=0$

$_A(1,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-13=0$

$_A(1,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(1,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-11=0$

$_A(1,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-13=0$

$_A(1,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-15=0$

$_A(1,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-17=0$

$_A(1,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-13=0$

$_A(1,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-14=0$

$_A(1,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-16=0$

$_A(1,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-17=0$

$_A(1,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-19=0$

$_A(1,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-20=0$

$_A(1,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-17=0$

$_A(1,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-19=0$

$_A(1,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-21=0$

$_A(1,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-23=0$

$_A(1,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-25=0$

$_A(1,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-21=0$

$_A(1,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-22=0$

$_A(1,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-23=0$

$_A(1,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-24=0$

$_A(1,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-26=0$

$_A(1,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-27=0$

$_A(1,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-28=0$

$_A(1,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-29=0$

$_A(1,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-25=0$

$_A(1,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-29=0$

$_A(1,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-31=0$

$_A(1,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-29=0$

$_A(1,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-30=0$

$_A(1,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-31=0$

$_A(1,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-32=0$

$_A(1,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-33=0$

$_A(1,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-34=0$

$_A(1,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-36=0$

$_A(1,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-37=0$

$_A(1,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-33=0$

$_A(1,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-35=0$

$_A(1,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-37=0$

$_A(1,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-39=0$

$_A(1,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-41=0$

$_A(1,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-37=0$

$_A(1,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-38=0$

$_A(1,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-40=0$

$_A(1,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-41=0$

$_A(1,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-43=0$

$_A(1,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-44=0$

$_A(1,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(1,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-8=0$

$_A(1,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-9=0$

$_A(1,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-10=0$

$_A(1,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-11=0$

$_A(1,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-12=0$

$_A(1,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-13=0$

$_A(1,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-14=0$

$_A(1,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(1,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-13=0$

$_A(1,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-15=0$

$_A(1,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-17=0$

$_A(1,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-19=0$

$_A(1,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-16=0$

$_A(1,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-17=0$

$_A(1,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-19=0$

$_A(1,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-20=0$

$_A(1,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-22=0$

$_A(1,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-23=0$

$_A(1,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-21=0$

$_A(1,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-23=0$

$_A(1,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-25=0$

$_A(1,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-27=0$

$_A(1,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-29=0$

$_A(1,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-26=0$

$_A(1,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-27=0$

$_A(1,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-28=0$

$_A(1,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-29=0$

$_A(1,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-31=0$

$_A(1,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-32=0$

$_A(1,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-33=0$

$_A(1,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-34=0$

$_A(1,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-31=0$

$_A(1,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-35=0$

$_A(1,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-37=0$

$_A(1,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-36=0$

$_A(1,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-37=0$

$_A(1,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-38=0$

$_A(1,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-39=0$

$_A(1,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-40=0$

$_A(1,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-41=0$

$_A(1,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-43=0$

$_A(1,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-44=0$

$_A(1,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-41=0$

$_A(1,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-43=0$

$_A(1,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-45=0$

$_A(1,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-47=0$

$_A(1,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-49=0$

$_A(1,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-46=0$

$_A(1,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-47=0$

$_A(1,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-49=0$

$_A(1,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-50=0$

$_A(1,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-52=0$

$_A(1,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-53=0$

$_A(1,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-8=0$

$_A(1,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-9=0$

$_A(1,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-10=0$

$_A(1,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-11=0$

$_A(1,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-12=0$

$_A(1,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-13=0$

$_A(1,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-14=0$

$_A(1,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-15=0$

$_A(1,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-13=0$

$_A(1,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-15=0$

$_A(1,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-17=0$

$_A(1,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-19=0$

$_A(1,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-21=0$

$_A(1,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-19=0$

$_A(1,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-20=0$

$_A(1,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-22=0$

$_A(1,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-23=0$

$_A(1,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-25=0$

$_A(1,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-26=0$

$_A(1,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-25=0$

$_A(1,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-27=0$

$_A(1,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-29=0$

$_A(1,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-31=0$

$_A(1,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-33=0$

$_A(1,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-31=0$

$_A(1,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-32=0$

$_A(1,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-33=0$

$_A(1,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-34=0$

$_A(1,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-36=0$

$_A(1,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-37=0$

$_A(1,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-38=0$

$_A(1,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-39=0$

$_A(1,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-37=0$

$_A(1,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-41=0$

$_A(1,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-43=0$

$_A(1,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-43=0$

$_A(1,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-44=0$

$_A(1,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-45=0$

$_A(1,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-46=0$

$_A(1,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-47=0$

$_A(1,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-48=0$

$_A(1,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-50=0$

$_A(1,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-51=0$

$_A(1,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-49=0$

$_A(1,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-51=0$

$_A(1,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-53=0$

$_A(1,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-55=0$

$_A(1,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-57=0$

$_A(1,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-55=0$

$_A(1,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-56=0$

$_A(1,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-58=0$

$_A(1,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-59=0$

$_A(1,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-61=0$

$_A(1,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-62=0$

$_A(1,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(1,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-10=0$

$_A(1,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-11=0$

$_A(1,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-12=0$

$_A(1,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-13=0$

$_A(1,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-14=0$

$_A(1,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-15=0$

$_A(1,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-16=0$

$_A(1,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-15=0$

$_A(1,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-17=0$

$_A(1,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-19=0$

$_A(1,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-21=0$

$_A(1,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-23=0$

$_A(1,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-22=0$

$_A(1,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-23=0$

$_A(1,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-25=0$

$_A(1,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-26=0$

$_A(1,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-28=0$

$_A(1,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-29=0$

$_A(1,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-29=0$

$_A(1,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-31=0$

$_A(1,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-33=0$

$_A(1,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-35=0$

$_A(1,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-37=0$

$_A(1,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-36=0$

$_A(1,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-37=0$

$_A(1,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-38=0$

$_A(1,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-39=0$

$_A(1,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-41=0$

$_A(1,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-42=0$

$_A(1,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-43=0$

$_A(1,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-44=0$

$_A(1,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-43=0$

$_A(1,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-47=0$

$_A(1,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-49=0$

$_A(1,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-50=0$

$_A(1,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-51=0$

$_A(1,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-52=0$

$_A(1,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-53=0$

$_A(1,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-54=0$

$_A(1,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-55=0$

$_A(1,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-57=0$

$_A(1,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-58=0$

$_A(1,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-57=0$

$_A(1,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-59=0$

$_A(1,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-61=0$

$_A(1,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-63=0$

$_A(1,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-65=0$

$_A(1,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-64=0$

$_A(1,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-65=0$

$_A(1,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-67=0$

$_A(1,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-68=0$

$_A(1,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-70=0$

$_A(1,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-71=0$

$_A(1,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-10=0$

$_A(1,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-11=0$

$_A(1,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-12=0$

$_A(1,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-13=0$

$_A(1,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-14=0$

$_A(1,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-15=0$

$_A(1,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-16=0$

$_A(1,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-17=0$

$_A(1,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-17=0$

$_A(1,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-19=0$

$_A(1,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-21=0$

$_A(1,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-23=0$

$_A(1,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-25=0$

$_A(1,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-25=0$

$_A(1,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-26=0$

$_A(1,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-28=0$

$_A(1,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-29=0$

$_A(1,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-31=0$

$_A(1,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-32=0$

$_A(1,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-33=0$

$_A(1,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-35=0$

$_A(1,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-37=0$

$_A(1,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-39=0$

$_A(1,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-41=0$

$_A(1,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-41=0$

$_A(1,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-42=0$

$_A(1,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-43=0$

$_A(1,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-44=0$

$_A(1,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-46=0$

$_A(1,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-47=0$

$_A(1,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-48=0$

$_A(1,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-49=0$

$_A(1,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-49=0$

$_A(1,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-53=0$

$_A(1,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-55=0$

$_A(1,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-57=0$

$_A(1,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-58=0$

$_A(1,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-59=0$

$_A(1,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-60=0$

$_A(1,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-61=0$

$_A(1,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-62=0$

$_A(1,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-64=0$

$_A(1,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-65=0$

$_A(1,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-65=0$

$_A(1,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-67=0$

$_A(1,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-69=0$

$_A(1,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-71=0$

$_A(1,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-73=0$

$_A(1,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-73=0$

$_A(1,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-74=0$

$_A(1,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-76=0$

$_A(1,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-77=0$

$_A(1,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-79=0$

$_A(1,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-80=0$

$_A(1,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(1,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-12=0$

$_A(1,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-13=0$

$_A(1,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-14=0$

$_A(1,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-15=0$

$_A(1,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-16=0$

$_A(1,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-17=0$

$_A(1,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-18=0$

$_A(1,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-19=0$

$_A(1,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-21=0$

$_A(1,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-23=0$

$_A(1,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-25=0$

$_A(1,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-27=0$

$_A(1,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-28=0$

$_A(1,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-29=0$

$_A(1,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-31=0$

$_A(1,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-32=0$

$_A(1,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-34=0$

$_A(1,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-35=0$

$_A(1,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-37=0$

$_A(1,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-39=0$

$_A(1,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-41=0$

$_A(1,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-43=0$

$_A(1,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-45=0$

$_A(1,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-46=0$

$_A(1,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-47=0$

$_A(1,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-48=0$

$_A(1,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-49=0$

$_A(1,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-51=0$

$_A(1,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-52=0$

$_A(1,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-53=0$

$_A(1,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-54=0$

$_A(1,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-55=0$

$_A(1,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-59=0$

$_A(1,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-61=0$

$_A(1,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-64=0$

$_A(1,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-65=0$

$_A(1,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-66=0$

$_A(1,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-67=0$

$_A(1,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-68=0$

$_A(1,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-69=0$

$_A(1,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-71=0$

$_A(1,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-72=0$

$_A(1,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-73=0$

$_A(1,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-75=0$

$_A(1,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-77=0$

$_A(1,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-79=0$

$_A(1,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-81=0$

$_A(1,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-82=0$

$_A(1,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-83=0$

$_A(1,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-85=0$

$_A(1,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-86=0$

$_A(1,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-88=0$

$_A(1,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-89=0$

$_A(2,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-3=0$

$_A(2,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(2,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-7=0$

$_A(2,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-9=0$

$_A(2,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-11=0$

$_A(2,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-13=0$

$_A(2,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-15=0$

$_A(2,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-17=0$

$_A(2,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-19=0$

$_A(2,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-4=0$

$_A(2,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-8=0$

$_A(2,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-12=0$

$_A(2,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-16=0$

$_A(2,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-20=0$

$_A(2,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-5=0$

$_A(2,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-7=0$

$_A(2,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-11=0$

$_A(2,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-13=0$

$_A(2,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-17=0$

$_A(2,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-19=0$

$_A(2,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-6=0$

$_A(2,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-10=0$

$_A(2,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-14=0$

$_A(2,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-18=0$

$_A(2,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-22=0$

$_A(2,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-7=0$

$_A(2,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-9=0$

$_A(2,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-11=0$

$_A(2,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-13=0$

$_A(2,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-17=0$

$_A(2,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-19=0$

$_A(2,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-21=0$

$_A(2,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-23=0$

$_A(2,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-8=0$

$_A(2,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-16=0$

$_A(2,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-20=0$

$_A(2,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-9=0$

$_A(2,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-11=0$

$_A(2,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-13=0$

$_A(2,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-15=0$

$_A(2,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-17=0$

$_A(2,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-19=0$

$_A(2,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-23=0$

$_A(2,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-25=0$

$_A(2,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-10=0$

$_A(2,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-14=0$

$_A(2,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-18=0$

$_A(2,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-22=0$

$_A(2,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-26=0$

$_A(2,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-11=0$

$_A(2,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-13=0$

$_A(2,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-17=0$

$_A(2,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-19=0$

$_A(2,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-23=0$

$_A(2,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-25=0$

$_A(2,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-6=0$

$_A(2,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-8=0$

$_A(2,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-10=0$

$_A(2,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-12=0$

$_A(2,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-14=0$

$_A(2,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-16=0$

$_A(2,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-18=0$

$_A(2,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-20=0$

$_A(2,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-6=0$

$_A(2,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-10=0$

$_A(2,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-14=0$

$_A(2,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-18=0$

$_A(2,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-22=0$

$_A(2,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-8=0$

$_A(2,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-10=0$

$_A(2,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-14=0$

$_A(2,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-16=0$

$_A(2,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-20=0$

$_A(2,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-22=0$

$_A(2,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-10=0$

$_A(2,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-14=0$

$_A(2,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-18=0$

$_A(2,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-22=0$

$_A(2,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-26=0$

$_A(2,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-12=0$

$_A(2,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-14=0$

$_A(2,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-16=0$

$_A(2,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-18=0$

$_A(2,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-22=0$

$_A(2,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-24=0$

$_A(2,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-26=0$

$_A(2,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-28=0$

$_A(2,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-14=0$

$_A(2,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-22=0$

$_A(2,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-26=0$

$_A(2,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-16=0$

$_A(2,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-18=0$

$_A(2,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-20=0$

$_A(2,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-22=0$

$_A(2,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-24=0$

$_A(2,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-26=0$

$_A(2,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-30=0$

$_A(2,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-32=0$

$_A(2,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-18=0$

$_A(2,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-22=0$

$_A(2,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-26=0$

$_A(2,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-30=0$

$_A(2,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-34=0$

$_A(2,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-20=0$

$_A(2,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-22=0$

$_A(2,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-26=0$

$_A(2,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-28=0$

$_A(2,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-32=0$

$_A(2,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-34=0$

$_A(2,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(2,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-9=0$

$_A(2,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-11=0$

$_A(2,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-13=0$

$_A(2,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-15=0$

$_A(2,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-17=0$

$_A(2,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-19=0$

$_A(2,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-21=0$

$_A(2,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-8=0$

$_A(2,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-12=0$

$_A(2,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-16=0$

$_A(2,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-20=0$

$_A(2,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-24=0$

$_A(2,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-11=0$

$_A(2,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-13=0$

$_A(2,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-17=0$

$_A(2,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-19=0$

$_A(2,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-23=0$

$_A(2,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-25=0$

$_A(2,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-14=0$

$_A(2,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-18=0$

$_A(2,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-22=0$

$_A(2,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-26=0$

$_A(2,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-30=0$

$_A(2,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-17=0$

$_A(2,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-19=0$

$_A(2,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-21=0$

$_A(2,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-23=0$

$_A(2,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-27=0$

$_A(2,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-29=0$

$_A(2,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-31=0$

$_A(2,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-33=0$

$_A(2,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-20=0$

$_A(2,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-28=0$

$_A(2,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-32=0$

$_A(2,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-23=0$

$_A(2,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-25=0$

$_A(2,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-27=0$

$_A(2,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-29=0$

$_A(2,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-31=0$

$_A(2,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-33=0$

$_A(2,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-37=0$

$_A(2,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-39=0$

$_A(2,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-26=0$

$_A(2,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-30=0$

$_A(2,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-34=0$

$_A(2,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-38=0$

$_A(2,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-42=0$

$_A(2,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-29=0$

$_A(2,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-31=0$

$_A(2,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-35=0$

$_A(2,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-37=0$

$_A(2,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-41=0$

$_A(2,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-43=0$

$_A(2,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-8=0$

$_A(2,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-10=0$

$_A(2,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-12=0$

$_A(2,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-14=0$

$_A(2,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-16=0$

$_A(2,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-18=0$

$_A(2,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-20=0$

$_A(2,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-22=0$

$_A(2,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(2,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-14=0$

$_A(2,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-18=0$

$_A(2,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-22=0$

$_A(2,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-26=0$

$_A(2,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-14=0$

$_A(2,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-16=0$

$_A(2,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-20=0$

$_A(2,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-22=0$

$_A(2,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-26=0$

$_A(2,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-28=0$

$_A(2,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-18=0$

$_A(2,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-22=0$

$_A(2,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-26=0$

$_A(2,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-30=0$

$_A(2,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-34=0$

$_A(2,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-22=0$

$_A(2,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-24=0$

$_A(2,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-26=0$

$_A(2,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-28=0$

$_A(2,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-32=0$

$_A(2,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-34=0$

$_A(2,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-36=0$

$_A(2,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-38=0$

$_A(2,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-26=0$

$_A(2,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-34=0$

$_A(2,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-38=0$

$_A(2,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-30=0$

$_A(2,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-32=0$

$_A(2,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-34=0$

$_A(2,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-36=0$

$_A(2,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-38=0$

$_A(2,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-40=0$

$_A(2,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-44=0$

$_A(2,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-46=0$

$_A(2,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-34=0$

$_A(2,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-38=0$

$_A(2,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-42=0$

$_A(2,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-46=0$

$_A(2,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-50=0$

$_A(2,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-38=0$

$_A(2,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-40=0$

$_A(2,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-44=0$

$_A(2,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-46=0$

$_A(2,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-50=0$

$_A(2,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-52=0$

$_A(2,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(2,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-11=0$

$_A(2,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-13=0$

$_A(2,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-15=0$

$_A(2,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-17=0$

$_A(2,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-19=0$

$_A(2,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-21=0$

$_A(2,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-23=0$

$_A(2,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-12=0$

$_A(2,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-16=0$

$_A(2,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-20=0$

$_A(2,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-24=0$

$_A(2,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-28=0$

$_A(2,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-17=0$

$_A(2,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-19=0$

$_A(2,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-23=0$

$_A(2,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-25=0$

$_A(2,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-29=0$

$_A(2,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-31=0$

$_A(2,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-22=0$

$_A(2,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-26=0$

$_A(2,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-30=0$

$_A(2,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-34=0$

$_A(2,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-38=0$

$_A(2,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-27=0$

$_A(2,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-29=0$

$_A(2,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-31=0$

$_A(2,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-33=0$

$_A(2,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-37=0$

$_A(2,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-39=0$

$_A(2,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-41=0$

$_A(2,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-43=0$

$_A(2,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-32=0$

$_A(2,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-40=0$

$_A(2,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-44=0$

$_A(2,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-37=0$

$_A(2,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-39=0$

$_A(2,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-41=0$

$_A(2,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-43=0$

$_A(2,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-45=0$

$_A(2,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-47=0$

$_A(2,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-51=0$

$_A(2,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-53=0$

$_A(2,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-42=0$

$_A(2,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-46=0$

$_A(2,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-50=0$

$_A(2,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-54=0$

$_A(2,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-58=0$

$_A(2,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-47=0$

$_A(2,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-49=0$

$_A(2,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-53=0$

$_A(2,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-55=0$

$_A(2,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-59=0$

$_A(2,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-61=0$

$_A(2,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-10=0$

$_A(2,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-12=0$

$_A(2,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-14=0$

$_A(2,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-16=0$

$_A(2,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-18=0$

$_A(2,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-20=0$

$_A(2,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-22=0$

$_A(2,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-24=0$

$_A(2,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-14=0$

$_A(2,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-18=0$

$_A(2,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-22=0$

$_A(2,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-26=0$

$_A(2,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-30=0$

$_A(2,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-20=0$

$_A(2,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-22=0$

$_A(2,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-26=0$

$_A(2,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-28=0$

$_A(2,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-32=0$

$_A(2,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-34=0$

$_A(2,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-26=0$

$_A(2,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-30=0$

$_A(2,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-34=0$

$_A(2,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-38=0$

$_A(2,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-42=0$

$_A(2,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-32=0$

$_A(2,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-34=0$

$_A(2,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-36=0$

$_A(2,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-38=0$

$_A(2,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-42=0$

$_A(2,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-44=0$

$_A(2,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-46=0$

$_A(2,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-48=0$

$_A(2,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-38=0$

$_A(2,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-46=0$

$_A(2,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-50=0$

$_A(2,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-44=0$

$_A(2,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-46=0$

$_A(2,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-48=0$

$_A(2,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-50=0$

$_A(2,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-52=0$

$_A(2,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-54=0$

$_A(2,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-58=0$

$_A(2,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-60=0$

$_A(2,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-50=0$

$_A(2,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-54=0$

$_A(2,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-58=0$

$_A(2,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-62=0$

$_A(2,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-66=0$

$_A(2,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-56=0$

$_A(2,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-58=0$

$_A(2,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-62=0$

$_A(2,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-64=0$

$_A(2,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-68=0$

$_A(2,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-70=0$

$_A(2,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(2,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-13=0$

$_A(2,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-15=0$

$_A(2,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-17=0$

$_A(2,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-19=0$

$_A(2,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-21=0$

$_A(2,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-23=0$

$_A(2,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-25=0$

$_A(2,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-16=0$

$_A(2,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-20=0$

$_A(2,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-24=0$

$_A(2,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-28=0$

$_A(2,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-32=0$

$_A(2,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-23=0$

$_A(2,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-25=0$

$_A(2,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-29=0$

$_A(2,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-31=0$

$_A(2,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-35=0$

$_A(2,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-37=0$

$_A(2,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-30=0$

$_A(2,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-34=0$

$_A(2,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-38=0$

$_A(2,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-42=0$

$_A(2,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-46=0$

$_A(2,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-37=0$

$_A(2,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-39=0$

$_A(2,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-41=0$

$_A(2,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-43=0$

$_A(2,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-47=0$

$_A(2,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-49=0$

$_A(2,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-51=0$

$_A(2,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-53=0$

$_A(2,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-44=0$

$_A(2,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-52=0$

$_A(2,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-56=0$

$_A(2,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-51=0$

$_A(2,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-53=0$

$_A(2,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-55=0$

$_A(2,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-57=0$

$_A(2,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-59=0$

$_A(2,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-61=0$

$_A(2,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-65=0$

$_A(2,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-67=0$

$_A(2,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-58=0$

$_A(2,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-62=0$

$_A(2,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-66=0$

$_A(2,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-70=0$

$_A(2,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-74=0$

$_A(2,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-65=0$

$_A(2,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-67=0$

$_A(2,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-71=0$

$_A(2,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-73=0$

$_A(2,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-77=0$

$_A(2,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-79=0$

$_A(2,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-12=0$

$_A(2,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-14=0$

$_A(2,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-16=0$

$_A(2,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-18=0$

$_A(2,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-20=0$

$_A(2,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-22=0$

$_A(2,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-24=0$

$_A(2,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-26=0$

$_A(2,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-18=0$

$_A(2,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-22=0$

$_A(2,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-26=0$

$_A(2,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-30=0$

$_A(2,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-34=0$

$_A(2,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-26=0$

$_A(2,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-28=0$

$_A(2,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-32=0$

$_A(2,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-34=0$

$_A(2,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-38=0$

$_A(2,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-40=0$

$_A(2,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-34=0$

$_A(2,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-38=0$

$_A(2,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-42=0$

$_A(2,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-46=0$

$_A(2,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-50=0$

$_A(2,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-42=0$

$_A(2,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-44=0$

$_A(2,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-46=0$

$_A(2,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-48=0$

$_A(2,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-52=0$

$_A(2,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-54=0$

$_A(2,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-56=0$

$_A(2,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-58=0$

$_A(2,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-50=0$

$_A(2,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-58=0$

$_A(2,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-62=0$

$_A(2,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-58=0$

$_A(2,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-60=0$

$_A(2,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-62=0$

$_A(2,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-64=0$

$_A(2,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-66=0$

$_A(2,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-68=0$

$_A(2,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-72=0$

$_A(2,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-74=0$

$_A(2,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-66=0$

$_A(2,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-70=0$

$_A(2,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-74=0$

$_A(2,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-78=0$

$_A(2,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-82=0$

$_A(2,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-74=0$

$_A(2,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-76=0$

$_A(2,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-80=0$

$_A(2,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-82=0$

$_A(2,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-86=0$

$_A(2,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-88=0$

$_A(2,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-13=0$

$_A(2,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-15=0$

$_A(2,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-17=0$

$_A(2,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-19=0$

$_A(2,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-21=0$

$_A(2,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-23=0$

$_A(2,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-25=0$

$_A(2,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-27=0$

$_A(2,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-20=0$

$_A(2,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-24=0$

$_A(2,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-28=0$

$_A(2,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-32=0$

$_A(2,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-36=0$

$_A(2,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-29=0$

$_A(2,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-31=0$

$_A(2,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-35=0$

$_A(2,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-37=0$

$_A(2,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-41=0$

$_A(2,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-43=0$

$_A(2,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-38=0$

$_A(2,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-42=0$

$_A(2,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-46=0$

$_A(2,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-50=0$

$_A(2,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-54=0$

$_A(2,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-47=0$

$_A(2,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-49=0$

$_A(2,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-51=0$

$_A(2,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-53=0$

$_A(2,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-57=0$

$_A(2,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-59=0$

$_A(2,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-61=0$

$_A(2,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-63=0$

$_A(2,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-56=0$

$_A(2,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-64=0$

$_A(2,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-68=0$

$_A(2,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-65=0$

$_A(2,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-67=0$

$_A(2,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-69=0$

$_A(2,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-71=0$

$_A(2,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-73=0$

$_A(2,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-75=0$

$_A(2,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-79=0$

$_A(2,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-81=0$

$_A(2,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-74=0$

$_A(2,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-78=0$

$_A(2,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-82=0$

$_A(2,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-86=0$

$_A(2,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-90=0$

$_A(2,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-83=0$

$_A(2,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-85=0$

$_A(2,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-89=0$

$_A(2,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-91=0$

$_A(2,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-95=0$

$_A(2,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-97=0$

$_A(3,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-4=0$

$_A(3,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(3,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-10=0$

$_A(3,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-13=0$

$_A(3,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-16=0$

$_A(3,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-19=0$

$_A(3,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-22=0$

$_A(3,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-25=0$

$_A(3,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-28=0$

$_A(3,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-5=0$

$_A(3,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-11=0$

$_A(3,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-17=0$

$_A(3,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-23=0$

$_A(3,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-29=0$

$_A(3,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-6=0$

$_A(3,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-9=0$

$_A(3,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-15=0$

$_A(3,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-18=0$

$_A(3,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-24=0$

$_A(3,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-27=0$

$_A(3,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-7=0$

$_A(3,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-13=0$

$_A(3,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-19=0$

$_A(3,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-25=0$

$_A(3,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-31=0$

$_A(3,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-8=0$

$_A(3,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-11=0$

$_A(3,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-14=0$

$_A(3,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-17=0$

$_A(3,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-23=0$

$_A(3,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-26=0$

$_A(3,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-29=0$

$_A(3,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-32=0$

$_A(3,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-9=0$

$_A(3,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-21=0$

$_A(3,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-27=0$

$_A(3,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-10=0$

$_A(3,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-13=0$

$_A(3,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-16=0$

$_A(3,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-19=0$

$_A(3,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-22=0$

$_A(3,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-25=0$

$_A(3,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-31=0$

$_A(3,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-34=0$

$_A(3,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-11=0$

$_A(3,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-17=0$

$_A(3,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-23=0$

$_A(3,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-29=0$

$_A(3,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-35=0$

$_A(3,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-12=0$

$_A(3,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-15=0$

$_A(3,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-21=0$

$_A(3,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-24=0$

$_A(3,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-30=0$

$_A(3,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-33=0$

$_A(3,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-8=0$

$_A(3,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-11=0$

$_A(3,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-14=0$

$_A(3,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-17=0$

$_A(3,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-20=0$

$_A(3,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-23=0$

$_A(3,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-26=0$

$_A(3,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-29=0$

$_A(3,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-7=0$

$_A(3,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-13=0$

$_A(3,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-19=0$

$_A(3,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-25=0$

$_A(3,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-31=0$

$_A(3,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-9=0$

$_A(3,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-12=0$

$_A(3,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-18=0$

$_A(3,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-21=0$

$_A(3,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-27=0$

$_A(3,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-30=0$

$_A(3,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-11=0$

$_A(3,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-17=0$

$_A(3,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-23=0$

$_A(3,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-29=0$

$_A(3,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-35=0$

$_A(3,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-13=0$

$_A(3,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-16=0$

$_A(3,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-19=0$

$_A(3,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-22=0$

$_A(3,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-28=0$

$_A(3,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-31=0$

$_A(3,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-34=0$

$_A(3,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-37=0$

$_A(3,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-15=0$

$_A(3,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-27=0$

$_A(3,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-33=0$

$_A(3,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-17=0$

$_A(3,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-20=0$

$_A(3,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-23=0$

$_A(3,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-26=0$

$_A(3,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-29=0$

$_A(3,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-32=0$

$_A(3,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-38=0$

$_A(3,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-41=0$

$_A(3,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-19=0$

$_A(3,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-25=0$

$_A(3,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-31=0$

$_A(3,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-37=0$

$_A(3,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-43=0$

$_A(3,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-21=0$

$_A(3,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-24=0$

$_A(3,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-30=0$

$_A(3,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-33=0$

$_A(3,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-39=0$

$_A(3,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-42=0$

$_A(3,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(3,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-12=0$

$_A(3,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-15=0$

$_A(3,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-18=0$

$_A(3,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-21=0$

$_A(3,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-24=0$

$_A(3,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-27=0$

$_A(3,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-30=0$

$_A(3,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(3,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-15=0$

$_A(3,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-21=0$

$_A(3,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-27=0$

$_A(3,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-33=0$

$_A(3,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-12=0$

$_A(3,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-15=0$

$_A(3,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-21=0$

$_A(3,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-24=0$

$_A(3,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-30=0$

$_A(3,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-33=0$

$_A(3,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-15=0$

$_A(3,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-21=0$

$_A(3,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-27=0$

$_A(3,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-33=0$

$_A(3,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-39=0$

$_A(3,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-18=0$

$_A(3,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-21=0$

$_A(3,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-24=0$

$_A(3,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-27=0$

$_A(3,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-33=0$

$_A(3,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-36=0$

$_A(3,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-39=0$

$_A(3,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-42=0$

$_A(3,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-21=0$

$_A(3,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-33=0$

$_A(3,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-39=0$

$_A(3,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-24=0$

$_A(3,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-27=0$

$_A(3,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-30=0$

$_A(3,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-33=0$

$_A(3,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-36=0$

$_A(3,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-39=0$

$_A(3,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-45=0$

$_A(3,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-48=0$

$_A(3,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-27=0$

$_A(3,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-33=0$

$_A(3,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-39=0$

$_A(3,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-45=0$

$_A(3,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-51=0$

$_A(3,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-30=0$

$_A(3,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-33=0$

$_A(3,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-39=0$

$_A(3,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-42=0$

$_A(3,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-48=0$

$_A(3,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-51=0$

$_A(3,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-10=0$

$_A(3,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-13=0$

$_A(3,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-16=0$

$_A(3,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-19=0$

$_A(3,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-22=0$

$_A(3,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-25=0$

$_A(3,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-28=0$

$_A(3,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-31=0$

$_A(3,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(3,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-17=0$

$_A(3,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-23=0$

$_A(3,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-29=0$

$_A(3,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-35=0$

$_A(3,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-15=0$

$_A(3,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-18=0$

$_A(3,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-24=0$

$_A(3,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-27=0$

$_A(3,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-33=0$

$_A(3,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-36=0$

$_A(3,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-19=0$

$_A(3,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-25=0$

$_A(3,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-31=0$

$_A(3,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-37=0$

$_A(3,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-43=0$

$_A(3,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-23=0$

$_A(3,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-26=0$

$_A(3,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-29=0$

$_A(3,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-32=0$

$_A(3,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-38=0$

$_A(3,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-41=0$

$_A(3,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-44=0$

$_A(3,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-47=0$

$_A(3,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-27=0$

$_A(3,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-39=0$

$_A(3,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-45=0$

$_A(3,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-31=0$

$_A(3,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-34=0$

$_A(3,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-37=0$

$_A(3,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-40=0$

$_A(3,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-43=0$

$_A(3,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-46=0$

$_A(3,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-52=0$

$_A(3,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-55=0$

$_A(3,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-35=0$

$_A(3,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-41=0$

$_A(3,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-47=0$

$_A(3,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-53=0$

$_A(3,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-59=0$

$_A(3,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-39=0$

$_A(3,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-42=0$

$_A(3,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-48=0$

$_A(3,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-51=0$

$_A(3,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-57=0$

$_A(3,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-60=0$

$_A(3,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(3,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-14=0$

$_A(3,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-17=0$

$_A(3,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-20=0$

$_A(3,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-23=0$

$_A(3,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-26=0$

$_A(3,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-29=0$

$_A(3,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-32=0$

$_A(3,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-13=0$

$_A(3,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-19=0$

$_A(3,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-25=0$

$_A(3,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-31=0$

$_A(3,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-37=0$

$_A(3,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-18=0$

$_A(3,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-21=0$

$_A(3,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-27=0$

$_A(3,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-30=0$

$_A(3,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-36=0$

$_A(3,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-39=0$

$_A(3,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-23=0$

$_A(3,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-29=0$

$_A(3,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-35=0$

$_A(3,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-41=0$

$_A(3,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-47=0$

$_A(3,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-28=0$

$_A(3,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-31=0$

$_A(3,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-34=0$

$_A(3,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-37=0$

$_A(3,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-43=0$

$_A(3,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-46=0$

$_A(3,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-49=0$

$_A(3,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-52=0$

$_A(3,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-33=0$

$_A(3,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-45=0$

$_A(3,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-51=0$

$_A(3,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-38=0$

$_A(3,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-41=0$

$_A(3,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-44=0$

$_A(3,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-47=0$

$_A(3,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-50=0$

$_A(3,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-53=0$

$_A(3,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-59=0$

$_A(3,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-62=0$

$_A(3,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-43=0$

$_A(3,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-49=0$

$_A(3,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-55=0$

$_A(3,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-61=0$

$_A(3,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-67=0$

$_A(3,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-48=0$

$_A(3,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-51=0$

$_A(3,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-57=0$

$_A(3,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-60=0$

$_A(3,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-66=0$

$_A(3,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-69=0$

$_A(3,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-12=0$

$_A(3,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-15=0$

$_A(3,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-18=0$

$_A(3,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-21=0$

$_A(3,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-24=0$

$_A(3,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-27=0$

$_A(3,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-30=0$

$_A(3,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-33=0$

$_A(3,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-15=0$

$_A(3,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-21=0$

$_A(3,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-27=0$

$_A(3,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-33=0$

$_A(3,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-39=0$

$_A(3,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-21=0$

$_A(3,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-24=0$

$_A(3,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-30=0$

$_A(3,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-33=0$

$_A(3,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-39=0$

$_A(3,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-42=0$

$_A(3,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-27=0$

$_A(3,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-33=0$

$_A(3,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-39=0$

$_A(3,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-45=0$

$_A(3,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-51=0$

$_A(3,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-33=0$

$_A(3,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-36=0$

$_A(3,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-39=0$

$_A(3,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-42=0$

$_A(3,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-48=0$

$_A(3,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-51=0$

$_A(3,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-54=0$

$_A(3,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-57=0$

$_A(3,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-39=0$

$_A(3,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-51=0$

$_A(3,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-57=0$

$_A(3,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-45=0$

$_A(3,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-48=0$

$_A(3,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-51=0$

$_A(3,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-54=0$

$_A(3,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-57=0$

$_A(3,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-60=0$

$_A(3,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-66=0$

$_A(3,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-69=0$

$_A(3,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-51=0$

$_A(3,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-57=0$

$_A(3,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-63=0$

$_A(3,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-69=0$

$_A(3,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-75=0$

$_A(3,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-57=0$

$_A(3,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-60=0$

$_A(3,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-66=0$

$_A(3,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-69=0$

$_A(3,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-75=0$

$_A(3,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-78=0$

$_A(3,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-13=0$

$_A(3,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-16=0$

$_A(3,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-19=0$

$_A(3,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-22=0$

$_A(3,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-25=0$

$_A(3,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-28=0$

$_A(3,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-31=0$

$_A(3,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-34=0$

$_A(3,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-17=0$

$_A(3,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-23=0$

$_A(3,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-29=0$

$_A(3,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-35=0$

$_A(3,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-41=0$

$_A(3,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-24=0$

$_A(3,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-27=0$

$_A(3,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-33=0$

$_A(3,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-36=0$

$_A(3,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-42=0$

$_A(3,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-45=0$

$_A(3,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-31=0$

$_A(3,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-37=0$

$_A(3,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-43=0$

$_A(3,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-49=0$

$_A(3,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-55=0$

$_A(3,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-38=0$

$_A(3,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-41=0$

$_A(3,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-44=0$

$_A(3,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-47=0$

$_A(3,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-53=0$

$_A(3,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-56=0$

$_A(3,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-59=0$

$_A(3,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-62=0$

$_A(3,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-45=0$

$_A(3,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-57=0$

$_A(3,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-63=0$

$_A(3,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-52=0$

$_A(3,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-55=0$

$_A(3,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-58=0$

$_A(3,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-61=0$

$_A(3,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-64=0$

$_A(3,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-67=0$

$_A(3,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-73=0$

$_A(3,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-76=0$

$_A(3,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-59=0$

$_A(3,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-65=0$

$_A(3,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-71=0$

$_A(3,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-77=0$

$_A(3,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-83=0$

$_A(3,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-66=0$

$_A(3,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-69=0$

$_A(3,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-75=0$

$_A(3,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-78=0$

$_A(3,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-84=0$

$_A(3,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-87=0$

$_A(3,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-14=0$

$_A(3,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-17=0$

$_A(3,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-20=0$

$_A(3,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-23=0$

$_A(3,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-26=0$

$_A(3,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-29=0$

$_A(3,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-32=0$

$_A(3,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-35=0$

$_A(3,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-19=0$

$_A(3,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-25=0$

$_A(3,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-31=0$

$_A(3,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-37=0$

$_A(3,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-43=0$

$_A(3,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-27=0$

$_A(3,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-30=0$

$_A(3,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-36=0$

$_A(3,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-39=0$

$_A(3,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-45=0$

$_A(3,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-48=0$

$_A(3,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-35=0$

$_A(3,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-41=0$

$_A(3,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-47=0$

$_A(3,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-53=0$

$_A(3,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-59=0$

$_A(3,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-43=0$

$_A(3,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-46=0$

$_A(3,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-49=0$

$_A(3,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-52=0$

$_A(3,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-58=0$

$_A(3,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-61=0$

$_A(3,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-64=0$

$_A(3,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-67=0$

$_A(3,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-51=0$

$_A(3,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-63=0$

$_A(3,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-69=0$

$_A(3,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-59=0$

$_A(3,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-62=0$

$_A(3,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-65=0$

$_A(3,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-68=0$

$_A(3,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-71=0$

$_A(3,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-74=0$

$_A(3,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-80=0$

$_A(3,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-83=0$

$_A(3,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-67=0$

$_A(3,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-73=0$

$_A(3,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-79=0$

$_A(3,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-85=0$

$_A(3,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-91=0$

$_A(3,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-75=0$

$_A(3,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-78=0$

$_A(3,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-84=0$

$_A(3,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-87=0$

$_A(3,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-93=0$

$_A(3,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-96=0$

$_A(3,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-15=0$

$_A(3,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-18=0$

$_A(3,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-21=0$

$_A(3,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-24=0$

$_A(3,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-27=0$

$_A(3,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-30=0$

$_A(3,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-33=0$

$_A(3,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-36=0$

$_A(3,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-21=0$

$_A(3,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-27=0$

$_A(3,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-33=0$

$_A(3,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-39=0$

$_A(3,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-45=0$

$_A(3,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-30=0$

$_A(3,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-33=0$

$_A(3,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-39=0$

$_A(3,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-42=0$

$_A(3,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-48=0$

$_A(3,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-51=0$

$_A(3,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-39=0$

$_A(3,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-45=0$

$_A(3,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-51=0$

$_A(3,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-57=0$

$_A(3,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-63=0$

$_A(3,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-48=0$

$_A(3,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-51=0$

$_A(3,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-54=0$

$_A(3,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-57=0$

$_A(3,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-63=0$

$_A(3,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-66=0$

$_A(3,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-69=0$

$_A(3,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-72=0$

$_A(3,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-57=0$

$_A(3,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-69=0$

$_A(3,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-75=0$

$_A(3,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-66=0$

$_A(3,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-69=0$

$_A(3,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-72=0$

$_A(3,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-75=0$

$_A(3,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-78=0$

$_A(3,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-81=0$

$_A(3,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-87=0$

$_A(3,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-90=0$

$_A(3,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-75=0$

$_A(3,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-81=0$

$_A(3,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-87=0$

$_A(3,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-93=0$

$_A(3,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-99=0$

$_A(3,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-84=0$

$_A(3,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-87=0$

$_A(3,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-93=0$

$_A(3,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-96=0$

$_A(3,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-102=0$

$_A(3,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-105=0$

$_A(4,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-5=0$

$_A(4,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(4,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-13=0$

$_A(4,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-17=0$

$_A(4,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-21=0$

$_A(4,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-25=0$

$_A(4,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-29=0$

$_A(4,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-33=0$

$_A(4,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-37=0$

$_A(4,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-6=0$

$_A(4,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-14=0$

$_A(4,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-22=0$

$_A(4,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-30=0$

$_A(4,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-38=0$

$_A(4,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-7=0$

$_A(4,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-11=0$

$_A(4,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-19=0$

$_A(4,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-23=0$

$_A(4,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-31=0$

$_A(4,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-35=0$

$_A(4,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-8=0$

$_A(4,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-16=0$

$_A(4,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-24=0$

$_A(4,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-32=0$

$_A(4,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-40=0$

$_A(4,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-9=0$

$_A(4,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-13=0$

$_A(4,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-17=0$

$_A(4,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-21=0$

$_A(4,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-29=0$

$_A(4,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-33=0$

$_A(4,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-37=0$

$_A(4,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-41=0$

$_A(4,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-10=0$

$_A(4,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-26=0$

$_A(4,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-34=0$

$_A(4,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-11=0$

$_A(4,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-15=0$

$_A(4,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-19=0$

$_A(4,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-23=0$

$_A(4,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-27=0$

$_A(4,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-31=0$

$_A(4,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-39=0$

$_A(4,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-43=0$

$_A(4,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-12=0$

$_A(4,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-20=0$

$_A(4,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-28=0$

$_A(4,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-36=0$

$_A(4,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-44=0$

$_A(4,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-13=0$

$_A(4,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-17=0$

$_A(4,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-25=0$

$_A(4,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-29=0$

$_A(4,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-37=0$

$_A(4,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-41=0$

$_A(4,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-10=0$

$_A(4,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-14=0$

$_A(4,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-18=0$

$_A(4,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-22=0$

$_A(4,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-26=0$

$_A(4,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-30=0$

$_A(4,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-34=0$

$_A(4,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-38=0$

$_A(4,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-8=0$

$_A(4,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-16=0$

$_A(4,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-24=0$

$_A(4,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-32=0$

$_A(4,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-40=0$

$_A(4,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-10=0$

$_A(4,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-14=0$

$_A(4,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-22=0$

$_A(4,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-26=0$

$_A(4,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-34=0$

$_A(4,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-38=0$

$_A(4,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-12=0$

$_A(4,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-20=0$

$_A(4,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-28=0$

$_A(4,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-36=0$

$_A(4,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-44=0$

$_A(4,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-14=0$

$_A(4,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-18=0$

$_A(4,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-22=0$

$_A(4,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-26=0$

$_A(4,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-34=0$

$_A(4,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-38=0$

$_A(4,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-42=0$

$_A(4,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-46=0$

$_A(4,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-16=0$

$_A(4,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-32=0$

$_A(4,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-40=0$

$_A(4,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-18=0$

$_A(4,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-22=0$

$_A(4,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-26=0$

$_A(4,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-30=0$

$_A(4,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-34=0$

$_A(4,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-38=0$

$_A(4,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-46=0$

$_A(4,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-50=0$

$_A(4,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-20=0$

$_A(4,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-28=0$

$_A(4,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-36=0$

$_A(4,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-44=0$

$_A(4,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-52=0$

$_A(4,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-22=0$

$_A(4,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-26=0$

$_A(4,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-34=0$

$_A(4,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-38=0$

$_A(4,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-46=0$

$_A(4,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-50=0$

$_A(4,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(4,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-15=0$

$_A(4,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-19=0$

$_A(4,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-23=0$

$_A(4,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-27=0$

$_A(4,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-31=0$

$_A(4,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-35=0$

$_A(4,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-39=0$

$_A(4,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(4,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-18=0$

$_A(4,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-26=0$

$_A(4,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-34=0$

$_A(4,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-42=0$

$_A(4,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-13=0$

$_A(4,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-17=0$

$_A(4,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-25=0$

$_A(4,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-29=0$

$_A(4,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-37=0$

$_A(4,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-41=0$

$_A(4,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-16=0$

$_A(4,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-24=0$

$_A(4,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-32=0$

$_A(4,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-40=0$

$_A(4,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-48=0$

$_A(4,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-19=0$

$_A(4,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-23=0$

$_A(4,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-27=0$

$_A(4,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-31=0$

$_A(4,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-39=0$

$_A(4,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-43=0$

$_A(4,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-47=0$

$_A(4,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-51=0$

$_A(4,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-22=0$

$_A(4,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-38=0$

$_A(4,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-46=0$

$_A(4,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-25=0$

$_A(4,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-29=0$

$_A(4,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-33=0$

$_A(4,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-37=0$

$_A(4,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-41=0$

$_A(4,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-45=0$

$_A(4,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-53=0$

$_A(4,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-57=0$

$_A(4,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-28=0$

$_A(4,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-36=0$

$_A(4,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-44=0$

$_A(4,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-52=0$

$_A(4,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-60=0$

$_A(4,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-31=0$

$_A(4,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-35=0$

$_A(4,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-43=0$

$_A(4,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-47=0$

$_A(4,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-55=0$

$_A(4,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-59=0$

$_A(4,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-12=0$

$_A(4,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-16=0$

$_A(4,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-20=0$

$_A(4,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-24=0$

$_A(4,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-28=0$

$_A(4,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-32=0$

$_A(4,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-36=0$

$_A(4,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-40=0$

$_A(4,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-12=0$

$_A(4,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-20=0$

$_A(4,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-28=0$

$_A(4,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-36=0$

$_A(4,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-44=0$

$_A(4,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-16=0$

$_A(4,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-20=0$

$_A(4,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-28=0$

$_A(4,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-32=0$

$_A(4,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-40=0$

$_A(4,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-44=0$

$_A(4,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-20=0$

$_A(4,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-28=0$

$_A(4,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-36=0$

$_A(4,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-44=0$

$_A(4,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-52=0$

$_A(4,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-24=0$

$_A(4,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-28=0$

$_A(4,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-32=0$

$_A(4,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-36=0$

$_A(4,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-44=0$

$_A(4,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-48=0$

$_A(4,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-52=0$

$_A(4,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-56=0$

$_A(4,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-28=0$

$_A(4,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-44=0$

$_A(4,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-52=0$

$_A(4,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-32=0$

$_A(4,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-36=0$

$_A(4,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-40=0$

$_A(4,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-44=0$

$_A(4,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-48=0$

$_A(4,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-52=0$

$_A(4,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-60=0$

$_A(4,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-64=0$

$_A(4,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-36=0$

$_A(4,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-44=0$

$_A(4,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-52=0$

$_A(4,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-60=0$

$_A(4,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-68=0$

$_A(4,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-40=0$

$_A(4,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-44=0$

$_A(4,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-52=0$

$_A(4,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-56=0$

$_A(4,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-64=0$

$_A(4,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-68=0$

$_A(4,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-13=0$

$_A(4,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-17=0$

$_A(4,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-21=0$

$_A(4,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-25=0$

$_A(4,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-29=0$

$_A(4,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-33=0$

$_A(4,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-37=0$

$_A(4,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-41=0$

$_A(4,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-14=0$

$_A(4,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-22=0$

$_A(4,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-30=0$

$_A(4,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-38=0$

$_A(4,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-46=0$

$_A(4,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-19=0$

$_A(4,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-23=0$

$_A(4,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-31=0$

$_A(4,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-35=0$

$_A(4,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-43=0$

$_A(4,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-47=0$

$_A(4,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-24=0$

$_A(4,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-32=0$

$_A(4,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-40=0$

$_A(4,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-48=0$

$_A(4,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-56=0$

$_A(4,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-29=0$

$_A(4,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-33=0$

$_A(4,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-37=0$

$_A(4,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-41=0$

$_A(4,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-49=0$

$_A(4,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-53=0$

$_A(4,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-57=0$

$_A(4,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-61=0$

$_A(4,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-34=0$

$_A(4,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-50=0$

$_A(4,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-58=0$

$_A(4,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-39=0$

$_A(4,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-43=0$

$_A(4,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-47=0$

$_A(4,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-51=0$

$_A(4,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-55=0$

$_A(4,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-59=0$

$_A(4,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-67=0$

$_A(4,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-71=0$

$_A(4,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-44=0$

$_A(4,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-52=0$

$_A(4,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-60=0$

$_A(4,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-68=0$

$_A(4,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-76=0$

$_A(4,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-49=0$

$_A(4,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-53=0$

$_A(4,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-61=0$

$_A(4,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-65=0$

$_A(4,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-73=0$

$_A(4,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-77=0$

$_A(4,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-14=0$

$_A(4,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-18=0$

$_A(4,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-22=0$

$_A(4,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-26=0$

$_A(4,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-30=0$

$_A(4,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-34=0$

$_A(4,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-38=0$

$_A(4,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-42=0$

$_A(4,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-16=0$

$_A(4,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-24=0$

$_A(4,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-32=0$

$_A(4,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-40=0$

$_A(4,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-48=0$

$_A(4,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-22=0$

$_A(4,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-26=0$

$_A(4,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-34=0$

$_A(4,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-38=0$

$_A(4,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-46=0$

$_A(4,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-50=0$

$_A(4,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-28=0$

$_A(4,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-36=0$

$_A(4,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-44=0$

$_A(4,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-52=0$

$_A(4,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-60=0$

$_A(4,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-34=0$

$_A(4,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-38=0$

$_A(4,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-42=0$

$_A(4,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-46=0$

$_A(4,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-54=0$

$_A(4,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-58=0$

$_A(4,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-62=0$

$_A(4,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-66=0$

$_A(4,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-40=0$

$_A(4,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-56=0$

$_A(4,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-64=0$

$_A(4,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-46=0$

$_A(4,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-50=0$

$_A(4,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-54=0$

$_A(4,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-58=0$

$_A(4,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-62=0$

$_A(4,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-66=0$

$_A(4,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-74=0$

$_A(4,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-78=0$

$_A(4,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-52=0$

$_A(4,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-60=0$

$_A(4,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-68=0$

$_A(4,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-76=0$

$_A(4,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-84=0$

$_A(4,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-58=0$

$_A(4,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-62=0$

$_A(4,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-70=0$

$_A(4,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-74=0$

$_A(4,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-82=0$

$_A(4,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-86=0$

$_A(4,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-15=0$

$_A(4,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-19=0$

$_A(4,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-23=0$

$_A(4,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-27=0$

$_A(4,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-31=0$

$_A(4,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-35=0$

$_A(4,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-39=0$

$_A(4,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-43=0$

$_A(4,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-18=0$

$_A(4,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-26=0$

$_A(4,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-34=0$

$_A(4,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-42=0$

$_A(4,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-50=0$

$_A(4,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-25=0$

$_A(4,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-29=0$

$_A(4,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-37=0$

$_A(4,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-41=0$

$_A(4,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-49=0$

$_A(4,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-53=0$

$_A(4,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-32=0$

$_A(4,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-40=0$

$_A(4,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-48=0$

$_A(4,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-56=0$

$_A(4,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-64=0$

$_A(4,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-39=0$

$_A(4,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-43=0$

$_A(4,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-47=0$

$_A(4,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-51=0$

$_A(4,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-59=0$

$_A(4,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-63=0$

$_A(4,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-67=0$

$_A(4,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-71=0$

$_A(4,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-46=0$

$_A(4,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-62=0$

$_A(4,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-70=0$

$_A(4,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-53=0$

$_A(4,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-57=0$

$_A(4,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-61=0$

$_A(4,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-65=0$

$_A(4,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-69=0$

$_A(4,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-73=0$

$_A(4,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-81=0$

$_A(4,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-85=0$

$_A(4,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-60=0$

$_A(4,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-68=0$

$_A(4,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-76=0$

$_A(4,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-84=0$

$_A(4,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-92=0$

$_A(4,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-67=0$

$_A(4,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-71=0$

$_A(4,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-79=0$

$_A(4,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-83=0$

$_A(4,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-91=0$

$_A(4,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-95=0$

$_A(4,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-16=0$

$_A(4,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-20=0$

$_A(4,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-24=0$

$_A(4,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-28=0$

$_A(4,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-32=0$

$_A(4,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-36=0$

$_A(4,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-40=0$

$_A(4,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-44=0$

$_A(4,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-20=0$

$_A(4,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-28=0$

$_A(4,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-36=0$

$_A(4,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-44=0$

$_A(4,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-52=0$

$_A(4,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-28=0$

$_A(4,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-32=0$

$_A(4,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-40=0$

$_A(4,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-44=0$

$_A(4,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-52=0$

$_A(4,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-56=0$

$_A(4,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-36=0$

$_A(4,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-44=0$

$_A(4,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-52=0$

$_A(4,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-60=0$

$_A(4,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-68=0$

$_A(4,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-44=0$

$_A(4,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-48=0$

$_A(4,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-52=0$

$_A(4,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-56=0$

$_A(4,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-64=0$

$_A(4,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-68=0$

$_A(4,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-72=0$

$_A(4,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-76=0$

$_A(4,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-52=0$

$_A(4,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-68=0$

$_A(4,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-76=0$

$_A(4,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-60=0$

$_A(4,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-64=0$

$_A(4,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-68=0$

$_A(4,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-72=0$

$_A(4,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-76=0$

$_A(4,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-80=0$

$_A(4,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-88=0$

$_A(4,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-92=0$

$_A(4,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-68=0$

$_A(4,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-76=0$

$_A(4,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-84=0$

$_A(4,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-92=0$

$_A(4,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-100=0$

$_A(4,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-76=0$

$_A(4,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-80=0$

$_A(4,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-88=0$

$_A(4,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-92=0$

$_A(4,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-100=0$

$_A(4,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-104=0$

$_A(4,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-17=0$

$_A(4,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-21=0$

$_A(4,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-25=0$

$_A(4,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-29=0$

$_A(4,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-33=0$

$_A(4,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-37=0$

$_A(4,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-41=0$

$_A(4,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-45=0$

$_A(4,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-22=0$

$_A(4,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-30=0$

$_A(4,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-38=0$

$_A(4,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-46=0$

$_A(4,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-54=0$

$_A(4,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-31=0$

$_A(4,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-35=0$

$_A(4,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-43=0$

$_A(4,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-47=0$

$_A(4,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-55=0$

$_A(4,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-59=0$

$_A(4,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-40=0$

$_A(4,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-48=0$

$_A(4,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-56=0$

$_A(4,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-64=0$

$_A(4,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-72=0$

$_A(4,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-49=0$

$_A(4,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-53=0$

$_A(4,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-57=0$

$_A(4,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-61=0$

$_A(4,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-69=0$

$_A(4,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-73=0$

$_A(4,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-77=0$

$_A(4,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-81=0$

$_A(4,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-58=0$

$_A(4,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-74=0$

$_A(4,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-82=0$

$_A(4,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-67=0$

$_A(4,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-71=0$

$_A(4,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-75=0$

$_A(4,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-79=0$

$_A(4,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-83=0$

$_A(4,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-87=0$

$_A(4,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-95=0$

$_A(4,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-99=0$

$_A(4,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-76=0$

$_A(4,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-84=0$

$_A(4,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-92=0$

$_A(4,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-100=0$

$_A(4,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-108=0$

$_A(4,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-85=0$

$_A(4,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-89=0$

$_A(4,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-97=0$

$_A(4,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-101=0$

$_A(4,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-109=0$

$_A(4,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-113=0$

$_A(5,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-6=0$

$_A(5,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(5,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-16=0$

$_A(5,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-21=0$

$_A(5,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-26=0$

$_A(5,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-31=0$

$_A(5,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-36=0$

$_A(5,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-41=0$

$_A(5,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-46=0$

$_A(5,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-7=0$

$_A(5,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-17=0$

$_A(5,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-27=0$

$_A(5,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-37=0$

$_A(5,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-47=0$

$_A(5,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-8=0$

$_A(5,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-13=0$

$_A(5,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-23=0$

$_A(5,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-28=0$

$_A(5,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-38=0$

$_A(5,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-43=0$

$_A(5,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-9=0$

$_A(5,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-19=0$

$_A(5,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-29=0$

$_A(5,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-39=0$

$_A(5,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-49=0$

$_A(5,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-10=0$

$_A(5,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-15=0$

$_A(5,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-20=0$

$_A(5,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-25=0$

$_A(5,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-35=0$

$_A(5,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-40=0$

$_A(5,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-45=0$

$_A(5,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-50=0$

$_A(5,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-11=0$

$_A(5,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-31=0$

$_A(5,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-41=0$

$_A(5,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-12=0$

$_A(5,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-17=0$

$_A(5,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-22=0$

$_A(5,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-27=0$

$_A(5,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-32=0$

$_A(5,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-37=0$

$_A(5,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-47=0$

$_A(5,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-52=0$

$_A(5,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-13=0$

$_A(5,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-23=0$

$_A(5,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-33=0$

$_A(5,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-43=0$

$_A(5,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-53=0$

$_A(5,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-14=0$

$_A(5,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-19=0$

$_A(5,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-29=0$

$_A(5,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-34=0$

$_A(5,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-44=0$

$_A(5,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-49=0$

$_A(5,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-12=0$

$_A(5,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-17=0$

$_A(5,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-22=0$

$_A(5,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-27=0$

$_A(5,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-32=0$

$_A(5,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-37=0$

$_A(5,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-42=0$

$_A(5,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-47=0$

$_A(5,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(5,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-19=0$

$_A(5,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-29=0$

$_A(5,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-39=0$

$_A(5,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-49=0$

$_A(5,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-11=0$

$_A(5,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-16=0$

$_A(5,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-26=0$

$_A(5,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-31=0$

$_A(5,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-41=0$

$_A(5,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-46=0$

$_A(5,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-13=0$

$_A(5,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-23=0$

$_A(5,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-33=0$

$_A(5,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-43=0$

$_A(5,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-53=0$

$_A(5,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-15=0$

$_A(5,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-20=0$

$_A(5,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-25=0$

$_A(5,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-30=0$

$_A(5,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-40=0$

$_A(5,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-45=0$

$_A(5,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-50=0$

$_A(5,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-55=0$

$_A(5,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-17=0$

$_A(5,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-37=0$

$_A(5,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-47=0$

$_A(5,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-19=0$

$_A(5,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-24=0$

$_A(5,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-29=0$

$_A(5,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-34=0$

$_A(5,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-39=0$

$_A(5,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-44=0$

$_A(5,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-54=0$

$_A(5,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-59=0$

$_A(5,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-21=0$

$_A(5,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-31=0$

$_A(5,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-41=0$

$_A(5,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-51=0$

$_A(5,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-61=0$

$_A(5,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-23=0$

$_A(5,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-28=0$

$_A(5,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-38=0$

$_A(5,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-43=0$

$_A(5,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-53=0$

$_A(5,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-58=0$

$_A(5,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-13=0$

$_A(5,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-18=0$

$_A(5,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-23=0$

$_A(5,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-28=0$

$_A(5,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-33=0$

$_A(5,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-38=0$

$_A(5,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-43=0$

$_A(5,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-48=0$

$_A(5,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(5,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-21=0$

$_A(5,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-31=0$

$_A(5,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-41=0$

$_A(5,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-51=0$

$_A(5,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-14=0$

$_A(5,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-19=0$

$_A(5,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-29=0$

$_A(5,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-34=0$

$_A(5,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-44=0$

$_A(5,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-49=0$

$_A(5,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-17=0$

$_A(5,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-27=0$

$_A(5,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-37=0$

$_A(5,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-47=0$

$_A(5,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-57=0$

$_A(5,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-20=0$

$_A(5,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-25=0$

$_A(5,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-30=0$

$_A(5,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-35=0$

$_A(5,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-45=0$

$_A(5,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-50=0$

$_A(5,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-55=0$

$_A(5,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-60=0$

$_A(5,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-23=0$

$_A(5,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-43=0$

$_A(5,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-53=0$

$_A(5,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-26=0$

$_A(5,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-31=0$

$_A(5,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-36=0$

$_A(5,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-41=0$

$_A(5,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-46=0$

$_A(5,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-51=0$

$_A(5,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-61=0$

$_A(5,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-66=0$

$_A(5,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-29=0$

$_A(5,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-39=0$

$_A(5,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-49=0$

$_A(5,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-59=0$

$_A(5,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-69=0$

$_A(5,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-32=0$

$_A(5,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-37=0$

$_A(5,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-47=0$

$_A(5,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-52=0$

$_A(5,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-62=0$

$_A(5,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-67=0$

$_A(5,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-14=0$

$_A(5,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-19=0$

$_A(5,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-24=0$

$_A(5,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-29=0$

$_A(5,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-34=0$

$_A(5,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-39=0$

$_A(5,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-44=0$

$_A(5,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-49=0$

$_A(5,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-13=0$

$_A(5,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-23=0$

$_A(5,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-33=0$

$_A(5,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-43=0$

$_A(5,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-53=0$

$_A(5,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-17=0$

$_A(5,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-22=0$

$_A(5,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-32=0$

$_A(5,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-37=0$

$_A(5,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-47=0$

$_A(5,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-52=0$

$_A(5,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-21=0$

$_A(5,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-31=0$

$_A(5,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-41=0$

$_A(5,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-51=0$

$_A(5,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-61=0$

$_A(5,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-25=0$

$_A(5,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-30=0$

$_A(5,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-35=0$

$_A(5,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-40=0$

$_A(5,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-50=0$

$_A(5,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-55=0$

$_A(5,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-60=0$

$_A(5,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-65=0$

$_A(5,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-29=0$

$_A(5,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-49=0$

$_A(5,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-59=0$

$_A(5,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-33=0$

$_A(5,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-38=0$

$_A(5,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-43=0$

$_A(5,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-48=0$

$_A(5,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-53=0$

$_A(5,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-58=0$

$_A(5,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-68=0$

$_A(5,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-73=0$

$_A(5,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-37=0$

$_A(5,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-47=0$

$_A(5,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-57=0$

$_A(5,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-67=0$

$_A(5,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-77=0$

$_A(5,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-41=0$

$_A(5,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-46=0$

$_A(5,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-56=0$

$_A(5,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-61=0$

$_A(5,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-71=0$

$_A(5,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-76=0$

$_A(5,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-15=0$

$_A(5,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-20=0$

$_A(5,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-25=0$

$_A(5,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-30=0$

$_A(5,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-35=0$

$_A(5,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-40=0$

$_A(5,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-45=0$

$_A(5,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-50=0$

$_A(5,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-15=0$

$_A(5,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-25=0$

$_A(5,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-35=0$

$_A(5,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-45=0$

$_A(5,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-55=0$

$_A(5,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-20=0$

$_A(5,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-25=0$

$_A(5,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-35=0$

$_A(5,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-40=0$

$_A(5,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-50=0$

$_A(5,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-55=0$

$_A(5,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-25=0$

$_A(5,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-35=0$

$_A(5,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-45=0$

$_A(5,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-55=0$

$_A(5,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-65=0$

$_A(5,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-30=0$

$_A(5,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-35=0$

$_A(5,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-40=0$

$_A(5,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-45=0$

$_A(5,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-55=0$

$_A(5,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-60=0$

$_A(5,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-65=0$

$_A(5,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-70=0$

$_A(5,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-35=0$

$_A(5,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-55=0$

$_A(5,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-65=0$

$_A(5,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-40=0$

$_A(5,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-45=0$

$_A(5,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-50=0$

$_A(5,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-55=0$

$_A(5,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-60=0$

$_A(5,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-65=0$

$_A(5,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-75=0$

$_A(5,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-80=0$

$_A(5,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-45=0$

$_A(5,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-55=0$

$_A(5,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-65=0$

$_A(5,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-75=0$

$_A(5,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-85=0$

$_A(5,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-50=0$

$_A(5,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-55=0$

$_A(5,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-65=0$

$_A(5,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-70=0$

$_A(5,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-80=0$

$_A(5,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-85=0$

$_A(5,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-16=0$

$_A(5,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-21=0$

$_A(5,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-26=0$

$_A(5,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-31=0$

$_A(5,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-36=0$

$_A(5,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-41=0$

$_A(5,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-46=0$

$_A(5,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-51=0$

$_A(5,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-17=0$

$_A(5,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-27=0$

$_A(5,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-37=0$

$_A(5,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-47=0$

$_A(5,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-57=0$

$_A(5,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-23=0$

$_A(5,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-28=0$

$_A(5,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-38=0$

$_A(5,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-43=0$

$_A(5,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-53=0$

$_A(5,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-58=0$

$_A(5,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-29=0$

$_A(5,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-39=0$

$_A(5,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-49=0$

$_A(5,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-59=0$

$_A(5,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-69=0$

$_A(5,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-35=0$

$_A(5,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-40=0$

$_A(5,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-45=0$

$_A(5,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-50=0$

$_A(5,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-60=0$

$_A(5,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-65=0$

$_A(5,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-70=0$

$_A(5,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-75=0$

$_A(5,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-41=0$

$_A(5,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-61=0$

$_A(5,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-71=0$

$_A(5,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-47=0$

$_A(5,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-52=0$

$_A(5,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-57=0$

$_A(5,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-62=0$

$_A(5,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-67=0$

$_A(5,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-72=0$

$_A(5,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-82=0$

$_A(5,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-87=0$

$_A(5,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-53=0$

$_A(5,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-63=0$

$_A(5,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-73=0$

$_A(5,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-83=0$

$_A(5,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-93=0$

$_A(5,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-59=0$

$_A(5,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-64=0$

$_A(5,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-74=0$

$_A(5,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-79=0$

$_A(5,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-89=0$

$_A(5,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-94=0$

$_A(5,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-17=0$

$_A(5,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-22=0$

$_A(5,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-27=0$

$_A(5,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-32=0$

$_A(5,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-37=0$

$_A(5,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-42=0$

$_A(5,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-47=0$

$_A(5,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-52=0$

$_A(5,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-19=0$

$_A(5,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-29=0$

$_A(5,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-39=0$

$_A(5,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-49=0$

$_A(5,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-59=0$

$_A(5,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-26=0$

$_A(5,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-31=0$

$_A(5,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-41=0$

$_A(5,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-46=0$

$_A(5,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-56=0$

$_A(5,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-61=0$

$_A(5,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-33=0$

$_A(5,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-43=0$

$_A(5,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-53=0$

$_A(5,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-63=0$

$_A(5,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-73=0$

$_A(5,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-40=0$

$_A(5,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-45=0$

$_A(5,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-50=0$

$_A(5,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-55=0$

$_A(5,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-65=0$

$_A(5,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-70=0$

$_A(5,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-75=0$

$_A(5,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-80=0$

$_A(5,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-47=0$

$_A(5,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-67=0$

$_A(5,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-77=0$

$_A(5,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-54=0$

$_A(5,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-59=0$

$_A(5,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-64=0$

$_A(5,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-69=0$

$_A(5,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-74=0$

$_A(5,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-79=0$

$_A(5,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-89=0$

$_A(5,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-94=0$

$_A(5,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-61=0$

$_A(5,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-71=0$

$_A(5,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-81=0$

$_A(5,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-91=0$

$_A(5,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-101=0$

$_A(5,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-68=0$

$_A(5,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-73=0$

$_A(5,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-83=0$

$_A(5,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-88=0$

$_A(5,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-98=0$

$_A(5,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-103=0$

$_A(5,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-18=0$

$_A(5,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-23=0$

$_A(5,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-28=0$

$_A(5,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-33=0$

$_A(5,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-38=0$

$_A(5,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-43=0$

$_A(5,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-48=0$

$_A(5,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-53=0$

$_A(5,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-21=0$

$_A(5,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-31=0$

$_A(5,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-41=0$

$_A(5,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-51=0$

$_A(5,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-61=0$

$_A(5,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-29=0$

$_A(5,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-34=0$

$_A(5,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-44=0$

$_A(5,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-49=0$

$_A(5,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-59=0$

$_A(5,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-64=0$

$_A(5,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-37=0$

$_A(5,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-47=0$

$_A(5,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-57=0$

$_A(5,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-67=0$

$_A(5,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-77=0$

$_A(5,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-45=0$

$_A(5,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-50=0$

$_A(5,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-55=0$

$_A(5,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-60=0$

$_A(5,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-70=0$

$_A(5,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-75=0$

$_A(5,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-80=0$

$_A(5,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-85=0$

$_A(5,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-53=0$

$_A(5,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-73=0$

$_A(5,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-83=0$

$_A(5,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-61=0$

$_A(5,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-66=0$

$_A(5,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-71=0$

$_A(5,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-76=0$

$_A(5,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-81=0$

$_A(5,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-86=0$

$_A(5,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-96=0$

$_A(5,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-101=0$

$_A(5,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-69=0$

$_A(5,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-79=0$

$_A(5,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-89=0$

$_A(5,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-99=0$

$_A(5,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-109=0$

$_A(5,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-77=0$

$_A(5,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-82=0$

$_A(5,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-92=0$

$_A(5,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-97=0$

$_A(5,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-107=0$

$_A(5,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-112=0$

$_A(5,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-19=0$

$_A(5,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-24=0$

$_A(5,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-29=0$

$_A(5,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-34=0$

$_A(5,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-39=0$

$_A(5,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-44=0$

$_A(5,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-49=0$

$_A(5,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-54=0$

$_A(5,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-23=0$

$_A(5,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-33=0$

$_A(5,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-43=0$

$_A(5,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-53=0$

$_A(5,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-63=0$

$_A(5,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-32=0$

$_A(5,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-37=0$

$_A(5,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-47=0$

$_A(5,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-52=0$

$_A(5,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-62=0$

$_A(5,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-67=0$

$_A(5,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-41=0$

$_A(5,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-51=0$

$_A(5,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-61=0$

$_A(5,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-71=0$

$_A(5,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-81=0$

$_A(5,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-50=0$

$_A(5,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-55=0$

$_A(5,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-60=0$

$_A(5,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-65=0$

$_A(5,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-75=0$

$_A(5,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-80=0$

$_A(5,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-85=0$

$_A(5,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-90=0$

$_A(5,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-59=0$

$_A(5,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-79=0$

$_A(5,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-89=0$

$_A(5,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-68=0$

$_A(5,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-73=0$

$_A(5,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-78=0$

$_A(5,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-83=0$

$_A(5,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-88=0$

$_A(5,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-93=0$

$_A(5,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-103=0$

$_A(5,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-108=0$

$_A(5,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-77=0$

$_A(5,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-87=0$

$_A(5,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-97=0$

$_A(5,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-107=0$

$_A(5,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-117=0$

$_A(5,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-86=0$

$_A(5,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-91=0$

$_A(5,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-101=0$

$_A(5,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-106=0$

$_A(5,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-116=0$

$_A(5,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-121=0$

$_A(6,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-7=0$

$_A(6,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-13=0$

$_A(6,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-19=0$

$_A(6,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-25=0$

$_A(6,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-31=0$

$_A(6,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-37=0$

$_A(6,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-43=0$

$_A(6,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-49=0$

$_A(6,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-55=0$

$_A(6,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-8=0$

$_A(6,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-20=0$

$_A(6,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-32=0$

$_A(6,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-44=0$

$_A(6,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-56=0$

$_A(6,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-9=0$

$_A(6,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-15=0$

$_A(6,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-27=0$

$_A(6,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-33=0$

$_A(6,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-45=0$

$_A(6,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-51=0$

$_A(6,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-10=0$

$_A(6,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-22=0$

$_A(6,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-34=0$

$_A(6,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-46=0$

$_A(6,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-58=0$

$_A(6,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-11=0$

$_A(6,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-17=0$

$_A(6,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-23=0$

$_A(6,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-29=0$

$_A(6,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-41=0$

$_A(6,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-47=0$

$_A(6,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-53=0$

$_A(6,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-59=0$

$_A(6,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-12=0$

$_A(6,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-36=0$

$_A(6,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-48=0$

$_A(6,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-13=0$

$_A(6,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-19=0$

$_A(6,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-25=0$

$_A(6,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-31=0$

$_A(6,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-37=0$

$_A(6,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-43=0$

$_A(6,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-55=0$

$_A(6,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-61=0$

$_A(6,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-14=0$

$_A(6,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-26=0$

$_A(6,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-38=0$

$_A(6,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-50=0$

$_A(6,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-62=0$

$_A(6,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-15=0$

$_A(6,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-21=0$

$_A(6,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-33=0$

$_A(6,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-39=0$

$_A(6,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-51=0$

$_A(6,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-57=0$

$_A(6,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-14=0$

$_A(6,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-20=0$

$_A(6,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-26=0$

$_A(6,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-32=0$

$_A(6,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-38=0$

$_A(6,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-44=0$

$_A(6,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-50=0$

$_A(6,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-56=0$

$_A(6,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(6,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-22=0$

$_A(6,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-34=0$

$_A(6,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-46=0$

$_A(6,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-58=0$

$_A(6,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-12=0$

$_A(6,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-18=0$

$_A(6,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-30=0$

$_A(6,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-36=0$

$_A(6,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-48=0$

$_A(6,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-54=0$

$_A(6,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-14=0$

$_A(6,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-26=0$

$_A(6,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-38=0$

$_A(6,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-50=0$

$_A(6,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-62=0$

$_A(6,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-16=0$

$_A(6,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-22=0$

$_A(6,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-28=0$

$_A(6,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-34=0$

$_A(6,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-46=0$

$_A(6,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-52=0$

$_A(6,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-58=0$

$_A(6,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-64=0$

$_A(6,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-18=0$

$_A(6,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-42=0$

$_A(6,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-54=0$

$_A(6,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-20=0$

$_A(6,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-26=0$

$_A(6,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-32=0$

$_A(6,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-38=0$

$_A(6,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-44=0$

$_A(6,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-50=0$

$_A(6,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-62=0$

$_A(6,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-68=0$

$_A(6,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-22=0$

$_A(6,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-34=0$

$_A(6,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-46=0$

$_A(6,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-58=0$

$_A(6,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-70=0$

$_A(6,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-24=0$

$_A(6,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-30=0$

$_A(6,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-42=0$

$_A(6,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-48=0$

$_A(6,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-60=0$

$_A(6,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-66=0$

$_A(6,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-15=0$

$_A(6,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-21=0$

$_A(6,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-27=0$

$_A(6,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-33=0$

$_A(6,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-39=0$

$_A(6,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-45=0$

$_A(6,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-51=0$

$_A(6,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-57=0$

$_A(6,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-12=0$

$_A(6,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-24=0$

$_A(6,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-36=0$

$_A(6,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-48=0$

$_A(6,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-60=0$

$_A(6,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-15=0$

$_A(6,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-21=0$

$_A(6,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-33=0$

$_A(6,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-39=0$

$_A(6,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-51=0$

$_A(6,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-57=0$

$_A(6,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-18=0$

$_A(6,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-30=0$

$_A(6,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-42=0$

$_A(6,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-54=0$

$_A(6,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-66=0$

$_A(6,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-21=0$

$_A(6,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-27=0$

$_A(6,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-33=0$

$_A(6,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-39=0$

$_A(6,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-51=0$

$_A(6,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-57=0$

$_A(6,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-63=0$

$_A(6,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-69=0$

$_A(6,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-24=0$

$_A(6,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-48=0$

$_A(6,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-60=0$

$_A(6,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-27=0$

$_A(6,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-33=0$

$_A(6,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-39=0$

$_A(6,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-45=0$

$_A(6,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-51=0$

$_A(6,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-57=0$

$_A(6,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-69=0$

$_A(6,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-75=0$

$_A(6,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-30=0$

$_A(6,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-42=0$

$_A(6,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-54=0$

$_A(6,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-66=0$

$_A(6,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-78=0$

$_A(6,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-33=0$

$_A(6,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-39=0$

$_A(6,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-51=0$

$_A(6,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-57=0$

$_A(6,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-69=0$

$_A(6,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-75=0$

$_A(6,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-16=0$

$_A(6,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-22=0$

$_A(6,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-28=0$

$_A(6,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-34=0$

$_A(6,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-40=0$

$_A(6,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-46=0$

$_A(6,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-52=0$

$_A(6,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-58=0$

$_A(6,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-14=0$

$_A(6,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-26=0$

$_A(6,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-38=0$

$_A(6,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-50=0$

$_A(6,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-62=0$

$_A(6,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-18=0$

$_A(6,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-24=0$

$_A(6,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-36=0$

$_A(6,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-42=0$

$_A(6,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-54=0$

$_A(6,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-60=0$

$_A(6,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-22=0$

$_A(6,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-34=0$

$_A(6,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-46=0$

$_A(6,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-58=0$

$_A(6,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-70=0$

$_A(6,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-26=0$

$_A(6,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-32=0$

$_A(6,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-38=0$

$_A(6,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-44=0$

$_A(6,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-56=0$

$_A(6,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-62=0$

$_A(6,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-68=0$

$_A(6,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-74=0$

$_A(6,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-30=0$

$_A(6,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-54=0$

$_A(6,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-66=0$

$_A(6,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-34=0$

$_A(6,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-40=0$

$_A(6,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-46=0$

$_A(6,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-52=0$

$_A(6,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-58=0$

$_A(6,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-64=0$

$_A(6,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-76=0$

$_A(6,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-82=0$

$_A(6,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-38=0$

$_A(6,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-50=0$

$_A(6,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-62=0$

$_A(6,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-74=0$

$_A(6,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-86=0$

$_A(6,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-42=0$

$_A(6,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-48=0$

$_A(6,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-60=0$

$_A(6,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-66=0$

$_A(6,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-78=0$

$_A(6,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-84=0$

$_A(6,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-17=0$

$_A(6,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-23=0$

$_A(6,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-29=0$

$_A(6,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-35=0$

$_A(6,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-41=0$

$_A(6,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-47=0$

$_A(6,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-53=0$

$_A(6,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-59=0$

$_A(6,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-16=0$

$_A(6,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-28=0$

$_A(6,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-40=0$

$_A(6,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-52=0$

$_A(6,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-64=0$

$_A(6,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-21=0$

$_A(6,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-27=0$

$_A(6,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-39=0$

$_A(6,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-45=0$

$_A(6,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-57=0$

$_A(6,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-63=0$

$_A(6,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-26=0$

$_A(6,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-38=0$

$_A(6,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-50=0$

$_A(6,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-62=0$

$_A(6,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-74=0$

$_A(6,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-31=0$

$_A(6,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-37=0$

$_A(6,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-43=0$

$_A(6,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-49=0$

$_A(6,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-61=0$

$_A(6,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-67=0$

$_A(6,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-73=0$

$_A(6,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-79=0$

$_A(6,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-36=0$

$_A(6,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-60=0$

$_A(6,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-72=0$

$_A(6,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-41=0$

$_A(6,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-47=0$

$_A(6,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-53=0$

$_A(6,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-59=0$

$_A(6,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-65=0$

$_A(6,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-71=0$

$_A(6,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-83=0$

$_A(6,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-89=0$

$_A(6,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-46=0$

$_A(6,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-58=0$

$_A(6,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-70=0$

$_A(6,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-82=0$

$_A(6,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-94=0$

$_A(6,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-51=0$

$_A(6,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-57=0$

$_A(6,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-69=0$

$_A(6,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-75=0$

$_A(6,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-87=0$

$_A(6,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-93=0$

$_A(6,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-18=0$

$_A(6,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-24=0$

$_A(6,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-30=0$

$_A(6,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-36=0$

$_A(6,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-42=0$

$_A(6,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-48=0$

$_A(6,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-54=0$

$_A(6,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-60=0$

$_A(6,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-18=0$

$_A(6,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-30=0$

$_A(6,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-42=0$

$_A(6,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-54=0$

$_A(6,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-66=0$

$_A(6,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-24=0$

$_A(6,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-30=0$

$_A(6,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-42=0$

$_A(6,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-48=0$

$_A(6,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-60=0$

$_A(6,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-66=0$

$_A(6,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-30=0$

$_A(6,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-42=0$

$_A(6,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-54=0$

$_A(6,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-66=0$

$_A(6,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-78=0$

$_A(6,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-36=0$

$_A(6,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-42=0$

$_A(6,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-48=0$

$_A(6,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-54=0$

$_A(6,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-66=0$

$_A(6,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-72=0$

$_A(6,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-78=0$

$_A(6,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-84=0$

$_A(6,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-42=0$

$_A(6,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-66=0$

$_A(6,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-78=0$

$_A(6,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-48=0$

$_A(6,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-54=0$

$_A(6,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-60=0$

$_A(6,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-66=0$

$_A(6,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-72=0$

$_A(6,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-78=0$

$_A(6,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-90=0$

$_A(6,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-96=0$

$_A(6,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-54=0$

$_A(6,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-66=0$

$_A(6,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-78=0$

$_A(6,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-90=0$

$_A(6,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-102=0$

$_A(6,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-60=0$

$_A(6,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-66=0$

$_A(6,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-78=0$

$_A(6,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-84=0$

$_A(6,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-96=0$

$_A(6,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-102=0$

$_A(6,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-19=0$

$_A(6,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-25=0$

$_A(6,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-31=0$

$_A(6,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-37=0$

$_A(6,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-43=0$

$_A(6,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-49=0$

$_A(6,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-55=0$

$_A(6,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-61=0$

$_A(6,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-20=0$

$_A(6,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-32=0$

$_A(6,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-44=0$

$_A(6,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-56=0$

$_A(6,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-68=0$

$_A(6,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-27=0$

$_A(6,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-33=0$

$_A(6,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-45=0$

$_A(6,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-51=0$

$_A(6,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-63=0$

$_A(6,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-69=0$

$_A(6,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-34=0$

$_A(6,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-46=0$

$_A(6,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-58=0$

$_A(6,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-70=0$

$_A(6,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-82=0$

$_A(6,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-41=0$

$_A(6,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-47=0$

$_A(6,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-53=0$

$_A(6,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-59=0$

$_A(6,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-71=0$

$_A(6,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-77=0$

$_A(6,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-83=0$

$_A(6,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-89=0$

$_A(6,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-48=0$

$_A(6,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-72=0$

$_A(6,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-84=0$

$_A(6,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-55=0$

$_A(6,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-61=0$

$_A(6,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-67=0$

$_A(6,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-73=0$

$_A(6,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-79=0$

$_A(6,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-85=0$

$_A(6,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-97=0$

$_A(6,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-103=0$

$_A(6,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-62=0$

$_A(6,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-74=0$

$_A(6,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-86=0$

$_A(6,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-98=0$

$_A(6,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-110=0$

$_A(6,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-69=0$

$_A(6,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-75=0$

$_A(6,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-87=0$

$_A(6,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-93=0$

$_A(6,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-105=0$

$_A(6,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-111=0$

$_A(6,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-20=0$

$_A(6,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-26=0$

$_A(6,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-32=0$

$_A(6,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-38=0$

$_A(6,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-44=0$

$_A(6,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-50=0$

$_A(6,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-56=0$

$_A(6,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-62=0$

$_A(6,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-22=0$

$_A(6,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-34=0$

$_A(6,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-46=0$

$_A(6,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-58=0$

$_A(6,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-70=0$

$_A(6,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-30=0$

$_A(6,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-36=0$

$_A(6,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-48=0$

$_A(6,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-54=0$

$_A(6,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-66=0$

$_A(6,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-72=0$

$_A(6,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-38=0$

$_A(6,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-50=0$

$_A(6,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-62=0$

$_A(6,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-74=0$

$_A(6,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-86=0$

$_A(6,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-46=0$

$_A(6,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-52=0$

$_A(6,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-58=0$

$_A(6,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-64=0$

$_A(6,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-76=0$

$_A(6,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-82=0$

$_A(6,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-88=0$

$_A(6,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-94=0$

$_A(6,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-54=0$

$_A(6,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-78=0$

$_A(6,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-90=0$

$_A(6,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-62=0$

$_A(6,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-68=0$

$_A(6,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-74=0$

$_A(6,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-80=0$

$_A(6,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-86=0$

$_A(6,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-92=0$

$_A(6,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-104=0$

$_A(6,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-110=0$

$_A(6,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-70=0$

$_A(6,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-82=0$

$_A(6,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-94=0$

$_A(6,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-106=0$

$_A(6,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-118=0$

$_A(6,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-78=0$

$_A(6,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-84=0$

$_A(6,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-96=0$

$_A(6,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-102=0$

$_A(6,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-114=0$

$_A(6,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-120=0$

$_A(6,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-21=0$

$_A(6,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-27=0$

$_A(6,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-33=0$

$_A(6,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-39=0$

$_A(6,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-45=0$

$_A(6,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-51=0$

$_A(6,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-57=0$

$_A(6,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-63=0$

$_A(6,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-24=0$

$_A(6,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-36=0$

$_A(6,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-48=0$

$_A(6,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-60=0$

$_A(6,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-72=0$

$_A(6,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-33=0$

$_A(6,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-39=0$

$_A(6,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-51=0$

$_A(6,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-57=0$

$_A(6,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-69=0$

$_A(6,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-75=0$

$_A(6,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-42=0$

$_A(6,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-54=0$

$_A(6,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-66=0$

$_A(6,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-78=0$

$_A(6,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-90=0$

$_A(6,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-51=0$

$_A(6,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-57=0$

$_A(6,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-63=0$

$_A(6,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-69=0$

$_A(6,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-81=0$

$_A(6,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-87=0$

$_A(6,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-93=0$

$_A(6,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-99=0$

$_A(6,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-60=0$

$_A(6,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-84=0$

$_A(6,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-96=0$

$_A(6,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-69=0$

$_A(6,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-75=0$

$_A(6,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-81=0$

$_A(6,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-87=0$

$_A(6,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-93=0$

$_A(6,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-99=0$

$_A(6,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-111=0$

$_A(6,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-117=0$

$_A(6,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-78=0$

$_A(6,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-90=0$

$_A(6,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-102=0$

$_A(6,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-114=0$

$_A(6,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-126=0$

$_A(6,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-87=0$

$_A(6,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-93=0$

$_A(6,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-105=0$

$_A(6,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-111=0$

$_A(6,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-123=0$

$_A(6,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-129=0$

$_A(7,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-8=0$

$_A(7,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-15=0$

$_A(7,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-22=0$

$_A(7,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-29=0$

$_A(7,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-36=0$

$_A(7,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-43=0$

$_A(7,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-50=0$

$_A(7,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-57=0$

$_A(7,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-64=0$

$_A(7,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(7,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-23=0$

$_A(7,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-37=0$

$_A(7,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-51=0$

$_A(7,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-65=0$

$_A(7,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-10=0$

$_A(7,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-17=0$

$_A(7,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-31=0$

$_A(7,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-38=0$

$_A(7,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-52=0$

$_A(7,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-59=0$

$_A(7,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-11=0$

$_A(7,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-25=0$

$_A(7,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-39=0$

$_A(7,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-53=0$

$_A(7,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-67=0$

$_A(7,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-12=0$

$_A(7,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-19=0$

$_A(7,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-26=0$

$_A(7,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-33=0$

$_A(7,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-47=0$

$_A(7,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-54=0$

$_A(7,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-61=0$

$_A(7,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-68=0$

$_A(7,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-13=0$

$_A(7,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-41=0$

$_A(7,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-55=0$

$_A(7,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-14=0$

$_A(7,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-21=0$

$_A(7,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-28=0$

$_A(7,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-35=0$

$_A(7,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-42=0$

$_A(7,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-49=0$

$_A(7,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-63=0$

$_A(7,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-70=0$

$_A(7,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-15=0$

$_A(7,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-29=0$

$_A(7,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-43=0$

$_A(7,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-57=0$

$_A(7,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-71=0$

$_A(7,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-16=0$

$_A(7,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-23=0$

$_A(7,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-37=0$

$_A(7,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-44=0$

$_A(7,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-58=0$

$_A(7,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-65=0$

$_A(7,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-16=0$

$_A(7,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-23=0$

$_A(7,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-30=0$

$_A(7,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-37=0$

$_A(7,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-44=0$

$_A(7,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-51=0$

$_A(7,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-58=0$

$_A(7,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-65=0$

$_A(7,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(7,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-25=0$

$_A(7,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-39=0$

$_A(7,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-53=0$

$_A(7,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-67=0$

$_A(7,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-13=0$

$_A(7,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-20=0$

$_A(7,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-34=0$

$_A(7,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-41=0$

$_A(7,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-55=0$

$_A(7,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-62=0$

$_A(7,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-15=0$

$_A(7,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-29=0$

$_A(7,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-43=0$

$_A(7,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-57=0$

$_A(7,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-71=0$

$_A(7,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-17=0$

$_A(7,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-24=0$

$_A(7,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-31=0$

$_A(7,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-38=0$

$_A(7,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-52=0$

$_A(7,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-59=0$

$_A(7,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-66=0$

$_A(7,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-73=0$

$_A(7,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-19=0$

$_A(7,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-47=0$

$_A(7,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-61=0$

$_A(7,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-21=0$

$_A(7,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-28=0$

$_A(7,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-35=0$

$_A(7,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-42=0$

$_A(7,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-49=0$

$_A(7,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-56=0$

$_A(7,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-70=0$

$_A(7,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-77=0$

$_A(7,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-23=0$

$_A(7,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-37=0$

$_A(7,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-51=0$

$_A(7,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-65=0$

$_A(7,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-79=0$

$_A(7,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-25=0$

$_A(7,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-32=0$

$_A(7,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-46=0$

$_A(7,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-53=0$

$_A(7,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-67=0$

$_A(7,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-74=0$

$_A(7,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-17=0$

$_A(7,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-24=0$

$_A(7,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-31=0$

$_A(7,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-38=0$

$_A(7,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-45=0$

$_A(7,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-52=0$

$_A(7,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-59=0$

$_A(7,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-66=0$

$_A(7,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-13=0$

$_A(7,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-27=0$

$_A(7,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-41=0$

$_A(7,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-55=0$

$_A(7,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-69=0$

$_A(7,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-16=0$

$_A(7,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-23=0$

$_A(7,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-37=0$

$_A(7,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-44=0$

$_A(7,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-58=0$

$_A(7,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-65=0$

$_A(7,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-19=0$

$_A(7,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-33=0$

$_A(7,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-47=0$

$_A(7,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-61=0$

$_A(7,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-75=0$

$_A(7,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-22=0$

$_A(7,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-29=0$

$_A(7,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-36=0$

$_A(7,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-43=0$

$_A(7,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-57=0$

$_A(7,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-64=0$

$_A(7,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-71=0$

$_A(7,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-78=0$

$_A(7,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-25=0$

$_A(7,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-53=0$

$_A(7,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-67=0$

$_A(7,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-28=0$

$_A(7,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-35=0$

$_A(7,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-42=0$

$_A(7,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-49=0$

$_A(7,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-56=0$

$_A(7,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-63=0$

$_A(7,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-77=0$

$_A(7,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-84=0$

$_A(7,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-31=0$

$_A(7,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-45=0$

$_A(7,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-59=0$

$_A(7,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-73=0$

$_A(7,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-87=0$

$_A(7,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-34=0$

$_A(7,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-41=0$

$_A(7,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-55=0$

$_A(7,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-62=0$

$_A(7,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-76=0$

$_A(7,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-83=0$

$_A(7,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-18=0$

$_A(7,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-25=0$

$_A(7,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-32=0$

$_A(7,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-39=0$

$_A(7,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-46=0$

$_A(7,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-53=0$

$_A(7,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-60=0$

$_A(7,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-67=0$

$_A(7,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-15=0$

$_A(7,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-29=0$

$_A(7,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-43=0$

$_A(7,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-57=0$

$_A(7,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-71=0$

$_A(7,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-19=0$

$_A(7,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-26=0$

$_A(7,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-40=0$

$_A(7,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-47=0$

$_A(7,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-61=0$

$_A(7,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-68=0$

$_A(7,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-23=0$

$_A(7,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-37=0$

$_A(7,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-51=0$

$_A(7,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-65=0$

$_A(7,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-79=0$

$_A(7,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-27=0$

$_A(7,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-34=0$

$_A(7,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-41=0$

$_A(7,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-48=0$

$_A(7,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-62=0$

$_A(7,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-69=0$

$_A(7,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-76=0$

$_A(7,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-83=0$

$_A(7,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-31=0$

$_A(7,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-59=0$

$_A(7,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-73=0$

$_A(7,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-35=0$

$_A(7,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-42=0$

$_A(7,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-49=0$

$_A(7,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-56=0$

$_A(7,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-63=0$

$_A(7,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-70=0$

$_A(7,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-84=0$

$_A(7,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-91=0$

$_A(7,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-39=0$

$_A(7,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-53=0$

$_A(7,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-67=0$

$_A(7,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-81=0$

$_A(7,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-95=0$

$_A(7,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-43=0$

$_A(7,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-50=0$

$_A(7,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-64=0$

$_A(7,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-71=0$

$_A(7,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-85=0$

$_A(7,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-92=0$

$_A(7,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-19=0$

$_A(7,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-26=0$

$_A(7,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-33=0$

$_A(7,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-40=0$

$_A(7,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-47=0$

$_A(7,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-54=0$

$_A(7,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-61=0$

$_A(7,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-68=0$

$_A(7,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-17=0$

$_A(7,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-31=0$

$_A(7,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-45=0$

$_A(7,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-59=0$

$_A(7,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-73=0$

$_A(7,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-22=0$

$_A(7,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-29=0$

$_A(7,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-43=0$

$_A(7,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-50=0$

$_A(7,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-64=0$

$_A(7,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-71=0$

$_A(7,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-27=0$

$_A(7,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-41=0$

$_A(7,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-55=0$

$_A(7,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-69=0$

$_A(7,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-83=0$

$_A(7,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-32=0$

$_A(7,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-39=0$

$_A(7,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-46=0$

$_A(7,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-53=0$

$_A(7,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-67=0$

$_A(7,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-74=0$

$_A(7,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-81=0$

$_A(7,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-88=0$

$_A(7,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-37=0$

$_A(7,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-65=0$

$_A(7,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-79=0$

$_A(7,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-42=0$

$_A(7,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-49=0$

$_A(7,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-56=0$

$_A(7,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-63=0$

$_A(7,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-70=0$

$_A(7,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-77=0$

$_A(7,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-91=0$

$_A(7,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-98=0$

$_A(7,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-47=0$

$_A(7,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-61=0$

$_A(7,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-75=0$

$_A(7,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-89=0$

$_A(7,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-103=0$

$_A(7,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-52=0$

$_A(7,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-59=0$

$_A(7,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-73=0$

$_A(7,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-80=0$

$_A(7,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-94=0$

$_A(7,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-101=0$

$_A(7,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-20=0$

$_A(7,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-27=0$

$_A(7,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-34=0$

$_A(7,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-41=0$

$_A(7,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-48=0$

$_A(7,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-55=0$

$_A(7,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-62=0$

$_A(7,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-69=0$

$_A(7,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-19=0$

$_A(7,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-33=0$

$_A(7,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-47=0$

$_A(7,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-61=0$

$_A(7,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-75=0$

$_A(7,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-25=0$

$_A(7,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-32=0$

$_A(7,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-46=0$

$_A(7,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-53=0$

$_A(7,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-67=0$

$_A(7,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-74=0$

$_A(7,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-31=0$

$_A(7,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-45=0$

$_A(7,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-59=0$

$_A(7,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-73=0$

$_A(7,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-87=0$

$_A(7,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-37=0$

$_A(7,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-44=0$

$_A(7,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-51=0$

$_A(7,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-58=0$

$_A(7,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-72=0$

$_A(7,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-79=0$

$_A(7,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-86=0$

$_A(7,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-93=0$

$_A(7,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-43=0$

$_A(7,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-71=0$

$_A(7,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-85=0$

$_A(7,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-49=0$

$_A(7,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-56=0$

$_A(7,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-63=0$

$_A(7,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-70=0$

$_A(7,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-77=0$

$_A(7,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-84=0$

$_A(7,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-98=0$

$_A(7,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-105=0$

$_A(7,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-55=0$

$_A(7,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-69=0$

$_A(7,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-83=0$

$_A(7,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-97=0$

$_A(7,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-111=0$

$_A(7,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-61=0$

$_A(7,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-68=0$

$_A(7,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-82=0$

$_A(7,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-89=0$

$_A(7,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-103=0$

$_A(7,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-110=0$

$_A(7,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-21=0$

$_A(7,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-28=0$

$_A(7,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-35=0$

$_A(7,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-42=0$

$_A(7,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-49=0$

$_A(7,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-56=0$

$_A(7,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-63=0$

$_A(7,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-70=0$

$_A(7,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-21=0$

$_A(7,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-35=0$

$_A(7,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-49=0$

$_A(7,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-63=0$

$_A(7,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-77=0$

$_A(7,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-28=0$

$_A(7,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-35=0$

$_A(7,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-49=0$

$_A(7,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-56=0$

$_A(7,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-70=0$

$_A(7,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-77=0$

$_A(7,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-35=0$

$_A(7,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-49=0$

$_A(7,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-63=0$

$_A(7,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-77=0$

$_A(7,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-91=0$

$_A(7,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-42=0$

$_A(7,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-49=0$

$_A(7,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-56=0$

$_A(7,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-63=0$

$_A(7,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-77=0$

$_A(7,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-84=0$

$_A(7,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-91=0$

$_A(7,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-98=0$

$_A(7,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-49=0$

$_A(7,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-77=0$

$_A(7,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-91=0$

$_A(7,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-56=0$

$_A(7,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-63=0$

$_A(7,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-70=0$

$_A(7,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-77=0$

$_A(7,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-84=0$

$_A(7,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-91=0$

$_A(7,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-105=0$

$_A(7,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-112=0$

$_A(7,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-63=0$

$_A(7,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-77=0$

$_A(7,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-91=0$

$_A(7,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-105=0$

$_A(7,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-119=0$

$_A(7,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-70=0$

$_A(7,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-77=0$

$_A(7,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-91=0$

$_A(7,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-98=0$

$_A(7,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-112=0$

$_A(7,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-119=0$

$_A(7,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-22=0$

$_A(7,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-29=0$

$_A(7,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-36=0$

$_A(7,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-43=0$

$_A(7,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-50=0$

$_A(7,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-57=0$

$_A(7,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-64=0$

$_A(7,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-71=0$

$_A(7,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-23=0$

$_A(7,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-37=0$

$_A(7,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-51=0$

$_A(7,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-65=0$

$_A(7,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-79=0$

$_A(7,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-31=0$

$_A(7,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-38=0$

$_A(7,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-52=0$

$_A(7,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-59=0$

$_A(7,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-73=0$

$_A(7,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-80=0$

$_A(7,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-39=0$

$_A(7,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-53=0$

$_A(7,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-67=0$

$_A(7,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-81=0$

$_A(7,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-95=0$

$_A(7,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-47=0$

$_A(7,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-54=0$

$_A(7,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-61=0$

$_A(7,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-68=0$

$_A(7,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-82=0$

$_A(7,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-89=0$

$_A(7,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-96=0$

$_A(7,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-103=0$

$_A(7,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-55=0$

$_A(7,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-83=0$

$_A(7,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-97=0$

$_A(7,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-63=0$

$_A(7,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-70=0$

$_A(7,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-77=0$

$_A(7,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-84=0$

$_A(7,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-91=0$

$_A(7,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-98=0$

$_A(7,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-112=0$

$_A(7,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-119=0$

$_A(7,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-71=0$

$_A(7,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-85=0$

$_A(7,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-99=0$

$_A(7,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-113=0$

$_A(7,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-127=0$

$_A(7,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-79=0$

$_A(7,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-86=0$

$_A(7,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-100=0$

$_A(7,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-107=0$

$_A(7,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-121=0$

$_A(7,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-128=0$

$_A(7,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-23=0$

$_A(7,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-30=0$

$_A(7,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-37=0$

$_A(7,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-44=0$

$_A(7,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-51=0$

$_A(7,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-58=0$

$_A(7,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-65=0$

$_A(7,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-72=0$

$_A(7,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-25=0$

$_A(7,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-39=0$

$_A(7,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-53=0$

$_A(7,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-67=0$

$_A(7,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-81=0$

$_A(7,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-34=0$

$_A(7,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-41=0$

$_A(7,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-55=0$

$_A(7,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-62=0$

$_A(7,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-76=0$

$_A(7,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-83=0$

$_A(7,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-43=0$

$_A(7,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-57=0$

$_A(7,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-71=0$

$_A(7,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-85=0$

$_A(7,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-99=0$

$_A(7,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-52=0$

$_A(7,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-59=0$

$_A(7,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-66=0$

$_A(7,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-73=0$

$_A(7,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-87=0$

$_A(7,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-94=0$

$_A(7,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-101=0$

$_A(7,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-108=0$

$_A(7,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-61=0$

$_A(7,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-89=0$

$_A(7,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-103=0$

$_A(7,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-70=0$

$_A(7,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-77=0$

$_A(7,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-84=0$

$_A(7,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-91=0$

$_A(7,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-98=0$

$_A(7,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-105=0$

$_A(7,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-119=0$

$_A(7,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-126=0$

$_A(7,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-79=0$

$_A(7,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-93=0$

$_A(7,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-107=0$

$_A(7,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-121=0$

$_A(7,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-135=0$

$_A(7,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-88=0$

$_A(7,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-95=0$

$_A(7,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-109=0$

$_A(7,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-116=0$

$_A(7,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-130=0$

$_A(7,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-137=0$

$_A(8,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-9=0$

$_A(8,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-17=0$

$_A(8,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-25=0$

$_A(8,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-33=0$

$_A(8,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-41=0$

$_A(8,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-49=0$

$_A(8,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-57=0$

$_A(8,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-65=0$

$_A(8,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-73=0$

$_A(8,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(8,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-26=0$

$_A(8,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-42=0$

$_A(8,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-58=0$

$_A(8,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-74=0$

$_A(8,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-11=0$

$_A(8,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-19=0$

$_A(8,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-35=0$

$_A(8,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-43=0$

$_A(8,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-59=0$

$_A(8,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-67=0$

$_A(8,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-12=0$

$_A(8,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-28=0$

$_A(8,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-44=0$

$_A(8,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-60=0$

$_A(8,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-76=0$

$_A(8,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-13=0$

$_A(8,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-21=0$

$_A(8,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-29=0$

$_A(8,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-37=0$

$_A(8,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-53=0$

$_A(8,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-61=0$

$_A(8,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-69=0$

$_A(8,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-77=0$

$_A(8,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-14=0$

$_A(8,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-46=0$

$_A(8,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-62=0$

$_A(8,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-15=0$

$_A(8,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-23=0$

$_A(8,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-31=0$

$_A(8,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-39=0$

$_A(8,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-47=0$

$_A(8,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-55=0$

$_A(8,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-71=0$

$_A(8,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-79=0$

$_A(8,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-16=0$

$_A(8,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-32=0$

$_A(8,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-48=0$

$_A(8,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-64=0$

$_A(8,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-80=0$

$_A(8,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-17=0$

$_A(8,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-25=0$

$_A(8,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-41=0$

$_A(8,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-49=0$

$_A(8,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-65=0$

$_A(8,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-73=0$

$_A(8,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-18=0$

$_A(8,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-26=0$

$_A(8,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-34=0$

$_A(8,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-42=0$

$_A(8,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-50=0$

$_A(8,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-58=0$

$_A(8,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-66=0$

$_A(8,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-74=0$

$_A(8,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-12=0$

$_A(8,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-28=0$

$_A(8,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-44=0$

$_A(8,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-60=0$

$_A(8,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-76=0$

$_A(8,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-14=0$

$_A(8,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-22=0$

$_A(8,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-38=0$

$_A(8,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-46=0$

$_A(8,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-62=0$

$_A(8,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-70=0$

$_A(8,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-16=0$

$_A(8,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-32=0$

$_A(8,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-48=0$

$_A(8,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-64=0$

$_A(8,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-80=0$

$_A(8,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-18=0$

$_A(8,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-26=0$

$_A(8,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-34=0$

$_A(8,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-42=0$

$_A(8,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-58=0$

$_A(8,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-66=0$

$_A(8,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-74=0$

$_A(8,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-82=0$

$_A(8,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-20=0$

$_A(8,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-52=0$

$_A(8,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-68=0$

$_A(8,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-22=0$

$_A(8,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-30=0$

$_A(8,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-38=0$

$_A(8,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-46=0$

$_A(8,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-54=0$

$_A(8,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-62=0$

$_A(8,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-78=0$

$_A(8,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-86=0$

$_A(8,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-24=0$

$_A(8,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-40=0$

$_A(8,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-56=0$

$_A(8,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-72=0$

$_A(8,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-88=0$

$_A(8,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-26=0$

$_A(8,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-34=0$

$_A(8,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-50=0$

$_A(8,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-58=0$

$_A(8,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-74=0$

$_A(8,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-82=0$

$_A(8,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-19=0$

$_A(8,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-27=0$

$_A(8,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-35=0$

$_A(8,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-43=0$

$_A(8,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-51=0$

$_A(8,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-59=0$

$_A(8,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-67=0$

$_A(8,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-75=0$

$_A(8,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-14=0$

$_A(8,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-30=0$

$_A(8,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-46=0$

$_A(8,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-62=0$

$_A(8,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-78=0$

$_A(8,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-17=0$

$_A(8,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-25=0$

$_A(8,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-41=0$

$_A(8,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-49=0$

$_A(8,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-65=0$

$_A(8,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-73=0$

$_A(8,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-20=0$

$_A(8,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-36=0$

$_A(8,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-52=0$

$_A(8,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-68=0$

$_A(8,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-84=0$

$_A(8,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-23=0$

$_A(8,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-31=0$

$_A(8,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-39=0$

$_A(8,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-47=0$

$_A(8,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-63=0$

$_A(8,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-71=0$

$_A(8,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-79=0$

$_A(8,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-87=0$

$_A(8,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-26=0$

$_A(8,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-58=0$

$_A(8,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-74=0$

$_A(8,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-29=0$

$_A(8,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-37=0$

$_A(8,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-45=0$

$_A(8,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-53=0$

$_A(8,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-61=0$

$_A(8,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-69=0$

$_A(8,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-85=0$

$_A(8,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-93=0$

$_A(8,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-32=0$

$_A(8,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-48=0$

$_A(8,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-64=0$

$_A(8,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-80=0$

$_A(8,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-96=0$

$_A(8,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-35=0$

$_A(8,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-43=0$

$_A(8,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-59=0$

$_A(8,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-67=0$

$_A(8,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-83=0$

$_A(8,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-91=0$

$_A(8,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-20=0$

$_A(8,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-28=0$

$_A(8,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-36=0$

$_A(8,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-44=0$

$_A(8,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-52=0$

$_A(8,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-60=0$

$_A(8,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-68=0$

$_A(8,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-76=0$

$_A(8,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-16=0$

$_A(8,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-32=0$

$_A(8,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-48=0$

$_A(8,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-64=0$

$_A(8,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-80=0$

$_A(8,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-20=0$

$_A(8,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-28=0$

$_A(8,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-44=0$

$_A(8,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-52=0$

$_A(8,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-68=0$

$_A(8,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-76=0$

$_A(8,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-24=0$

$_A(8,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-40=0$

$_A(8,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-56=0$

$_A(8,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-72=0$

$_A(8,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-88=0$

$_A(8,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-28=0$

$_A(8,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-36=0$

$_A(8,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-44=0$

$_A(8,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-52=0$

$_A(8,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-68=0$

$_A(8,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-76=0$

$_A(8,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-84=0$

$_A(8,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-92=0$

$_A(8,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-32=0$

$_A(8,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-64=0$

$_A(8,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-80=0$

$_A(8,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-36=0$

$_A(8,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-44=0$

$_A(8,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-52=0$

$_A(8,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-60=0$

$_A(8,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-68=0$

$_A(8,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-76=0$

$_A(8,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-92=0$

$_A(8,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-100=0$

$_A(8,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-40=0$

$_A(8,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-56=0$

$_A(8,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-72=0$

$_A(8,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-88=0$

$_A(8,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-104=0$

$_A(8,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-44=0$

$_A(8,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-52=0$

$_A(8,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-68=0$

$_A(8,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-76=0$

$_A(8,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-92=0$

$_A(8,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-100=0$

$_A(8,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-21=0$

$_A(8,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-29=0$

$_A(8,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-37=0$

$_A(8,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-45=0$

$_A(8,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-53=0$

$_A(8,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-61=0$

$_A(8,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-69=0$

$_A(8,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-77=0$

$_A(8,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-18=0$

$_A(8,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-34=0$

$_A(8,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-50=0$

$_A(8,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-66=0$

$_A(8,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-82=0$

$_A(8,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-23=0$

$_A(8,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-31=0$

$_A(8,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-47=0$

$_A(8,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-55=0$

$_A(8,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-71=0$

$_A(8,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-79=0$

$_A(8,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-28=0$

$_A(8,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-44=0$

$_A(8,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-60=0$

$_A(8,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-76=0$

$_A(8,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-92=0$

$_A(8,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-33=0$

$_A(8,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-41=0$

$_A(8,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-49=0$

$_A(8,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-57=0$

$_A(8,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-73=0$

$_A(8,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-81=0$

$_A(8,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-89=0$

$_A(8,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-97=0$

$_A(8,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-38=0$

$_A(8,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-70=0$

$_A(8,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-86=0$

$_A(8,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-43=0$

$_A(8,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-51=0$

$_A(8,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-59=0$

$_A(8,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-67=0$

$_A(8,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-75=0$

$_A(8,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-83=0$

$_A(8,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-99=0$

$_A(8,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-107=0$

$_A(8,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-48=0$

$_A(8,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-64=0$

$_A(8,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-80=0$

$_A(8,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-96=0$

$_A(8,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-112=0$

$_A(8,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-53=0$

$_A(8,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-61=0$

$_A(8,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-77=0$

$_A(8,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-85=0$

$_A(8,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-101=0$

$_A(8,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-109=0$

$_A(8,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-22=0$

$_A(8,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-30=0$

$_A(8,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-38=0$

$_A(8,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-46=0$

$_A(8,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-54=0$

$_A(8,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-62=0$

$_A(8,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-70=0$

$_A(8,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-78=0$

$_A(8,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-20=0$

$_A(8,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-36=0$

$_A(8,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-52=0$

$_A(8,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-68=0$

$_A(8,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-84=0$

$_A(8,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-26=0$

$_A(8,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-34=0$

$_A(8,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-50=0$

$_A(8,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-58=0$

$_A(8,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-74=0$

$_A(8,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-82=0$

$_A(8,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-32=0$

$_A(8,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-48=0$

$_A(8,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-64=0$

$_A(8,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-80=0$

$_A(8,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-96=0$

$_A(8,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-38=0$

$_A(8,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-46=0$

$_A(8,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-54=0$

$_A(8,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-62=0$

$_A(8,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-78=0$

$_A(8,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-86=0$

$_A(8,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-94=0$

$_A(8,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-102=0$

$_A(8,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-44=0$

$_A(8,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-76=0$

$_A(8,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-92=0$

$_A(8,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-50=0$

$_A(8,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-58=0$

$_A(8,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-66=0$

$_A(8,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-74=0$

$_A(8,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-82=0$

$_A(8,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-90=0$

$_A(8,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-106=0$

$_A(8,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-114=0$

$_A(8,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-56=0$

$_A(8,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-72=0$

$_A(8,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-88=0$

$_A(8,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-104=0$

$_A(8,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-120=0$

$_A(8,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-62=0$

$_A(8,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-70=0$

$_A(8,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-86=0$

$_A(8,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-94=0$

$_A(8,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-110=0$

$_A(8,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-118=0$

$_A(8,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-23=0$

$_A(8,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-31=0$

$_A(8,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-39=0$

$_A(8,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-47=0$

$_A(8,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-55=0$

$_A(8,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-63=0$

$_A(8,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-71=0$

$_A(8,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-79=0$

$_A(8,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-22=0$

$_A(8,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-38=0$

$_A(8,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-54=0$

$_A(8,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-70=0$

$_A(8,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-86=0$

$_A(8,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-29=0$

$_A(8,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-37=0$

$_A(8,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-53=0$

$_A(8,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-61=0$

$_A(8,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-77=0$

$_A(8,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-85=0$

$_A(8,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-36=0$

$_A(8,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-52=0$

$_A(8,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-68=0$

$_A(8,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-84=0$

$_A(8,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-100=0$

$_A(8,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-43=0$

$_A(8,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-51=0$

$_A(8,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-59=0$

$_A(8,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-67=0$

$_A(8,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-83=0$

$_A(8,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-91=0$

$_A(8,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-99=0$

$_A(8,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-107=0$

$_A(8,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-50=0$

$_A(8,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-82=0$

$_A(8,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-98=0$

$_A(8,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-57=0$

$_A(8,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-65=0$

$_A(8,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-73=0$

$_A(8,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-81=0$

$_A(8,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-89=0$

$_A(8,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-97=0$

$_A(8,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-113=0$

$_A(8,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-121=0$

$_A(8,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-64=0$

$_A(8,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-80=0$

$_A(8,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-96=0$

$_A(8,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-112=0$

$_A(8,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-128=0$

$_A(8,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-71=0$

$_A(8,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-79=0$

$_A(8,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-95=0$

$_A(8,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-103=0$

$_A(8,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-119=0$

$_A(8,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-127=0$

$_A(8,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-24=0$

$_A(8,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-32=0$

$_A(8,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-40=0$

$_A(8,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-48=0$

$_A(8,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-56=0$

$_A(8,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-64=0$

$_A(8,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-72=0$

$_A(8,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-80=0$

$_A(8,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-24=0$

$_A(8,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-40=0$

$_A(8,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-56=0$

$_A(8,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-72=0$

$_A(8,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-88=0$

$_A(8,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-32=0$

$_A(8,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-40=0$

$_A(8,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-56=0$

$_A(8,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-64=0$

$_A(8,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-80=0$

$_A(8,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-88=0$

$_A(8,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-40=0$

$_A(8,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-56=0$

$_A(8,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-72=0$

$_A(8,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-88=0$

$_A(8,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-104=0$

$_A(8,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-48=0$

$_A(8,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-56=0$

$_A(8,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-64=0$

$_A(8,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-72=0$

$_A(8,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-88=0$

$_A(8,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-96=0$

$_A(8,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-104=0$

$_A(8,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-112=0$

$_A(8,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-56=0$

$_A(8,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-88=0$

$_A(8,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-104=0$

$_A(8,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-64=0$

$_A(8,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-72=0$

$_A(8,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-80=0$

$_A(8,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-88=0$

$_A(8,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-96=0$

$_A(8,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-104=0$

$_A(8,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-120=0$

$_A(8,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-128=0$

$_A(8,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-72=0$

$_A(8,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-88=0$

$_A(8,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-104=0$

$_A(8,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-120=0$

$_A(8,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-136=0$

$_A(8,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-80=0$

$_A(8,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-88=0$

$_A(8,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-104=0$

$_A(8,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-112=0$

$_A(8,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-128=0$

$_A(8,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-136=0$

$_A(8,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-25=0$

$_A(8,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-33=0$

$_A(8,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-41=0$

$_A(8,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-49=0$

$_A(8,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-57=0$

$_A(8,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-65=0$

$_A(8,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-73=0$

$_A(8,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-81=0$

$_A(8,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-26=0$

$_A(8,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-42=0$

$_A(8,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-58=0$

$_A(8,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-74=0$

$_A(8,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-90=0$

$_A(8,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-35=0$

$_A(8,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-43=0$

$_A(8,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-59=0$

$_A(8,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-67=0$

$_A(8,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-83=0$

$_A(8,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-91=0$

$_A(8,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-44=0$

$_A(8,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-60=0$

$_A(8,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-76=0$

$_A(8,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-92=0$

$_A(8,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-108=0$

$_A(8,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-53=0$

$_A(8,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-61=0$

$_A(8,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-69=0$

$_A(8,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-77=0$

$_A(8,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-93=0$

$_A(8,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-101=0$

$_A(8,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-109=0$

$_A(8,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-117=0$

$_A(8,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-62=0$

$_A(8,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-94=0$

$_A(8,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-110=0$

$_A(8,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-71=0$

$_A(8,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-79=0$

$_A(8,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-87=0$

$_A(8,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-95=0$

$_A(8,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-103=0$

$_A(8,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-111=0$

$_A(8,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-127=0$

$_A(8,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-135=0$

$_A(8,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-80=0$

$_A(8,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-96=0$

$_A(8,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-112=0$

$_A(8,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-128=0$

$_A(8,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-144=0$

$_A(8,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-89=0$

$_A(8,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-97=0$

$_A(8,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-113=0$

$_A(8,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-121=0$

$_A(8,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-137=0$

$_A(8,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-145=0$

$_A(9,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-10=0$

$_A(9,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-19=0$

$_A(9,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-28=0$

$_A(1,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-2=0$

$_A(1,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(1,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-4=0$

$_A(1,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-5=0$

$_A(1,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-6=0$

$_A(1,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-7=0$

$_A(1,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-8=0$

$_A(1,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-9=0$

$_A(1,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-10=0$

$_A(1,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(1,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-5=0$

$_A(1,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-7=0$

$_A(1,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-9=0$

$_A(1,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-11=0$

$_A(1,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-4=0$

$_A(1,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-5=0$

$_A(1,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-7=0$

$_A(1,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-8=0$

$_A(1,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-10=0$

$_A(1,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-11=0$

$_A(1,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-5=0$

$_A(1,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-7=0$

$_A(1,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-9=0$

$_A(1,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-11=0$

$_A(1,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-13=0$

$_A(1,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-6=0$

$_A(1,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-7=0$

$_A(1,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-8=0$

$_A(1,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-9=0$

$_A(1,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-11=0$

$_A(1,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-12=0$

$_A(1,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-13=0$

$_A(1,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-14=0$

$_A(1,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-7=0$

$_A(1,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-11=0$

$_A(1,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-13=0$

$_A(1,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-8=0$

$_A(1,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-9=0$

$_A(1,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-10=0$

$_A(1,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-11=0$

$_A(1,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-12=0$

$_A(1,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-13=0$

$_A(1,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-15=0$

$_A(1,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-16=0$

$_A(1,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-9=0$

$_A(1,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-11=0$

$_A(1,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-13=0$

$_A(1,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-15=0$

$_A(1,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-17=0$

$_A(1,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-10=0$

$_A(1,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-11=0$

$_A(1,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-13=0$

$_A(1,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-14=0$

$_A(1,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-16=0$

$_A(1,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-17=0$

$_A(1,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-4=0$

$_A(1,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-5=0$

$_A(1,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-6=0$

$_A(1,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-7=0$

$_A(1,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-8=0$

$_A(1,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-9=0$

$_A(1,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-10=0$

$_A(1,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-11=0$

$_A(1,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(1,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-7=0$

$_A(1,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-9=0$

$_A(1,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-11=0$

$_A(1,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-13=0$

$_A(1,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-7=0$

$_A(1,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-8=0$

$_A(1,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-10=0$

$_A(1,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-11=0$

$_A(1,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-13=0$

$_A(1,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-14=0$

$_A(1,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-9=0$

$_A(1,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-11=0$

$_A(1,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-13=0$

$_A(1,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-15=0$

$_A(1,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-17=0$

$_A(1,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-11=0$

$_A(1,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-12=0$

$_A(1,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-13=0$

$_A(1,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-14=0$

$_A(1,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-16=0$

$_A(1,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-17=0$

$_A(1,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-18=0$

$_A(1,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-19=0$

$_A(1,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-13=0$

$_A(1,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-17=0$

$_A(1,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-19=0$

$_A(1,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-15=0$

$_A(1,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-16=0$

$_A(1,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-17=0$

$_A(1,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-18=0$

$_A(1,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-19=0$

$_A(1,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-20=0$

$_A(1,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-22=0$

$_A(1,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-23=0$

$_A(1,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-17=0$

$_A(1,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-19=0$

$_A(1,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-21=0$

$_A(1,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-23=0$

$_A(1,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-25=0$

$_A(1,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-19=0$

$_A(1,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-20=0$

$_A(1,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-22=0$

$_A(1,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-23=0$

$_A(1,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-25=0$

$_A(1,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-26=0$

$_A(1,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(1,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-6=0$

$_A(1,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-7=0$

$_A(1,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-8=0$

$_A(1,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-9=0$

$_A(1,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-10=0$

$_A(1,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-11=0$

$_A(1,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-12=0$

$_A(1,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(1,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-9=0$

$_A(1,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-11=0$

$_A(1,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-13=0$

$_A(1,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-15=0$

$_A(1,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-10=0$

$_A(1,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-11=0$

$_A(1,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-13=0$

$_A(1,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-14=0$

$_A(1,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-16=0$

$_A(1,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-17=0$

$_A(1,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-13=0$

$_A(1,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-15=0$

$_A(1,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-17=0$

$_A(1,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-19=0$

$_A(1,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-21=0$

$_A(1,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-16=0$

$_A(1,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-17=0$

$_A(1,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-18=0$

$_A(1,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-19=0$

$_A(1,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-21=0$

$_A(1,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-22=0$

$_A(1,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-23=0$

$_A(1,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-24=0$

$_A(1,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-19=0$

$_A(1,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-23=0$

$_A(1,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-25=0$

$_A(1,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-22=0$

$_A(1,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-23=0$

$_A(1,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-24=0$

$_A(1,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-25=0$

$_A(1,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-26=0$

$_A(1,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-27=0$

$_A(1,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-29=0$

$_A(1,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-30=0$

$_A(1,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-25=0$

$_A(1,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-27=0$

$_A(1,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-29=0$

$_A(1,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-31=0$

$_A(1,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-33=0$

$_A(1,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-28=0$

$_A(1,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-29=0$

$_A(1,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-31=0$

$_A(1,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-32=0$

$_A(1,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-34=0$

$_A(1,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-35=0$

$_A(1,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-6=0$

$_A(1,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-7=0$

$_A(1,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-8=0$

$_A(1,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-9=0$

$_A(1,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-10=0$

$_A(1,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-11=0$

$_A(1,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-12=0$

$_A(1,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-13=0$

$_A(1,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(1,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-11=0$

$_A(1,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-13=0$

$_A(1,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-15=0$

$_A(1,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-17=0$

$_A(1,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-13=0$

$_A(1,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-14=0$

$_A(1,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-16=0$

$_A(1,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-17=0$

$_A(1,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-19=0$

$_A(1,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-20=0$

$_A(1,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-17=0$

$_A(1,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-19=0$

$_A(1,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-21=0$

$_A(1,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-23=0$

$_A(1,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-25=0$

$_A(1,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-21=0$

$_A(1,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-22=0$

$_A(1,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-23=0$

$_A(1,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-24=0$

$_A(1,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-26=0$

$_A(1,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-27=0$

$_A(1,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-28=0$

$_A(1,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-29=0$

$_A(1,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-25=0$

$_A(1,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-29=0$

$_A(1,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-31=0$

$_A(1,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-29=0$

$_A(1,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-30=0$

$_A(1,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-31=0$

$_A(1,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-32=0$

$_A(1,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-33=0$

$_A(1,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-34=0$

$_A(1,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-36=0$

$_A(1,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-37=0$

$_A(1,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-33=0$

$_A(1,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-35=0$

$_A(1,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-37=0$

$_A(1,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-39=0$

$_A(1,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-41=0$

$_A(1,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-37=0$

$_A(1,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-38=0$

$_A(1,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-40=0$

$_A(1,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-41=0$

$_A(1,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-43=0$

$_A(1,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-44=0$

$_A(1,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(1,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-8=0$

$_A(1,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-9=0$

$_A(1,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-10=0$

$_A(1,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-11=0$

$_A(1,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-12=0$

$_A(1,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-13=0$

$_A(1,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-14=0$

$_A(1,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(1,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-13=0$

$_A(1,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-15=0$

$_A(1,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-17=0$

$_A(1,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-19=0$

$_A(1,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-16=0$

$_A(1,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-17=0$

$_A(1,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-19=0$

$_A(1,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-20=0$

$_A(1,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-22=0$

$_A(1,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-23=0$

$_A(1,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-21=0$

$_A(1,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-23=0$

$_A(1,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-25=0$

$_A(1,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-27=0$

$_A(1,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-29=0$

$_A(1,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-26=0$

$_A(1,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-27=0$

$_A(1,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-28=0$

$_A(1,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-29=0$

$_A(1,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-31=0$

$_A(1,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-32=0$

$_A(1,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-33=0$

$_A(1,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-34=0$

$_A(1,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-31=0$

$_A(1,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-35=0$

$_A(1,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-37=0$

$_A(1,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-36=0$

$_A(1,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-37=0$

$_A(1,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-38=0$

$_A(1,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-39=0$

$_A(1,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-40=0$

$_A(1,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-41=0$

$_A(1,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-43=0$

$_A(1,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-44=0$

$_A(1,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-41=0$

$_A(1,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-43=0$

$_A(1,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-45=0$

$_A(1,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-47=0$

$_A(1,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-49=0$

$_A(1,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-46=0$

$_A(1,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-47=0$

$_A(1,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-49=0$

$_A(1,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-50=0$

$_A(1,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-52=0$

$_A(1,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-53=0$

$_A(1,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-8=0$

$_A(1,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-9=0$

$_A(1,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-10=0$

$_A(1,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-11=0$

$_A(1,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-12=0$

$_A(1,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-13=0$

$_A(1,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-14=0$

$_A(1,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-15=0$

$_A(1,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-13=0$

$_A(1,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-15=0$

$_A(1,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-17=0$

$_A(1,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-19=0$

$_A(1,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-21=0$

$_A(1,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-19=0$

$_A(1,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-20=0$

$_A(1,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-22=0$

$_A(1,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-23=0$

$_A(1,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-25=0$

$_A(1,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-26=0$

$_A(1,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-25=0$

$_A(1,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-27=0$

$_A(1,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-29=0$

$_A(1,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-31=0$

$_A(1,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-33=0$

$_A(1,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-31=0$

$_A(1,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-32=0$

$_A(1,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-33=0$

$_A(1,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-34=0$

$_A(1,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-36=0$

$_A(1,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-37=0$

$_A(1,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-38=0$

$_A(1,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-39=0$

$_A(1,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-37=0$

$_A(1,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-41=0$

$_A(1,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-43=0$

$_A(1,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-43=0$

$_A(1,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-44=0$

$_A(1,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-45=0$

$_A(1,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-46=0$

$_A(1,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-47=0$

$_A(1,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-48=0$

$_A(1,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-50=0$

$_A(1,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-51=0$

$_A(1,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-49=0$

$_A(1,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-51=0$

$_A(1,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-53=0$

$_A(1,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-55=0$

$_A(1,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-57=0$

$_A(1,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-55=0$

$_A(1,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-56=0$

$_A(1,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-58=0$

$_A(1,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-59=0$

$_A(1,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-61=0$

$_A(1,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-62=0$

$_A(1,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(1,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-10=0$

$_A(1,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-11=0$

$_A(1,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-12=0$

$_A(1,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-13=0$

$_A(1,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-14=0$

$_A(1,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-15=0$

$_A(1,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-16=0$

$_A(1,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-15=0$

$_A(1,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-17=0$

$_A(1,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-19=0$

$_A(1,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-21=0$

$_A(1,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-23=0$

$_A(1,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-22=0$

$_A(1,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-23=0$

$_A(1,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-25=0$

$_A(1,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-26=0$

$_A(1,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-28=0$

$_A(1,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-29=0$

$_A(1,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-29=0$

$_A(1,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-31=0$

$_A(1,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-33=0$

$_A(1,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-35=0$

$_A(1,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-37=0$

$_A(1,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-36=0$

$_A(1,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-37=0$

$_A(1,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-38=0$

$_A(1,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-39=0$

$_A(1,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-41=0$

$_A(1,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-42=0$

$_A(1,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-43=0$

$_A(1,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-44=0$

$_A(1,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-43=0$

$_A(1,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-47=0$

$_A(1,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-49=0$

$_A(1,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-50=0$

$_A(1,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-51=0$

$_A(1,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-52=0$

$_A(1,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-53=0$

$_A(1,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-54=0$

$_A(1,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-55=0$

$_A(1,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-57=0$

$_A(1,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-58=0$

$_A(1,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-57=0$

$_A(1,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-59=0$

$_A(1,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-61=0$

$_A(1,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-63=0$

$_A(1,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-65=0$

$_A(1,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-64=0$

$_A(1,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-65=0$

$_A(1,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-67=0$

$_A(1,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-68=0$

$_A(1,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-70=0$

$_A(1,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-71=0$

$_A(1,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(1,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-11=0$

$_A(1,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-12=0$

$_A(1,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-13=0$

$_A(1,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-14=0$

$_A(1,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-15=0$

$_A(1,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-16=0$

$_A(1,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-17=0$

$_A(1,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-17=0$

$_A(1,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-19=0$

$_A(1,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-21=0$

$_A(1,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-23=0$

$_A(1,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-25=0$

$_A(1,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-25=0$

$_A(1,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-26=0$

$_A(1,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-28=0$

$_A(1,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-29=0$

$_A(1,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-31=0$

$_A(1,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-32=0$

$_A(1,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-33=0$

$_A(1,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-35=0$

$_A(1,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-37=0$

$_A(1,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-39=0$

$_A(1,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-41=0$

$_A(1,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-41=0$

$_A(1,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-42=0$

$_A(1,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-43=0$

$_A(1,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-44=0$

$_A(1,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-46=0$

$_A(1,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-47=0$

$_A(1,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-48=0$

$_A(1,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-49=0$

$_A(1,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-49=0$

$_A(1,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-53=0$

$_A(1,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-55=0$

$_A(1,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-57=0$

$_A(1,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-58=0$

$_A(1,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-59=0$

$_A(1,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-60=0$

$_A(1,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-61=0$

$_A(1,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-62=0$

$_A(1,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-64=0$

$_A(1,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-65=0$

$_A(1,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-65=0$

$_A(1,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-67=0$

$_A(1,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-69=0$

$_A(1,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-71=0$

$_A(1,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-73=0$

$_A(1,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-73=0$

$_A(1,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-74=0$

$_A(1,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-76=0$

$_A(1,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-77=0$

$_A(1,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-79=0$

$_A(1,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-80=0$

$_A(1,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(1,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-12=0$

$_A(1,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-13=0$

$_A(1,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-14=0$

$_A(1,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-15=0$

$_A(1,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-16=0$

$_A(1,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-17=0$

$_A(1,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-18=0$

$_A(1,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-19=0$

$_A(1,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-21=0$

$_A(1,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-23=0$

$_A(1,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-25=0$

$_A(1,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-27=0$

$_A(1,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-28=0$

$_A(1,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-29=0$

$_A(1,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-31=0$

$_A(1,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-32=0$

$_A(1,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-34=0$

$_A(1,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-35=0$

$_A(1,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-37=0$

$_A(1,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-39=0$

$_A(1,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-41=0$

$_A(1,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-43=0$

$_A(1,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-45=0$

$_A(1,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-46=0$

$_A(1,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-47=0$

$_A(1,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-48=0$

$_A(1,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-49=0$

$_A(1,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-51=0$

$_A(1,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-52=0$

$_A(1,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-53=0$

$_A(1,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-54=0$

$_A(1,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-55=0$

$_A(1,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-59=0$

$_A(1,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-61=0$

$_A(1,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-64=0$

$_A(1,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-65=0$

$_A(1,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-66=0$

$_A(1,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-67=0$

$_A(1,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-68=0$

$_A(1,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-69=0$

$_A(1,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-71=0$

$_A(1,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-72=0$

$_A(1,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-73=0$

$_A(1,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-75=0$

$_A(1,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-77=0$

$_A(1,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-79=0$

$_A(1,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-81=0$

$_A(1,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-82=0$

$_A(1,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-83=0$

$_A(1,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-85=0$

$_A(1,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-86=0$

$_A(1,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-88=0$

$_A(1,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-89=0$

$_A(2,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-3=0$

$_A(2,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(2,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-7=0$

$_A(2,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-9=0$

$_A(2,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-11=0$

$_A(2,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-13=0$

$_A(2,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-15=0$

$_A(2,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-17=0$

$_A(2,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-19=0$

$_A(2,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-4=0$

$_A(2,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-8=0$

$_A(2,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-12=0$

$_A(2,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-16=0$

$_A(2,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-20=0$

$_A(2,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-5=0$

$_A(2,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-7=0$

$_A(2,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-11=0$

$_A(2,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-13=0$

$_A(2,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-17=0$

$_A(2,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-19=0$

$_A(2,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-6=0$

$_A(2,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-10=0$

$_A(2,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-14=0$

$_A(2,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-18=0$

$_A(2,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-22=0$

$_A(2,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-7=0$

$_A(2,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-9=0$

$_A(2,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-11=0$

$_A(2,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-13=0$

$_A(2,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-17=0$

$_A(2,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-19=0$

$_A(2,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-21=0$

$_A(2,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-23=0$

$_A(2,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-8=0$

$_A(2,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-16=0$

$_A(2,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-20=0$

$_A(2,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-9=0$

$_A(2,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-11=0$

$_A(2,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-13=0$

$_A(2,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-15=0$

$_A(2,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-17=0$

$_A(2,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-19=0$

$_A(2,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-23=0$

$_A(2,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-25=0$

$_A(2,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-10=0$

$_A(2,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-14=0$

$_A(2,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-18=0$

$_A(2,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-22=0$

$_A(2,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-26=0$

$_A(2,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-11=0$

$_A(2,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-13=0$

$_A(2,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-17=0$

$_A(2,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-19=0$

$_A(2,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-23=0$

$_A(2,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-25=0$

$_A(2,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-6=0$

$_A(2,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-8=0$

$_A(2,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-10=0$

$_A(2,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-12=0$

$_A(2,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-14=0$

$_A(2,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-16=0$

$_A(2,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-18=0$

$_A(2,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-20=0$

$_A(2,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-6=0$

$_A(2,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-10=0$

$_A(2,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-14=0$

$_A(2,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-18=0$

$_A(2,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-22=0$

$_A(2,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-8=0$

$_A(2,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-10=0$

$_A(2,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-14=0$

$_A(2,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-16=0$

$_A(2,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-20=0$

$_A(2,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-22=0$

$_A(2,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-10=0$

$_A(2,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-14=0$

$_A(2,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-18=0$

$_A(2,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-22=0$

$_A(2,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-26=0$

$_A(2,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-12=0$

$_A(2,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-14=0$

$_A(2,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-16=0$

$_A(2,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-18=0$

$_A(2,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-22=0$

$_A(2,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-24=0$

$_A(2,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-26=0$

$_A(2,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-28=0$

$_A(2,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-14=0$

$_A(2,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-22=0$

$_A(2,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-26=0$

$_A(2,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-16=0$

$_A(2,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-18=0$

$_A(2,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-20=0$

$_A(2,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-22=0$

$_A(2,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-24=0$

$_A(2,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-26=0$

$_A(2,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-30=0$

$_A(2,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-32=0$

$_A(2,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-18=0$

$_A(2,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-22=0$

$_A(2,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-26=0$

$_A(2,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-30=0$

$_A(2,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-34=0$

$_A(2,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-20=0$

$_A(2,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-22=0$

$_A(2,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-26=0$

$_A(2,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-28=0$

$_A(2,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-32=0$

$_A(2,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-34=0$

$_A(2,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(2,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-9=0$

$_A(2,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-11=0$

$_A(2,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-13=0$

$_A(2,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-15=0$

$_A(2,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-17=0$

$_A(2,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-19=0$

$_A(2,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-21=0$

$_A(2,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-8=0$

$_A(2,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-12=0$

$_A(2,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-16=0$

$_A(2,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-20=0$

$_A(2,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-24=0$

$_A(2,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-11=0$

$_A(2,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-13=0$

$_A(2,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-17=0$

$_A(2,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-19=0$

$_A(2,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-23=0$

$_A(2,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-25=0$

$_A(2,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-14=0$

$_A(2,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-18=0$

$_A(2,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-22=0$

$_A(2,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-26=0$

$_A(2,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-30=0$

$_A(2,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-17=0$

$_A(2,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-19=0$

$_A(2,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-21=0$

$_A(2,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-23=0$

$_A(2,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-27=0$

$_A(2,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-29=0$

$_A(2,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-31=0$

$_A(2,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-33=0$

$_A(2,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-20=0$

$_A(2,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-28=0$

$_A(2,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-32=0$

$_A(2,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-23=0$

$_A(2,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-25=0$

$_A(2,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-27=0$

$_A(2,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-29=0$

$_A(2,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-31=0$

$_A(2,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-33=0$

$_A(2,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-37=0$

$_A(2,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-39=0$

$_A(2,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-26=0$

$_A(2,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-30=0$

$_A(2,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-34=0$

$_A(2,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-38=0$

$_A(2,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-42=0$

$_A(2,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-29=0$

$_A(2,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-31=0$

$_A(2,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-35=0$

$_A(2,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-37=0$

$_A(2,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-41=0$

$_A(2,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-43=0$

$_A(2,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-8=0$

$_A(2,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-10=0$

$_A(2,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-12=0$

$_A(2,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-14=0$

$_A(2,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-16=0$

$_A(2,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-18=0$

$_A(2,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-20=0$

$_A(2,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-22=0$

$_A(2,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(2,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-14=0$

$_A(2,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-18=0$

$_A(2,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-22=0$

$_A(2,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-26=0$

$_A(2,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-14=0$

$_A(2,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-16=0$

$_A(2,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-20=0$

$_A(2,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-22=0$

$_A(2,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-26=0$

$_A(2,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-28=0$

$_A(2,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-18=0$

$_A(2,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-22=0$

$_A(2,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-26=0$

$_A(2,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-30=0$

$_A(2,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-34=0$

$_A(2,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-22=0$

$_A(2,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-24=0$

$_A(2,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-26=0$

$_A(2,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-28=0$

$_A(2,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-32=0$

$_A(2,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-34=0$

$_A(2,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-36=0$

$_A(2,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-38=0$

$_A(2,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-26=0$

$_A(2,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-34=0$

$_A(2,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-38=0$

$_A(2,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-30=0$

$_A(2,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-32=0$

$_A(2,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-34=0$

$_A(2,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-36=0$

$_A(2,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-38=0$

$_A(2,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-40=0$

$_A(2,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-44=0$

$_A(2,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-46=0$

$_A(2,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-34=0$

$_A(2,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-38=0$

$_A(2,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-42=0$

$_A(2,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-46=0$

$_A(2,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-50=0$

$_A(2,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-38=0$

$_A(2,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-40=0$

$_A(2,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-44=0$

$_A(2,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-46=0$

$_A(2,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-50=0$

$_A(2,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-52=0$

$_A(2,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(2,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-11=0$

$_A(2,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-13=0$

$_A(2,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-15=0$

$_A(2,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-17=0$

$_A(2,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-19=0$

$_A(2,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-21=0$

$_A(2,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-23=0$

$_A(2,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-12=0$

$_A(2,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-16=0$

$_A(2,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-20=0$

$_A(2,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-24=0$

$_A(2,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-28=0$

$_A(2,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-17=0$

$_A(2,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-19=0$

$_A(2,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-23=0$

$_A(2,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-25=0$

$_A(2,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-29=0$

$_A(2,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-31=0$

$_A(2,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-22=0$

$_A(2,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-26=0$

$_A(2,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-30=0$

$_A(2,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-34=0$

$_A(2,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-38=0$

$_A(2,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-27=0$

$_A(2,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-29=0$

$_A(2,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-31=0$

$_A(2,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-33=0$

$_A(2,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-37=0$

$_A(2,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-39=0$

$_A(2,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-41=0$

$_A(2,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-43=0$

$_A(2,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-32=0$

$_A(2,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-40=0$

$_A(2,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-44=0$

$_A(2,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-37=0$

$_A(2,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-39=0$

$_A(2,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-41=0$

$_A(2,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-43=0$

$_A(2,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-45=0$

$_A(2,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-47=0$

$_A(2,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-51=0$

$_A(2,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-53=0$

$_A(2,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-42=0$

$_A(2,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-46=0$

$_A(2,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-50=0$

$_A(2,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-54=0$

$_A(2,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-58=0$

$_A(2,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-47=0$

$_A(2,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-49=0$

$_A(2,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-53=0$

$_A(2,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-55=0$

$_A(2,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-59=0$

$_A(2,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-61=0$

$_A(2,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(2,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-12=0$

$_A(2,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-14=0$

$_A(2,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-16=0$

$_A(2,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-18=0$

$_A(2,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-20=0$

$_A(2,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-22=0$

$_A(2,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-24=0$

$_A(2,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-14=0$

$_A(2,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-18=0$

$_A(2,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-22=0$

$_A(2,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-26=0$

$_A(2,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-30=0$

$_A(2,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-20=0$

$_A(2,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-22=0$

$_A(2,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-26=0$

$_A(2,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-28=0$

$_A(2,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-32=0$

$_A(2,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-34=0$

$_A(2,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-26=0$

$_A(2,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-30=0$

$_A(2,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-34=0$

$_A(2,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-38=0$

$_A(2,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-42=0$

$_A(2,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-32=0$

$_A(2,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-34=0$

$_A(2,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-36=0$

$_A(2,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-38=0$

$_A(2,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-42=0$

$_A(2,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-44=0$

$_A(2,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-46=0$

$_A(2,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-48=0$

$_A(2,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-38=0$

$_A(2,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-46=0$

$_A(2,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-50=0$

$_A(2,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-44=0$

$_A(2,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-46=0$

$_A(2,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-48=0$

$_A(2,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-50=0$

$_A(2,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-52=0$

$_A(2,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-54=0$

$_A(2,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-58=0$

$_A(2,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-60=0$

$_A(2,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-50=0$

$_A(2,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-54=0$

$_A(2,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-58=0$

$_A(2,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-62=0$

$_A(2,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-66=0$

$_A(2,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-56=0$

$_A(2,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-58=0$

$_A(2,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-62=0$

$_A(2,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-64=0$

$_A(2,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-68=0$

$_A(2,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-70=0$

$_A(2,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(2,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-13=0$

$_A(2,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-15=0$

$_A(2,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-17=0$

$_A(2,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-19=0$

$_A(2,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-21=0$

$_A(2,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-23=0$

$_A(2,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-25=0$

$_A(2,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-16=0$

$_A(2,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-20=0$

$_A(2,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-24=0$

$_A(2,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-28=0$

$_A(2,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-32=0$

$_A(2,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-23=0$

$_A(2,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-25=0$

$_A(2,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-29=0$

$_A(2,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-31=0$

$_A(2,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-35=0$

$_A(2,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-37=0$

$_A(2,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-30=0$

$_A(2,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-34=0$

$_A(2,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-38=0$

$_A(2,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-42=0$

$_A(2,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-46=0$

$_A(2,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-37=0$

$_A(2,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-39=0$

$_A(2,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-41=0$

$_A(2,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-43=0$

$_A(2,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-47=0$

$_A(2,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-49=0$

$_A(2,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-51=0$

$_A(2,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-53=0$

$_A(2,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-44=0$

$_A(2,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-52=0$

$_A(2,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-56=0$

$_A(2,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-51=0$

$_A(2,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-53=0$

$_A(2,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-55=0$

$_A(2,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-57=0$

$_A(2,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-59=0$

$_A(2,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-61=0$

$_A(2,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-65=0$

$_A(2,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-67=0$

$_A(2,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-58=0$

$_A(2,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-62=0$

$_A(2,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-66=0$

$_A(2,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-70=0$

$_A(2,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-74=0$

$_A(2,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-65=0$

$_A(2,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-67=0$

$_A(2,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-71=0$

$_A(2,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-73=0$

$_A(2,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-77=0$

$_A(2,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-79=0$

$_A(2,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-12=0$

$_A(2,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-14=0$

$_A(2,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-16=0$

$_A(2,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-18=0$

$_A(2,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-20=0$

$_A(2,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-22=0$

$_A(2,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-24=0$

$_A(2,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-26=0$

$_A(2,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-18=0$

$_A(2,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-22=0$

$_A(2,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-26=0$

$_A(2,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-30=0$

$_A(2,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-34=0$

$_A(2,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-26=0$

$_A(2,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-28=0$

$_A(2,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-32=0$

$_A(2,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-34=0$

$_A(2,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-38=0$

$_A(2,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-40=0$

$_A(2,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-34=0$

$_A(2,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-38=0$

$_A(2,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-42=0$

$_A(2,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-46=0$

$_A(2,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-50=0$

$_A(2,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-42=0$

$_A(2,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-44=0$

$_A(2,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-46=0$

$_A(2,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-48=0$

$_A(2,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-52=0$

$_A(2,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-54=0$

$_A(2,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-56=0$

$_A(2,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-58=0$

$_A(2,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-50=0$

$_A(2,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-58=0$

$_A(2,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-62=0$

$_A(2,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-58=0$

$_A(2,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-60=0$

$_A(2,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-62=0$

$_A(2,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-64=0$

$_A(2,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-66=0$

$_A(2,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-68=0$

$_A(2,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-72=0$

$_A(2,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-74=0$

$_A(2,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-66=0$

$_A(2,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-70=0$

$_A(2,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-74=0$

$_A(2,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-78=0$

$_A(2,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-82=0$

$_A(2,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-74=0$

$_A(2,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-76=0$

$_A(2,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-80=0$

$_A(2,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-82=0$

$_A(2,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-86=0$

$_A(2,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-88=0$

$_A(2,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(2,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-15=0$

$_A(2,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-17=0$

$_A(2,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-19=0$

$_A(2,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-21=0$

$_A(2,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-23=0$

$_A(2,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-25=0$

$_A(2,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-27=0$

$_A(2,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-20=0$

$_A(2,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-24=0$

$_A(2,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-28=0$

$_A(2,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-32=0$

$_A(2,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-36=0$

$_A(2,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-29=0$

$_A(2,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-31=0$

$_A(2,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-35=0$

$_A(2,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-37=0$

$_A(2,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-41=0$

$_A(2,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-43=0$

$_A(2,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-38=0$

$_A(2,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-42=0$

$_A(2,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-46=0$

$_A(2,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-50=0$

$_A(2,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-54=0$

$_A(2,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-47=0$

$_A(2,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-49=0$

$_A(2,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-51=0$

$_A(2,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-53=0$

$_A(2,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-57=0$

$_A(2,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-59=0$

$_A(2,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-61=0$

$_A(2,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-63=0$

$_A(2,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-56=0$

$_A(2,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-64=0$

$_A(2,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-68=0$

$_A(2,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-65=0$

$_A(2,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-67=0$

$_A(2,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-69=0$

$_A(2,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-71=0$

$_A(2,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-73=0$

$_A(2,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-75=0$

$_A(2,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-79=0$

$_A(2,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-81=0$

$_A(2,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-74=0$

$_A(2,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-78=0$

$_A(2,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-82=0$

$_A(2,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-86=0$

$_A(2,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-90=0$

$_A(2,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-83=0$

$_A(2,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-85=0$

$_A(2,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-89=0$

$_A(2,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-91=0$

$_A(2,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-95=0$

$_A(2,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-97=0$

$_A(3,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-4=0$

$_A(3,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(3,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-10=0$

$_A(3,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-13=0$

$_A(3,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-16=0$

$_A(3,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-19=0$

$_A(3,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-22=0$

$_A(3,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-25=0$

$_A(3,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-28=0$

$_A(3,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(3,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-11=0$

$_A(3,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-17=0$

$_A(3,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-23=0$

$_A(3,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-29=0$

$_A(3,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-6=0$

$_A(3,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-9=0$

$_A(3,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-15=0$

$_A(3,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-18=0$

$_A(3,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-24=0$

$_A(3,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-27=0$

$_A(3,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-7=0$

$_A(3,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-13=0$

$_A(3,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-19=0$

$_A(3,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-25=0$

$_A(3,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-31=0$

$_A(3,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-8=0$

$_A(3,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-11=0$

$_A(3,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-14=0$

$_A(3,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-17=0$

$_A(3,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-23=0$

$_A(3,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-26=0$

$_A(3,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-29=0$

$_A(3,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-32=0$

$_A(3,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-9=0$

$_A(3,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-21=0$

$_A(3,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-27=0$

$_A(3,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-10=0$

$_A(3,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-13=0$

$_A(3,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-16=0$

$_A(3,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-19=0$

$_A(3,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-22=0$

$_A(3,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-25=0$

$_A(3,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-31=0$

$_A(3,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-34=0$

$_A(3,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-11=0$

$_A(3,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-17=0$

$_A(3,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-23=0$

$_A(3,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-29=0$

$_A(3,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-35=0$

$_A(3,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-12=0$

$_A(3,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-15=0$

$_A(3,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-21=0$

$_A(3,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-24=0$

$_A(3,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-30=0$

$_A(3,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-33=0$

$_A(3,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-8=0$

$_A(3,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-11=0$

$_A(3,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-14=0$

$_A(3,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-17=0$

$_A(3,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-20=0$

$_A(3,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-23=0$

$_A(3,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-26=0$

$_A(3,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-29=0$

$_A(3,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(3,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-13=0$

$_A(3,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-19=0$

$_A(3,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-25=0$

$_A(3,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-31=0$

$_A(3,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-9=0$

$_A(3,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-12=0$

$_A(3,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-18=0$

$_A(3,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-21=0$

$_A(3,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-27=0$

$_A(3,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-30=0$

$_A(3,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-11=0$

$_A(3,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-17=0$

$_A(3,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-23=0$

$_A(3,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-29=0$

$_A(3,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-35=0$

$_A(3,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-13=0$

$_A(3,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-16=0$

$_A(3,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-19=0$

$_A(3,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-22=0$

$_A(3,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-28=0$

$_A(3,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-31=0$

$_A(3,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-34=0$

$_A(3,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-37=0$

$_A(3,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-15=0$

$_A(3,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-27=0$

$_A(3,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-33=0$

$_A(3,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-17=0$

$_A(3,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-20=0$

$_A(3,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-23=0$

$_A(3,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-26=0$

$_A(3,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-29=0$

$_A(3,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-32=0$

$_A(3,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-38=0$

$_A(3,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-41=0$

$_A(3,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-19=0$

$_A(3,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-25=0$

$_A(3,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-31=0$

$_A(3,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-37=0$

$_A(3,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-43=0$

$_A(3,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-21=0$

$_A(3,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-24=0$

$_A(3,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-30=0$

$_A(3,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-33=0$

$_A(3,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-39=0$

$_A(3,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-42=0$

$_A(3,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(3,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-12=0$

$_A(3,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-15=0$

$_A(3,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-18=0$

$_A(3,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-21=0$

$_A(3,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-24=0$

$_A(3,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-27=0$

$_A(3,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-30=0$

$_A(3,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(3,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-15=0$

$_A(3,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-21=0$

$_A(3,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-27=0$

$_A(3,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-33=0$

$_A(3,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-12=0$

$_A(3,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-15=0$

$_A(3,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-21=0$

$_A(3,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-24=0$

$_A(3,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-30=0$

$_A(3,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-33=0$

$_A(3,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-15=0$

$_A(3,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-21=0$

$_A(3,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-27=0$

$_A(3,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-33=0$

$_A(3,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-39=0$

$_A(3,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-18=0$

$_A(3,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-21=0$

$_A(3,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-24=0$

$_A(3,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-27=0$

$_A(3,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-33=0$

$_A(3,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-36=0$

$_A(3,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-39=0$

$_A(3,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-42=0$

$_A(3,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-21=0$

$_A(3,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-33=0$

$_A(3,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-39=0$

$_A(3,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-24=0$

$_A(3,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-27=0$

$_A(3,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-30=0$

$_A(3,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-33=0$

$_A(3,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-36=0$

$_A(3,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-39=0$

$_A(3,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-45=0$

$_A(3,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-48=0$

$_A(3,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-27=0$

$_A(3,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-33=0$

$_A(3,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-39=0$

$_A(3,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-45=0$

$_A(3,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-51=0$

$_A(3,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-30=0$

$_A(3,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-33=0$

$_A(3,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-39=0$

$_A(3,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-42=0$

$_A(3,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-48=0$

$_A(3,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-51=0$

$_A(3,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(3,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-13=0$

$_A(3,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-16=0$

$_A(3,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-19=0$

$_A(3,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-22=0$

$_A(3,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-25=0$

$_A(3,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-28=0$

$_A(3,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-31=0$

$_A(3,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(3,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-17=0$

$_A(3,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-23=0$

$_A(3,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-29=0$

$_A(3,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-35=0$

$_A(3,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-15=0$

$_A(3,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-18=0$

$_A(3,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-24=0$

$_A(3,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-27=0$

$_A(3,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-33=0$

$_A(3,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-36=0$

$_A(3,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-19=0$

$_A(3,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-25=0$

$_A(3,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-31=0$

$_A(3,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-37=0$

$_A(3,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-43=0$

$_A(3,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-23=0$

$_A(3,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-26=0$

$_A(3,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-29=0$

$_A(3,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-32=0$

$_A(3,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-38=0$

$_A(3,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-41=0$

$_A(3,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-44=0$

$_A(3,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-47=0$

$_A(3,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-27=0$

$_A(3,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-39=0$

$_A(3,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-45=0$

$_A(3,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-31=0$

$_A(3,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-34=0$

$_A(3,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-37=0$

$_A(3,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-40=0$

$_A(3,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-43=0$

$_A(3,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-46=0$

$_A(3,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-52=0$

$_A(3,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-55=0$

$_A(3,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-35=0$

$_A(3,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-41=0$

$_A(3,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-47=0$

$_A(3,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-53=0$

$_A(3,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-59=0$

$_A(3,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-39=0$

$_A(3,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-42=0$

$_A(3,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-48=0$

$_A(3,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-51=0$

$_A(3,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-57=0$

$_A(3,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-60=0$

$_A(3,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(3,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-14=0$

$_A(3,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-17=0$

$_A(3,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-20=0$

$_A(3,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-23=0$

$_A(3,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-26=0$

$_A(3,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-29=0$

$_A(3,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-32=0$

$_A(3,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-13=0$

$_A(3,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-19=0$

$_A(3,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-25=0$

$_A(3,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-31=0$

$_A(3,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-37=0$

$_A(3,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-18=0$

$_A(3,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-21=0$

$_A(3,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-27=0$

$_A(3,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-30=0$

$_A(3,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-36=0$

$_A(3,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-39=0$

$_A(3,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-23=0$

$_A(3,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-29=0$

$_A(3,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-35=0$

$_A(3,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-41=0$

$_A(3,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-47=0$

$_A(3,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-28=0$

$_A(3,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-31=0$

$_A(3,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-34=0$

$_A(3,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-37=0$

$_A(3,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-43=0$

$_A(3,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-46=0$

$_A(3,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-49=0$

$_A(3,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-52=0$

$_A(3,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-33=0$

$_A(3,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-45=0$

$_A(3,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-51=0$

$_A(3,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-38=0$

$_A(3,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-41=0$

$_A(3,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-44=0$

$_A(3,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-47=0$

$_A(3,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-50=0$

$_A(3,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-53=0$

$_A(3,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-59=0$

$_A(3,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-62=0$

$_A(3,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-43=0$

$_A(3,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-49=0$

$_A(3,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-55=0$

$_A(3,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-61=0$

$_A(3,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-67=0$

$_A(3,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-48=0$

$_A(3,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-51=0$

$_A(3,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-57=0$

$_A(3,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-60=0$

$_A(3,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-66=0$

$_A(3,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-69=0$

$_A(3,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-12=0$

$_A(3,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-15=0$

$_A(3,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-18=0$

$_A(3,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-21=0$

$_A(3,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-24=0$

$_A(3,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-27=0$

$_A(3,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-30=0$

$_A(3,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-33=0$

$_A(3,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-15=0$

$_A(3,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-21=0$

$_A(3,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-27=0$

$_A(3,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-33=0$

$_A(3,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-39=0$

$_A(3,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-21=0$

$_A(3,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-24=0$

$_A(3,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-30=0$

$_A(3,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-33=0$

$_A(3,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-39=0$

$_A(3,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-42=0$

$_A(3,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-27=0$

$_A(3,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-33=0$

$_A(3,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-39=0$

$_A(3,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-45=0$

$_A(3,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-51=0$

$_A(3,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-33=0$

$_A(3,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-36=0$

$_A(3,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-39=0$

$_A(3,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-42=0$

$_A(3,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-48=0$

$_A(3,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-51=0$

$_A(3,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-54=0$

$_A(3,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-57=0$

$_A(3,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-39=0$

$_A(3,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-51=0$

$_A(3,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-57=0$

$_A(3,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-45=0$

$_A(3,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-48=0$

$_A(3,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-51=0$

$_A(3,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-54=0$

$_A(3,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-57=0$

$_A(3,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-60=0$

$_A(3,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-66=0$

$_A(3,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-69=0$

$_A(3,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-51=0$

$_A(3,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-57=0$

$_A(3,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-63=0$

$_A(3,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-69=0$

$_A(3,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-75=0$

$_A(3,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-57=0$

$_A(3,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-60=0$

$_A(3,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-66=0$

$_A(3,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-69=0$

$_A(3,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-75=0$

$_A(3,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-78=0$

$_A(3,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(3,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-16=0$

$_A(3,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-19=0$

$_A(3,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-22=0$

$_A(3,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-25=0$

$_A(3,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-28=0$

$_A(3,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-31=0$

$_A(3,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-34=0$

$_A(3,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-17=0$

$_A(3,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-23=0$

$_A(3,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-29=0$

$_A(3,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-35=0$

$_A(3,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-41=0$

$_A(3,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-24=0$

$_A(3,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-27=0$

$_A(3,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-33=0$

$_A(3,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-36=0$

$_A(3,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-42=0$

$_A(3,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-45=0$

$_A(3,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-31=0$

$_A(3,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-37=0$

$_A(3,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-43=0$

$_A(3,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-49=0$

$_A(3,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-55=0$

$_A(3,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-38=0$

$_A(3,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-41=0$

$_A(3,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-44=0$

$_A(3,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-47=0$

$_A(3,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-53=0$

$_A(3,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-56=0$

$_A(3,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-59=0$

$_A(3,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-62=0$

$_A(3,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-45=0$

$_A(3,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-57=0$

$_A(3,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-63=0$

$_A(3,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-52=0$

$_A(3,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-55=0$

$_A(3,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-58=0$

$_A(3,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-61=0$

$_A(3,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-64=0$

$_A(3,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-67=0$

$_A(3,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-73=0$

$_A(3,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-76=0$

$_A(3,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-59=0$

$_A(3,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-65=0$

$_A(3,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-71=0$

$_A(3,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-77=0$

$_A(3,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-83=0$

$_A(3,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-66=0$

$_A(3,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-69=0$

$_A(3,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-75=0$

$_A(3,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-78=0$

$_A(3,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-84=0$

$_A(3,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-87=0$

$_A(3,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-14=0$

$_A(3,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-17=0$

$_A(3,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-20=0$

$_A(3,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-23=0$

$_A(3,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-26=0$

$_A(3,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-29=0$

$_A(3,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-32=0$

$_A(3,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-35=0$

$_A(3,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-19=0$

$_A(3,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-25=0$

$_A(3,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-31=0$

$_A(3,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-37=0$

$_A(3,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-43=0$

$_A(3,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-27=0$

$_A(3,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-30=0$

$_A(3,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-36=0$

$_A(3,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-39=0$

$_A(3,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-45=0$

$_A(3,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-48=0$

$_A(3,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-35=0$

$_A(3,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-41=0$

$_A(3,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-47=0$

$_A(3,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-53=0$

$_A(3,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-59=0$

$_A(3,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-43=0$

$_A(3,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-46=0$

$_A(3,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-49=0$

$_A(3,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-52=0$

$_A(3,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-58=0$

$_A(3,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-61=0$

$_A(3,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-64=0$

$_A(3,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-67=0$

$_A(3,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-51=0$

$_A(3,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-63=0$

$_A(3,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-69=0$

$_A(3,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-59=0$

$_A(3,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-62=0$

$_A(3,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-65=0$

$_A(3,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-68=0$

$_A(3,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-71=0$

$_A(3,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-74=0$

$_A(3,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-80=0$

$_A(3,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-83=0$

$_A(3,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-67=0$

$_A(3,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-73=0$

$_A(3,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-79=0$

$_A(3,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-85=0$

$_A(3,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-91=0$

$_A(3,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-75=0$

$_A(3,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-78=0$

$_A(3,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-84=0$

$_A(3,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-87=0$

$_A(3,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-93=0$

$_A(3,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-96=0$

$_A(3,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-15=0$

$_A(3,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-18=0$

$_A(3,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-21=0$

$_A(3,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-24=0$

$_A(3,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-27=0$

$_A(3,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-30=0$

$_A(3,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-33=0$

$_A(3,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-36=0$

$_A(3,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-21=0$

$_A(3,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-27=0$

$_A(3,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-33=0$

$_A(3,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-39=0$

$_A(3,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-45=0$

$_A(3,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-30=0$

$_A(3,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-33=0$

$_A(3,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-39=0$

$_A(3,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-42=0$

$_A(3,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-48=0$

$_A(3,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-51=0$

$_A(3,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-39=0$

$_A(3,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-45=0$

$_A(3,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-51=0$

$_A(3,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-57=0$

$_A(3,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-63=0$

$_A(3,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-48=0$

$_A(3,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-51=0$

$_A(3,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-54=0$

$_A(3,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-57=0$

$_A(3,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-63=0$

$_A(3,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-66=0$

$_A(3,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-69=0$

$_A(3,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-72=0$

$_A(3,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-57=0$

$_A(3,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-69=0$

$_A(3,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-75=0$

$_A(3,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-66=0$

$_A(3,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-69=0$

$_A(3,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-72=0$

$_A(3,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-75=0$

$_A(3,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-78=0$

$_A(3,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-81=0$

$_A(3,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-87=0$

$_A(3,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-90=0$

$_A(3,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-75=0$

$_A(3,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-81=0$

$_A(3,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-87=0$

$_A(3,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-93=0$

$_A(3,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-99=0$

$_A(3,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-84=0$

$_A(3,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-87=0$

$_A(3,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-93=0$

$_A(3,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-96=0$

$_A(3,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-102=0$

$_A(3,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-105=0$

$_A(4,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-5=0$

$_A(4,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-9=0$

$_A(4,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-13=0$

$_A(4,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-17=0$

$_A(4,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-21=0$

$_A(4,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-25=0$

$_A(4,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-29=0$

$_A(4,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-33=0$

$_A(4,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-37=0$

$_A(4,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-6=0$

$_A(4,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-14=0$

$_A(4,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-22=0$

$_A(4,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-30=0$

$_A(4,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-38=0$

$_A(4,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-7=0$

$_A(4,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-11=0$

$_A(4,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-19=0$

$_A(4,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-23=0$

$_A(4,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-31=0$

$_A(4,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-35=0$

$_A(4,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-8=0$

$_A(4,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-16=0$

$_A(4,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-24=0$

$_A(4,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-32=0$

$_A(4,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-40=0$

$_A(4,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-9=0$

$_A(4,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-13=0$

$_A(4,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-17=0$

$_A(4,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-21=0$

$_A(4,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-29=0$

$_A(4,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-33=0$

$_A(4,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-37=0$

$_A(4,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-41=0$

$_A(4,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-10=0$

$_A(4,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-26=0$

$_A(4,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-34=0$

$_A(4,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-11=0$

$_A(4,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-15=0$

$_A(4,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-19=0$

$_A(4,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-23=0$

$_A(4,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-27=0$

$_A(4,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-31=0$

$_A(4,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-39=0$

$_A(4,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-43=0$

$_A(4,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-12=0$

$_A(4,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-20=0$

$_A(4,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-28=0$

$_A(4,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-36=0$

$_A(4,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-44=0$

$_A(4,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-13=0$

$_A(4,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-17=0$

$_A(4,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-25=0$

$_A(4,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-29=0$

$_A(4,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-37=0$

$_A(4,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-41=0$

$_A(4,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-10=0$

$_A(4,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-14=0$

$_A(4,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-18=0$

$_A(4,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-22=0$

$_A(4,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-26=0$

$_A(4,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-30=0$

$_A(4,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-34=0$

$_A(4,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-38=0$

$_A(4,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-8=0$

$_A(4,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-16=0$

$_A(4,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-24=0$

$_A(4,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-32=0$

$_A(4,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-40=0$

$_A(4,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-10=0$

$_A(4,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-14=0$

$_A(4,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-22=0$

$_A(4,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-26=0$

$_A(4,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-34=0$

$_A(4,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-38=0$

$_A(4,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-12=0$

$_A(4,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-20=0$

$_A(4,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-28=0$

$_A(4,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-36=0$

$_A(4,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-44=0$

$_A(4,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-14=0$

$_A(4,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-18=0$

$_A(4,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-22=0$

$_A(4,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-26=0$

$_A(4,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-34=0$

$_A(4,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-38=0$

$_A(4,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-42=0$

$_A(4,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-46=0$

$_A(4,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-16=0$

$_A(4,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-32=0$

$_A(4,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-40=0$

$_A(4,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-18=0$

$_A(4,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-22=0$

$_A(4,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-26=0$

$_A(4,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-30=0$

$_A(4,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-34=0$

$_A(4,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-38=0$

$_A(4,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-46=0$

$_A(4,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-50=0$

$_A(4,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-20=0$

$_A(4,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-28=0$

$_A(4,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-36=0$

$_A(4,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-44=0$

$_A(4,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-52=0$

$_A(4,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-22=0$

$_A(4,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-26=0$

$_A(4,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-34=0$

$_A(4,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-38=0$

$_A(4,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-46=0$

$_A(4,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-50=0$

$_A(4,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(4,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-15=0$

$_A(4,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-19=0$

$_A(4,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-23=0$

$_A(4,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-27=0$

$_A(4,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-31=0$

$_A(4,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-35=0$

$_A(4,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-39=0$

$_A(4,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(4,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-18=0$

$_A(4,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-26=0$

$_A(4,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-34=0$

$_A(4,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-42=0$

$_A(4,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-13=0$

$_A(4,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-17=0$

$_A(4,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-25=0$

$_A(4,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-29=0$

$_A(4,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-37=0$

$_A(4,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-41=0$

$_A(4,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-16=0$

$_A(4,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-24=0$

$_A(4,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-32=0$

$_A(4,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-40=0$

$_A(4,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-48=0$

$_A(4,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-19=0$

$_A(4,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-23=0$

$_A(4,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-27=0$

$_A(4,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-31=0$

$_A(4,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-39=0$

$_A(4,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-43=0$

$_A(4,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-47=0$

$_A(4,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-51=0$

$_A(4,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-22=0$

$_A(4,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-38=0$

$_A(4,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-46=0$

$_A(4,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-25=0$

$_A(4,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-29=0$

$_A(4,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-33=0$

$_A(4,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-37=0$

$_A(4,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-41=0$

$_A(4,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-45=0$

$_A(4,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-53=0$

$_A(4,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-57=0$

$_A(4,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-28=0$

$_A(4,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-36=0$

$_A(4,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-44=0$

$_A(4,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-52=0$

$_A(4,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-60=0$

$_A(4,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-31=0$

$_A(4,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-35=0$

$_A(4,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-43=0$

$_A(4,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-47=0$

$_A(4,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-55=0$

$_A(4,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-59=0$

$_A(4,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-12=0$

$_A(4,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-16=0$

$_A(4,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-20=0$

$_A(4,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-24=0$

$_A(4,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-28=0$

$_A(4,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-32=0$

$_A(4,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-36=0$

$_A(4,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-40=0$

$_A(4,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-12=0$

$_A(4,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-20=0$

$_A(4,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-28=0$

$_A(4,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-36=0$

$_A(4,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-44=0$

$_A(4,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-16=0$

$_A(4,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-20=0$

$_A(4,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-28=0$

$_A(4,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-32=0$

$_A(4,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-40=0$

$_A(4,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-44=0$

$_A(4,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-20=0$

$_A(4,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-28=0$

$_A(4,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-36=0$

$_A(4,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-44=0$

$_A(4,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-52=0$

$_A(4,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-24=0$

$_A(4,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-28=0$

$_A(4,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-32=0$

$_A(4,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-36=0$

$_A(4,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-44=0$

$_A(4,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-48=0$

$_A(4,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-52=0$

$_A(4,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-56=0$

$_A(4,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-28=0$

$_A(4,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-44=0$

$_A(4,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-52=0$

$_A(4,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-32=0$

$_A(4,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-36=0$

$_A(4,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-40=0$

$_A(4,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-44=0$

$_A(4,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-48=0$

$_A(4,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-52=0$

$_A(4,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-60=0$

$_A(4,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-64=0$

$_A(4,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-36=0$

$_A(4,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-44=0$

$_A(4,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-52=0$

$_A(4,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-60=0$

$_A(4,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-68=0$

$_A(4,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-40=0$

$_A(4,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-44=0$

$_A(4,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-52=0$

$_A(4,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-56=0$

$_A(4,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-64=0$

$_A(4,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-68=0$

$_A(4,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(4,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-17=0$

$_A(4,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-21=0$

$_A(4,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-25=0$

$_A(4,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-29=0$

$_A(4,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-33=0$

$_A(4,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-37=0$

$_A(4,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-41=0$

$_A(4,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-14=0$

$_A(4,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-22=0$

$_A(4,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-30=0$

$_A(4,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-38=0$

$_A(4,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-46=0$

$_A(4,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-19=0$

$_A(4,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-23=0$

$_A(4,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-31=0$

$_A(4,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-35=0$

$_A(4,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-43=0$

$_A(4,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-47=0$

$_A(4,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-24=0$

$_A(4,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-32=0$

$_A(4,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-40=0$

$_A(4,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-48=0$

$_A(4,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-56=0$

$_A(4,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-29=0$

$_A(4,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-33=0$

$_A(4,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-37=0$

$_A(4,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-41=0$

$_A(4,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-49=0$

$_A(4,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-53=0$

$_A(4,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-57=0$

$_A(4,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-61=0$

$_A(4,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-34=0$

$_A(4,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-50=0$

$_A(4,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-58=0$

$_A(4,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-39=0$

$_A(4,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-43=0$

$_A(4,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-47=0$

$_A(4,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-51=0$

$_A(4,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-55=0$

$_A(4,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-59=0$

$_A(4,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-67=0$

$_A(4,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-71=0$

$_A(4,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-44=0$

$_A(4,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-52=0$

$_A(4,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-60=0$

$_A(4,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-68=0$

$_A(4,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-76=0$

$_A(4,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-49=0$

$_A(4,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-53=0$

$_A(4,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-61=0$

$_A(4,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-65=0$

$_A(4,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-73=0$

$_A(4,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-77=0$

$_A(4,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-14=0$

$_A(4,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-18=0$

$_A(4,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-22=0$

$_A(4,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-26=0$

$_A(4,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-30=0$

$_A(4,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-34=0$

$_A(4,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-38=0$

$_A(4,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-42=0$

$_A(4,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-16=0$

$_A(4,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-24=0$

$_A(4,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-32=0$

$_A(4,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-40=0$

$_A(4,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-48=0$

$_A(4,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-22=0$

$_A(4,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-26=0$

$_A(4,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-34=0$

$_A(4,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-38=0$

$_A(4,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-46=0$

$_A(4,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-50=0$

$_A(4,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-28=0$

$_A(4,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-36=0$

$_A(4,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-44=0$

$_A(4,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-52=0$

$_A(4,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-60=0$

$_A(4,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-34=0$

$_A(4,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-38=0$

$_A(4,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-42=0$

$_A(4,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-46=0$

$_A(4,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-54=0$

$_A(4,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-58=0$

$_A(4,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-62=0$

$_A(4,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-66=0$

$_A(4,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-40=0$

$_A(4,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-56=0$

$_A(4,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-64=0$

$_A(4,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-46=0$

$_A(4,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-50=0$

$_A(4,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-54=0$

$_A(4,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-58=0$

$_A(4,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-62=0$

$_A(4,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-66=0$

$_A(4,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-74=0$

$_A(4,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-78=0$

$_A(4,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-52=0$

$_A(4,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-60=0$

$_A(4,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-68=0$

$_A(4,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-76=0$

$_A(4,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-84=0$

$_A(4,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-58=0$

$_A(4,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-62=0$

$_A(4,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-70=0$

$_A(4,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-74=0$

$_A(4,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-82=0$

$_A(4,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-86=0$

$_A(4,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-15=0$

$_A(4,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-19=0$

$_A(4,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-23=0$

$_A(4,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-27=0$

$_A(4,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-31=0$

$_A(4,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-35=0$

$_A(4,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-39=0$

$_A(4,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-43=0$

$_A(4,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-18=0$

$_A(4,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-26=0$

$_A(4,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-34=0$

$_A(4,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-42=0$

$_A(4,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-50=0$

$_A(4,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-25=0$

$_A(4,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-29=0$

$_A(4,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-37=0$

$_A(4,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-41=0$

$_A(4,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-49=0$

$_A(4,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-53=0$

$_A(4,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-32=0$

$_A(4,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-40=0$

$_A(4,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-48=0$

$_A(4,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-56=0$

$_A(4,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-64=0$

$_A(4,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-39=0$

$_A(4,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-43=0$

$_A(4,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-47=0$

$_A(4,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-51=0$

$_A(4,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-59=0$

$_A(4,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-63=0$

$_A(4,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-67=0$

$_A(4,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-71=0$

$_A(4,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-46=0$

$_A(4,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-62=0$

$_A(4,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-70=0$

$_A(4,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-53=0$

$_A(4,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-57=0$

$_A(4,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-61=0$

$_A(4,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-65=0$

$_A(4,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-69=0$

$_A(4,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-73=0$

$_A(4,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-81=0$

$_A(4,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-85=0$

$_A(4,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-60=0$

$_A(4,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-68=0$

$_A(4,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-76=0$

$_A(4,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-84=0$

$_A(4,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-92=0$

$_A(4,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-67=0$

$_A(4,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-71=0$

$_A(4,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-79=0$

$_A(4,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-83=0$

$_A(4,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-91=0$

$_A(4,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-95=0$

$_A(4,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-16=0$

$_A(4,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-20=0$

$_A(4,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-24=0$

$_A(4,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-28=0$

$_A(4,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-32=0$

$_A(4,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-36=0$

$_A(4,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-40=0$

$_A(4,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-44=0$

$_A(4,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-20=0$

$_A(4,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-28=0$

$_A(4,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-36=0$

$_A(4,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-44=0$

$_A(4,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-52=0$

$_A(4,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-28=0$

$_A(4,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-32=0$

$_A(4,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-40=0$

$_A(4,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-44=0$

$_A(4,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-52=0$

$_A(4,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-56=0$

$_A(4,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-36=0$

$_A(4,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-44=0$

$_A(4,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-52=0$

$_A(4,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-60=0$

$_A(4,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-68=0$

$_A(4,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-44=0$

$_A(4,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-48=0$

$_A(4,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-52=0$

$_A(4,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-56=0$

$_A(4,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-64=0$

$_A(4,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-68=0$

$_A(4,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-72=0$

$_A(4,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-76=0$

$_A(4,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-52=0$

$_A(4,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-68=0$

$_A(4,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-76=0$

$_A(4,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-60=0$

$_A(4,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-64=0$

$_A(4,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-68=0$

$_A(4,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-72=0$

$_A(4,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-76=0$

$_A(4,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-80=0$

$_A(4,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-88=0$

$_A(4,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-92=0$

$_A(4,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-68=0$

$_A(4,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-76=0$

$_A(4,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-84=0$

$_A(4,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-92=0$

$_A(4,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-100=0$

$_A(4,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-76=0$

$_A(4,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-80=0$

$_A(4,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-88=0$

$_A(4,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-92=0$

$_A(4,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-100=0$

$_A(4,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-104=0$

$_A(4,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-17=0$

$_A(4,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-21=0$

$_A(4,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-25=0$

$_A(4,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-29=0$

$_A(4,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-33=0$

$_A(4,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-37=0$

$_A(4,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-41=0$

$_A(4,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-45=0$

$_A(4,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-22=0$

$_A(4,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-30=0$

$_A(4,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-38=0$

$_A(4,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-46=0$

$_A(4,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-54=0$

$_A(4,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-31=0$

$_A(4,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-35=0$

$_A(4,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-43=0$

$_A(4,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-47=0$

$_A(4,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-55=0$

$_A(4,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-59=0$

$_A(4,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-40=0$

$_A(4,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-48=0$

$_A(4,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-56=0$

$_A(4,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-64=0$

$_A(4,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-72=0$

$_A(4,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-49=0$

$_A(4,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-53=0$

$_A(4,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-57=0$

$_A(4,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-61=0$

$_A(4,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-69=0$

$_A(4,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-73=0$

$_A(4,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-77=0$

$_A(4,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-81=0$

$_A(4,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-58=0$

$_A(4,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-74=0$

$_A(4,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-82=0$

$_A(4,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-67=0$

$_A(4,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-71=0$

$_A(4,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-75=0$

$_A(4,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-79=0$

$_A(4,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-83=0$

$_A(4,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-87=0$

$_A(4,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-95=0$

$_A(4,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-99=0$

$_A(4,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-76=0$

$_A(4,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-84=0$

$_A(4,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-92=0$

$_A(4,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-100=0$

$_A(4,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-108=0$

$_A(4,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-85=0$

$_A(4,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-89=0$

$_A(4,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-97=0$

$_A(4,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-101=0$

$_A(4,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-109=0$

$_A(4,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-113=0$

$_A(5,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-6=0$

$_A(5,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-11=0$

$_A(5,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-16=0$

$_A(5,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-21=0$

$_A(5,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-26=0$

$_A(5,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-31=0$

$_A(5,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-36=0$

$_A(5,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-41=0$

$_A(5,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-46=0$

$_A(5,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(5,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-17=0$

$_A(5,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-27=0$

$_A(5,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-37=0$

$_A(5,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-47=0$

$_A(5,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-8=0$

$_A(5,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-13=0$

$_A(5,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-23=0$

$_A(5,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-28=0$

$_A(5,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-38=0$

$_A(5,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-43=0$

$_A(5,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-9=0$

$_A(5,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-19=0$

$_A(5,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-29=0$

$_A(5,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-39=0$

$_A(5,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-49=0$

$_A(5,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-10=0$

$_A(5,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-15=0$

$_A(5,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-20=0$

$_A(5,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-25=0$

$_A(5,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-35=0$

$_A(5,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-40=0$

$_A(5,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-45=0$

$_A(5,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-50=0$

$_A(5,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-11=0$

$_A(5,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-31=0$

$_A(5,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-41=0$

$_A(5,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-12=0$

$_A(5,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-17=0$

$_A(5,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-22=0$

$_A(5,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-27=0$

$_A(5,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-32=0$

$_A(5,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-37=0$

$_A(5,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-47=0$

$_A(5,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-52=0$

$_A(5,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-13=0$

$_A(5,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-23=0$

$_A(5,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-33=0$

$_A(5,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-43=0$

$_A(5,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-53=0$

$_A(5,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-14=0$

$_A(5,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-19=0$

$_A(5,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-29=0$

$_A(5,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-34=0$

$_A(5,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-44=0$

$_A(5,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-49=0$

$_A(5,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-12=0$

$_A(5,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-17=0$

$_A(5,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-22=0$

$_A(5,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-27=0$

$_A(5,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-32=0$

$_A(5,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-37=0$

$_A(5,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-42=0$

$_A(5,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-47=0$

$_A(5,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(5,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-19=0$

$_A(5,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-29=0$

$_A(5,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-39=0$

$_A(5,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-49=0$

$_A(5,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-11=0$

$_A(5,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-16=0$

$_A(5,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-26=0$

$_A(5,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-31=0$

$_A(5,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-41=0$

$_A(5,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-46=0$

$_A(5,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-13=0$

$_A(5,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-23=0$

$_A(5,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-33=0$

$_A(5,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-43=0$

$_A(5,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-53=0$

$_A(5,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-15=0$

$_A(5,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-20=0$

$_A(5,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-25=0$

$_A(5,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-30=0$

$_A(5,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-40=0$

$_A(5,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-45=0$

$_A(5,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-50=0$

$_A(5,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-55=0$

$_A(5,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-17=0$

$_A(5,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-37=0$

$_A(5,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-47=0$

$_A(5,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-19=0$

$_A(5,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-24=0$

$_A(5,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-29=0$

$_A(5,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-34=0$

$_A(5,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-39=0$

$_A(5,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-44=0$

$_A(5,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-54=0$

$_A(5,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-59=0$

$_A(5,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-21=0$

$_A(5,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-31=0$

$_A(5,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-41=0$

$_A(5,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-51=0$

$_A(5,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-61=0$

$_A(5,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-23=0$

$_A(5,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-28=0$

$_A(5,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-38=0$

$_A(5,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-43=0$

$_A(5,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-53=0$

$_A(5,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-58=0$

$_A(5,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(5,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-18=0$

$_A(5,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-23=0$

$_A(5,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-28=0$

$_A(5,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-33=0$

$_A(5,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-38=0$

$_A(5,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-43=0$

$_A(5,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-48=0$

$_A(5,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(5,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-21=0$

$_A(5,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-31=0$

$_A(5,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-41=0$

$_A(5,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-51=0$

$_A(5,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-14=0$

$_A(5,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-19=0$

$_A(5,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-29=0$

$_A(5,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-34=0$

$_A(5,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-44=0$

$_A(5,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-49=0$

$_A(5,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-17=0$

$_A(5,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-27=0$

$_A(5,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-37=0$

$_A(5,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-47=0$

$_A(5,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-57=0$

$_A(5,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-20=0$

$_A(5,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-25=0$

$_A(5,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-30=0$

$_A(5,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-35=0$

$_A(5,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-45=0$

$_A(5,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-50=0$

$_A(5,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-55=0$

$_A(5,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-60=0$

$_A(5,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-23=0$

$_A(5,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-43=0$

$_A(5,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-53=0$

$_A(5,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-26=0$

$_A(5,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-31=0$

$_A(5,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-36=0$

$_A(5,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-41=0$

$_A(5,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-46=0$

$_A(5,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-51=0$

$_A(5,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-61=0$

$_A(5,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-66=0$

$_A(5,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-29=0$

$_A(5,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-39=0$

$_A(5,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-49=0$

$_A(5,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-59=0$

$_A(5,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-69=0$

$_A(5,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-32=0$

$_A(5,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-37=0$

$_A(5,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-47=0$

$_A(5,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-52=0$

$_A(5,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-62=0$

$_A(5,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-67=0$

$_A(5,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-14=0$

$_A(5,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-19=0$

$_A(5,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-24=0$

$_A(5,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-29=0$

$_A(5,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-34=0$

$_A(5,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-39=0$

$_A(5,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-44=0$

$_A(5,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-49=0$

$_A(5,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-13=0$

$_A(5,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-23=0$

$_A(5,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-33=0$

$_A(5,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-43=0$

$_A(5,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-53=0$

$_A(5,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-17=0$

$_A(5,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-22=0$

$_A(5,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-32=0$

$_A(5,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-37=0$

$_A(5,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-47=0$

$_A(5,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-52=0$

$_A(5,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-21=0$

$_A(5,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-31=0$

$_A(5,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-41=0$

$_A(5,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-51=0$

$_A(5,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-61=0$

$_A(5,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-25=0$

$_A(5,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-30=0$

$_A(5,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-35=0$

$_A(5,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-40=0$

$_A(5,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-50=0$

$_A(5,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-55=0$

$_A(5,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-60=0$

$_A(5,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-65=0$

$_A(5,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-29=0$

$_A(5,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-49=0$

$_A(5,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-59=0$

$_A(5,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-33=0$

$_A(5,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-38=0$

$_A(5,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-43=0$

$_A(5,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-48=0$

$_A(5,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-53=0$

$_A(5,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-58=0$

$_A(5,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-68=0$

$_A(5,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-73=0$

$_A(5,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-37=0$

$_A(5,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-47=0$

$_A(5,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-57=0$

$_A(5,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-67=0$

$_A(5,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-77=0$

$_A(5,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-41=0$

$_A(5,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-46=0$

$_A(5,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-56=0$

$_A(5,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-61=0$

$_A(5,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-71=0$

$_A(5,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-76=0$

$_A(5,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-15=0$

$_A(5,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-20=0$

$_A(5,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-25=0$

$_A(5,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-30=0$

$_A(5,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-35=0$

$_A(5,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-40=0$

$_A(5,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-45=0$

$_A(5,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-50=0$

$_A(5,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-15=0$

$_A(5,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-25=0$

$_A(5,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-35=0$

$_A(5,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-45=0$

$_A(5,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-55=0$

$_A(5,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-20=0$

$_A(5,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-25=0$

$_A(5,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-35=0$

$_A(5,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-40=0$

$_A(5,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-50=0$

$_A(5,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-55=0$

$_A(5,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-25=0$

$_A(5,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-35=0$

$_A(5,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-45=0$

$_A(5,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-55=0$

$_A(5,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-65=0$

$_A(5,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-30=0$

$_A(5,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-35=0$

$_A(5,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-40=0$

$_A(5,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-45=0$

$_A(5,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-55=0$

$_A(5,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-60=0$

$_A(5,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-65=0$

$_A(5,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-70=0$

$_A(5,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-35=0$

$_A(5,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-55=0$

$_A(5,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-65=0$

$_A(5,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-40=0$

$_A(5,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-45=0$

$_A(5,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-50=0$

$_A(5,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-55=0$

$_A(5,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-60=0$

$_A(5,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-65=0$

$_A(5,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-75=0$

$_A(5,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-80=0$

$_A(5,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-45=0$

$_A(5,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-55=0$

$_A(5,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-65=0$

$_A(5,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-75=0$

$_A(5,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-85=0$

$_A(5,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-50=0$

$_A(5,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-55=0$

$_A(5,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-65=0$

$_A(5,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-70=0$

$_A(5,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-80=0$

$_A(5,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-85=0$

$_A(5,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-16=0$

$_A(5,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-21=0$

$_A(5,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-26=0$

$_A(5,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-31=0$

$_A(5,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-36=0$

$_A(5,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-41=0$

$_A(5,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-46=0$

$_A(5,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-51=0$

$_A(5,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-17=0$

$_A(5,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-27=0$

$_A(5,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-37=0$

$_A(5,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-47=0$

$_A(5,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-57=0$

$_A(5,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-23=0$

$_A(5,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-28=0$

$_A(5,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-38=0$

$_A(5,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-43=0$

$_A(5,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-53=0$

$_A(5,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-58=0$

$_A(5,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-29=0$

$_A(5,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-39=0$

$_A(5,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-49=0$

$_A(5,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-59=0$

$_A(5,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-69=0$

$_A(5,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-35=0$

$_A(5,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-40=0$

$_A(5,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-45=0$

$_A(5,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-50=0$

$_A(5,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-60=0$

$_A(5,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-65=0$

$_A(5,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-70=0$

$_A(5,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-75=0$

$_A(5,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-41=0$

$_A(5,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-61=0$

$_A(5,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-71=0$

$_A(5,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-47=0$

$_A(5,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-52=0$

$_A(5,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-57=0$

$_A(5,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-62=0$

$_A(5,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-67=0$

$_A(5,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-72=0$

$_A(5,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-82=0$

$_A(5,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-87=0$

$_A(5,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-53=0$

$_A(5,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-63=0$

$_A(5,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-73=0$

$_A(5,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-83=0$

$_A(5,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-93=0$

$_A(5,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-59=0$

$_A(5,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-64=0$

$_A(5,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-74=0$

$_A(5,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-79=0$

$_A(5,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-89=0$

$_A(5,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-94=0$

$_A(5,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-17=0$

$_A(5,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-22=0$

$_A(5,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-27=0$

$_A(5,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-32=0$

$_A(5,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-37=0$

$_A(5,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-42=0$

$_A(5,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-47=0$

$_A(5,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-52=0$

$_A(5,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-19=0$

$_A(5,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-29=0$

$_A(5,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-39=0$

$_A(5,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-49=0$

$_A(5,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-59=0$

$_A(5,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-26=0$

$_A(5,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-31=0$

$_A(5,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-41=0$

$_A(5,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-46=0$

$_A(5,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-56=0$

$_A(5,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-61=0$

$_A(5,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-33=0$

$_A(5,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-43=0$

$_A(5,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-53=0$

$_A(5,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-63=0$

$_A(5,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-73=0$

$_A(5,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-40=0$

$_A(5,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-45=0$

$_A(5,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-50=0$

$_A(5,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-55=0$

$_A(5,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-65=0$

$_A(5,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-70=0$

$_A(5,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-75=0$

$_A(5,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-80=0$

$_A(5,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-47=0$

$_A(5,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-67=0$

$_A(5,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-77=0$

$_A(5,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-54=0$

$_A(5,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-59=0$

$_A(5,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-64=0$

$_A(5,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-69=0$

$_A(5,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-74=0$

$_A(5,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-79=0$

$_A(5,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-89=0$

$_A(5,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-94=0$

$_A(5,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-61=0$

$_A(5,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-71=0$

$_A(5,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-81=0$

$_A(5,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-91=0$

$_A(5,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-101=0$

$_A(5,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-68=0$

$_A(5,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-73=0$

$_A(5,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-83=0$

$_A(5,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-88=0$

$_A(5,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-98=0$

$_A(5,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-103=0$

$_A(5,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-18=0$

$_A(5,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-23=0$

$_A(5,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-28=0$

$_A(5,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-33=0$

$_A(5,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-38=0$

$_A(5,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-43=0$

$_A(5,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-48=0$

$_A(5,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-53=0$

$_A(5,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-21=0$

$_A(5,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-31=0$

$_A(5,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-41=0$

$_A(5,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-51=0$

$_A(5,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-61=0$

$_A(5,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-29=0$

$_A(5,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-34=0$

$_A(5,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-44=0$

$_A(5,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-49=0$

$_A(5,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-59=0$

$_A(5,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-64=0$

$_A(5,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-37=0$

$_A(5,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-47=0$

$_A(5,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-57=0$

$_A(5,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-67=0$

$_A(5,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-77=0$

$_A(5,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-45=0$

$_A(5,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-50=0$

$_A(5,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-55=0$

$_A(5,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-60=0$

$_A(5,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-70=0$

$_A(5,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-75=0$

$_A(5,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-80=0$

$_A(5,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-85=0$

$_A(5,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-53=0$

$_A(5,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-73=0$

$_A(5,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-83=0$

$_A(5,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-61=0$

$_A(5,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-66=0$

$_A(5,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-71=0$

$_A(5,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-76=0$

$_A(5,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-81=0$

$_A(5,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-86=0$

$_A(5,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-96=0$

$_A(5,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-101=0$

$_A(5,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-69=0$

$_A(5,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-79=0$

$_A(5,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-89=0$

$_A(5,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-99=0$

$_A(5,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-109=0$

$_A(5,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-77=0$

$_A(5,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-82=0$

$_A(5,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-92=0$

$_A(5,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-97=0$

$_A(5,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-107=0$

$_A(5,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-112=0$

$_A(5,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-19=0$

$_A(5,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-24=0$

$_A(5,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-29=0$

$_A(5,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-34=0$

$_A(5,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-39=0$

$_A(5,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-44=0$

$_A(5,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-49=0$

$_A(5,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-54=0$

$_A(5,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-23=0$

$_A(5,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-33=0$

$_A(5,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-43=0$

$_A(5,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-53=0$

$_A(5,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-63=0$

$_A(5,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-32=0$

$_A(5,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-37=0$

$_A(5,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-47=0$

$_A(5,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-52=0$

$_A(5,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-62=0$

$_A(5,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-67=0$

$_A(5,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-41=0$

$_A(5,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-51=0$

$_A(5,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-61=0$

$_A(5,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-71=0$

$_A(5,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-81=0$

$_A(5,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-50=0$

$_A(5,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-55=0$

$_A(5,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-60=0$

$_A(5,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-65=0$

$_A(5,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-75=0$

$_A(5,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-80=0$

$_A(5,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-85=0$

$_A(5,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-90=0$

$_A(5,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-59=0$

$_A(5,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-79=0$

$_A(5,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-89=0$

$_A(5,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-68=0$

$_A(5,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-73=0$

$_A(5,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-78=0$

$_A(5,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-83=0$

$_A(5,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-88=0$

$_A(5,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-93=0$

$_A(5,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-103=0$

$_A(5,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-108=0$

$_A(5,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-77=0$

$_A(5,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-87=0$

$_A(5,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-97=0$

$_A(5,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-107=0$

$_A(5,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-117=0$

$_A(5,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-86=0$

$_A(5,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-91=0$

$_A(5,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-101=0$

$_A(5,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-106=0$

$_A(5,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-116=0$

$_A(5,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-121=0$

$_A(6,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-7=0$

$_A(6,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-13=0$

$_A(6,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-19=0$

$_A(6,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-25=0$

$_A(6,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-31=0$

$_A(6,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-37=0$

$_A(6,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-43=0$

$_A(6,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-49=0$

$_A(6,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-55=0$

$_A(6,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-8=0$

$_A(6,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-20=0$

$_A(6,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-32=0$

$_A(6,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-44=0$

$_A(6,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-56=0$

$_A(6,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-9=0$

$_A(6,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-15=0$

$_A(6,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-27=0$

$_A(6,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-33=0$

$_A(6,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-45=0$

$_A(6,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-51=0$

$_A(6,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-10=0$

$_A(6,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-22=0$

$_A(6,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-34=0$

$_A(6,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-46=0$

$_A(6,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-58=0$

$_A(6,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-11=0$

$_A(6,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-17=0$

$_A(6,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-23=0$

$_A(6,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-29=0$

$_A(6,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-41=0$

$_A(6,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-47=0$

$_A(6,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-53=0$

$_A(6,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-59=0$

$_A(6,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-12=0$

$_A(6,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-36=0$

$_A(6,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-48=0$

$_A(6,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-13=0$

$_A(6,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-19=0$

$_A(6,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-25=0$

$_A(6,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-31=0$

$_A(6,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-37=0$

$_A(6,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-43=0$

$_A(6,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-55=0$

$_A(6,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-61=0$

$_A(6,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-14=0$

$_A(6,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-26=0$

$_A(6,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-38=0$

$_A(6,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-50=0$

$_A(6,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-62=0$

$_A(6,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-15=0$

$_A(6,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-21=0$

$_A(6,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-33=0$

$_A(6,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-39=0$

$_A(6,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-51=0$

$_A(6,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-57=0$

$_A(6,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-14=0$

$_A(6,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-20=0$

$_A(6,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-26=0$

$_A(6,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-32=0$

$_A(6,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-38=0$

$_A(6,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-44=0$

$_A(6,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-50=0$

$_A(6,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-56=0$

$_A(6,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(6,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-22=0$

$_A(6,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-34=0$

$_A(6,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-46=0$

$_A(6,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-58=0$

$_A(6,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-12=0$

$_A(6,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-18=0$

$_A(6,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-30=0$

$_A(6,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-36=0$

$_A(6,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-48=0$

$_A(6,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-54=0$

$_A(6,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-14=0$

$_A(6,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-26=0$

$_A(6,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-38=0$

$_A(6,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-50=0$

$_A(6,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-62=0$

$_A(6,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-16=0$

$_A(6,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-22=0$

$_A(6,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-28=0$

$_A(6,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-34=0$

$_A(6,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-46=0$

$_A(6,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-52=0$

$_A(6,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-58=0$

$_A(6,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-64=0$

$_A(6,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-18=0$

$_A(6,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-42=0$

$_A(6,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-54=0$

$_A(6,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-20=0$

$_A(6,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-26=0$

$_A(6,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-32=0$

$_A(6,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-38=0$

$_A(6,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-44=0$

$_A(6,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-50=0$

$_A(6,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-62=0$

$_A(6,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-68=0$

$_A(6,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-22=0$

$_A(6,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-34=0$

$_A(6,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-46=0$

$_A(6,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-58=0$

$_A(6,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-70=0$

$_A(6,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-24=0$

$_A(6,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-30=0$

$_A(6,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-42=0$

$_A(6,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-48=0$

$_A(6,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-60=0$

$_A(6,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-66=0$

$_A(6,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-15=0$

$_A(6,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-21=0$

$_A(6,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-27=0$

$_A(6,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-33=0$

$_A(6,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-39=0$

$_A(6,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-45=0$

$_A(6,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-51=0$

$_A(6,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-57=0$

$_A(6,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-12=0$

$_A(6,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-24=0$

$_A(6,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-36=0$

$_A(6,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-48=0$

$_A(6,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-60=0$

$_A(6,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-15=0$

$_A(6,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-21=0$

$_A(6,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-33=0$

$_A(6,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-39=0$

$_A(6,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-51=0$

$_A(6,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-57=0$

$_A(6,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-18=0$

$_A(6,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-30=0$

$_A(6,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-42=0$

$_A(6,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-54=0$

$_A(6,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-66=0$

$_A(6,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-21=0$

$_A(6,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-27=0$

$_A(6,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-33=0$

$_A(6,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-39=0$

$_A(6,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-51=0$

$_A(6,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-57=0$

$_A(6,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-63=0$

$_A(6,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-69=0$

$_A(6,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-24=0$

$_A(6,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-48=0$

$_A(6,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-60=0$

$_A(6,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-27=0$

$_A(6,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-33=0$

$_A(6,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-39=0$

$_A(6,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-45=0$

$_A(6,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-51=0$

$_A(6,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-57=0$

$_A(6,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-69=0$

$_A(6,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-75=0$

$_A(6,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-30=0$

$_A(6,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-42=0$

$_A(6,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-54=0$

$_A(6,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-66=0$

$_A(6,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-78=0$

$_A(6,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-33=0$

$_A(6,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-39=0$

$_A(6,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-51=0$

$_A(6,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-57=0$

$_A(6,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-69=0$

$_A(6,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-75=0$

$_A(6,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-16=0$

$_A(6,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-22=0$

$_A(6,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-28=0$

$_A(6,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-34=0$

$_A(6,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-40=0$

$_A(6,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-46=0$

$_A(6,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-52=0$

$_A(6,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-58=0$

$_A(6,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-14=0$

$_A(6,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-26=0$

$_A(6,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-38=0$

$_A(6,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-50=0$

$_A(6,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-62=0$

$_A(6,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-18=0$

$_A(6,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-24=0$

$_A(6,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-36=0$

$_A(6,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-42=0$

$_A(6,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-54=0$

$_A(6,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-60=0$

$_A(6,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-22=0$

$_A(6,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-34=0$

$_A(6,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-46=0$

$_A(6,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-58=0$

$_A(6,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-70=0$

$_A(6,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-26=0$

$_A(6,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-32=0$

$_A(6,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-38=0$

$_A(6,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-44=0$

$_A(6,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-56=0$

$_A(6,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-62=0$

$_A(6,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-68=0$

$_A(6,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-74=0$

$_A(6,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-30=0$

$_A(6,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-54=0$

$_A(6,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-66=0$

$_A(6,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-34=0$

$_A(6,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-40=0$

$_A(6,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-46=0$

$_A(6,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-52=0$

$_A(6,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-58=0$

$_A(6,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-64=0$

$_A(6,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-76=0$

$_A(6,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-82=0$

$_A(6,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-38=0$

$_A(6,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-50=0$

$_A(6,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-62=0$

$_A(6,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-74=0$

$_A(6,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-86=0$

$_A(6,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-42=0$

$_A(6,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-48=0$

$_A(6,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-60=0$

$_A(6,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-66=0$

$_A(6,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-78=0$

$_A(6,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-84=0$

$_A(6,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-17=0$

$_A(6,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-23=0$

$_A(6,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-29=0$

$_A(6,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-35=0$

$_A(6,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-41=0$

$_A(6,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-47=0$

$_A(6,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-53=0$

$_A(6,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-59=0$

$_A(6,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-16=0$

$_A(6,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-28=0$

$_A(6,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-40=0$

$_A(6,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-52=0$

$_A(6,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-64=0$

$_A(6,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-21=0$

$_A(6,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-27=0$

$_A(6,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-39=0$

$_A(6,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-45=0$

$_A(6,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-57=0$

$_A(6,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-63=0$

$_A(6,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-26=0$

$_A(6,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-38=0$

$_A(6,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-50=0$

$_A(6,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-62=0$

$_A(6,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-74=0$

$_A(6,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-31=0$

$_A(6,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-37=0$

$_A(6,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-43=0$

$_A(6,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-49=0$

$_A(6,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-61=0$

$_A(6,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-67=0$

$_A(6,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-73=0$

$_A(6,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-79=0$

$_A(6,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-36=0$

$_A(6,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-60=0$

$_A(6,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-72=0$

$_A(6,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-41=0$

$_A(6,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-47=0$

$_A(6,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-53=0$

$_A(6,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-59=0$

$_A(6,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-65=0$

$_A(6,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-71=0$

$_A(6,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-83=0$

$_A(6,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-89=0$

$_A(6,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-46=0$

$_A(6,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-58=0$

$_A(6,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-70=0$

$_A(6,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-82=0$

$_A(6,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-94=0$

$_A(6,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-51=0$

$_A(6,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-57=0$

$_A(6,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-69=0$

$_A(6,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-75=0$

$_A(6,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-87=0$

$_A(6,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-93=0$

$_A(6,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-18=0$

$_A(6,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-24=0$

$_A(6,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-30=0$

$_A(6,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-36=0$

$_A(6,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-42=0$

$_A(6,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-48=0$

$_A(6,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-54=0$

$_A(6,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-60=0$

$_A(6,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-18=0$

$_A(6,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-30=0$

$_A(6,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-42=0$

$_A(6,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-54=0$

$_A(6,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-66=0$

$_A(6,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-24=0$

$_A(6,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-30=0$

$_A(6,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-42=0$

$_A(6,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-48=0$

$_A(6,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-60=0$

$_A(6,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-66=0$

$_A(6,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-30=0$

$_A(6,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-42=0$

$_A(6,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-54=0$

$_A(6,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-66=0$

$_A(6,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-78=0$

$_A(6,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-36=0$

$_A(6,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-42=0$

$_A(6,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-48=0$

$_A(6,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-54=0$

$_A(6,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-66=0$

$_A(6,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-72=0$

$_A(6,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-78=0$

$_A(6,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-84=0$

$_A(6,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-42=0$

$_A(6,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-66=0$

$_A(6,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-78=0$

$_A(6,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-48=0$

$_A(6,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-54=0$

$_A(6,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-60=0$

$_A(6,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-66=0$

$_A(6,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-72=0$

$_A(6,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-78=0$

$_A(6,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-90=0$

$_A(6,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-96=0$

$_A(6,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-54=0$

$_A(6,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-66=0$

$_A(6,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-78=0$

$_A(6,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-90=0$

$_A(6,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-102=0$

$_A(6,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-60=0$

$_A(6,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-66=0$

$_A(6,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-78=0$

$_A(6,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-84=0$

$_A(6,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-96=0$

$_A(6,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-102=0$

$_A(6,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-19=0$

$_A(6,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-25=0$

$_A(6,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-31=0$

$_A(6,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-37=0$

$_A(6,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-43=0$

$_A(6,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-49=0$

$_A(6,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-55=0$

$_A(6,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-61=0$

$_A(6,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-20=0$

$_A(6,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-32=0$

$_A(6,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-44=0$

$_A(6,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-56=0$

$_A(6,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-68=0$

$_A(6,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-27=0$

$_A(6,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-33=0$

$_A(6,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-45=0$

$_A(6,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-51=0$

$_A(6,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-63=0$

$_A(6,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-69=0$

$_A(6,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-34=0$

$_A(6,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-46=0$

$_A(6,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-58=0$

$_A(6,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-70=0$

$_A(6,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-82=0$

$_A(6,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-41=0$

$_A(6,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-47=0$

$_A(6,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-53=0$

$_A(6,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-59=0$

$_A(6,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-71=0$

$_A(6,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-77=0$

$_A(6,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-83=0$

$_A(6,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-89=0$

$_A(6,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-48=0$

$_A(6,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-72=0$

$_A(6,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-84=0$

$_A(6,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-55=0$

$_A(6,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-61=0$

$_A(6,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-67=0$

$_A(6,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-73=0$

$_A(6,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-79=0$

$_A(6,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-85=0$

$_A(6,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-97=0$

$_A(6,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-103=0$

$_A(6,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-62=0$

$_A(6,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-74=0$

$_A(6,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-86=0$

$_A(6,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-98=0$

$_A(6,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-110=0$

$_A(6,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-69=0$

$_A(6,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-75=0$

$_A(6,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-87=0$

$_A(6,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-93=0$

$_A(6,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-105=0$

$_A(6,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-111=0$

$_A(6,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-20=0$

$_A(6,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-26=0$

$_A(6,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-32=0$

$_A(6,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-38=0$

$_A(6,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-44=0$

$_A(6,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-50=0$

$_A(6,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-56=0$

$_A(6,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-62=0$

$_A(6,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-22=0$

$_A(6,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-34=0$

$_A(6,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-46=0$

$_A(6,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-58=0$

$_A(6,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-70=0$

$_A(6,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-30=0$

$_A(6,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-36=0$

$_A(6,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-48=0$

$_A(6,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-54=0$

$_A(6,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-66=0$

$_A(6,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-72=0$

$_A(6,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-38=0$

$_A(6,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-50=0$

$_A(6,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-62=0$

$_A(6,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-74=0$

$_A(6,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-86=0$

$_A(6,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-46=0$

$_A(6,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-52=0$

$_A(6,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-58=0$

$_A(6,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-64=0$

$_A(6,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-76=0$

$_A(6,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-82=0$

$_A(6,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-88=0$

$_A(6,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-94=0$

$_A(6,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-54=0$

$_A(6,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-78=0$

$_A(6,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-90=0$

$_A(6,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-62=0$

$_A(6,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-68=0$

$_A(6,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-74=0$

$_A(6,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-80=0$

$_A(6,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-86=0$

$_A(6,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-92=0$

$_A(6,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-104=0$

$_A(6,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-110=0$

$_A(6,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-70=0$

$_A(6,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-82=0$

$_A(6,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-94=0$

$_A(6,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-106=0$

$_A(6,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-118=0$

$_A(6,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-78=0$

$_A(6,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-84=0$

$_A(6,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-96=0$

$_A(6,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-102=0$

$_A(6,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-114=0$

$_A(6,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-120=0$

$_A(6,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-21=0$

$_A(6,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-27=0$

$_A(6,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-33=0$

$_A(6,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-39=0$

$_A(6,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-45=0$

$_A(6,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-51=0$

$_A(6,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-57=0$

$_A(6,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-63=0$

$_A(6,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-24=0$

$_A(6,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-36=0$

$_A(6,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-48=0$

$_A(6,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-60=0$

$_A(6,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-72=0$

$_A(6,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-33=0$

$_A(6,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-39=0$

$_A(6,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-51=0$

$_A(6,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-57=0$

$_A(6,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-69=0$

$_A(6,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-75=0$

$_A(6,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-42=0$

$_A(6,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-54=0$

$_A(6,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-66=0$

$_A(6,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-78=0$

$_A(6,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-90=0$

$_A(6,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-51=0$

$_A(6,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-57=0$

$_A(6,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-63=0$

$_A(6,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-69=0$

$_A(6,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-81=0$

$_A(6,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-87=0$

$_A(6,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-93=0$

$_A(6,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-99=0$

$_A(6,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-60=0$

$_A(6,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-84=0$

$_A(6,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-96=0$

$_A(6,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-69=0$

$_A(6,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-75=0$

$_A(6,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-81=0$

$_A(6,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-87=0$

$_A(6,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-93=0$

$_A(6,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-99=0$

$_A(6,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-111=0$

$_A(6,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-117=0$

$_A(6,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-78=0$

$_A(6,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-90=0$

$_A(6,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-102=0$

$_A(6,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-114=0$

$_A(6,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-126=0$

$_A(6,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-87=0$

$_A(6,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-93=0$

$_A(6,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-105=0$

$_A(6,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-111=0$

$_A(6,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-123=0$

$_A(6,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-129=0$

$_A(7,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-8=0$

$_A(7,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-15=0$

$_A(7,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-22=0$

$_A(7,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-29=0$

$_A(7,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-36=0$

$_A(7,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-43=0$

$_A(7,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-50=0$

$_A(7,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-57=0$

$_A(7,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-64=0$

$_A(7,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(7,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-23=0$

$_A(7,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-37=0$

$_A(7,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-51=0$

$_A(7,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-65=0$

$_A(7,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-10=0$

$_A(7,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-17=0$

$_A(7,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-31=0$

$_A(7,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-38=0$

$_A(7,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-52=0$

$_A(7,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-59=0$

$_A(7,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-11=0$

$_A(7,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-25=0$

$_A(7,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-39=0$

$_A(7,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-53=0$

$_A(7,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-67=0$

$_A(7,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-12=0$

$_A(7,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-19=0$

$_A(7,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-26=0$

$_A(7,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-33=0$

$_A(7,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-47=0$

$_A(7,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-54=0$

$_A(7,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-61=0$

$_A(7,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-68=0$

$_A(7,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-13=0$

$_A(7,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-41=0$

$_A(7,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-55=0$

$_A(7,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-14=0$

$_A(7,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-21=0$

$_A(7,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-28=0$

$_A(7,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-35=0$

$_A(7,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-42=0$

$_A(7,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-49=0$

$_A(7,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-63=0$

$_A(7,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-70=0$

$_A(7,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-15=0$

$_A(7,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-29=0$

$_A(7,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-43=0$

$_A(7,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-57=0$

$_A(7,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-71=0$

$_A(7,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-16=0$

$_A(7,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-23=0$

$_A(7,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-37=0$

$_A(7,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-44=0$

$_A(7,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-58=0$

$_A(7,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-65=0$

$_A(7,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-16=0$

$_A(7,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-23=0$

$_A(7,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-30=0$

$_A(7,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-37=0$

$_A(7,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-44=0$

$_A(7,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-51=0$

$_A(7,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-58=0$

$_A(7,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-65=0$

$_A(7,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(7,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-25=0$

$_A(7,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-39=0$

$_A(7,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-53=0$

$_A(7,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-67=0$

$_A(7,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-13=0$

$_A(7,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-20=0$

$_A(7,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-34=0$

$_A(7,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-41=0$

$_A(7,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-55=0$

$_A(7,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-62=0$

$_A(7,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-15=0$

$_A(7,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-29=0$

$_A(7,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-43=0$

$_A(7,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-57=0$

$_A(7,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-71=0$

$_A(7,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-17=0$

$_A(7,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-24=0$

$_A(7,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-31=0$

$_A(7,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-38=0$

$_A(7,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-52=0$

$_A(7,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-59=0$

$_A(7,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-66=0$

$_A(7,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-73=0$

$_A(7,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-19=0$

$_A(7,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-47=0$

$_A(7,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-61=0$

$_A(7,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-21=0$

$_A(7,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-28=0$

$_A(7,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-35=0$

$_A(7,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-42=0$

$_A(7,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-49=0$

$_A(7,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-56=0$

$_A(7,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-70=0$

$_A(7,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-77=0$

$_A(7,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-23=0$

$_A(7,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-37=0$

$_A(7,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-51=0$

$_A(7,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-65=0$

$_A(7,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-79=0$

$_A(7,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-25=0$

$_A(7,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-32=0$

$_A(7,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-46=0$

$_A(7,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-53=0$

$_A(7,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-67=0$

$_A(7,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-74=0$

$_A(7,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-17=0$

$_A(7,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-24=0$

$_A(7,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-31=0$

$_A(7,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-38=0$

$_A(7,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-45=0$

$_A(7,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-52=0$

$_A(7,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-59=0$

$_A(7,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-66=0$

$_A(7,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-13=0$

$_A(7,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-27=0$

$_A(7,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-41=0$

$_A(7,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-55=0$

$_A(7,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-69=0$

$_A(7,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-16=0$

$_A(7,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-23=0$

$_A(7,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-37=0$

$_A(7,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-44=0$

$_A(7,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-58=0$

$_A(7,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-65=0$

$_A(7,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-19=0$

$_A(7,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-33=0$

$_A(7,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-47=0$

$_A(7,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-61=0$

$_A(7,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-75=0$

$_A(7,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-22=0$

$_A(7,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-29=0$

$_A(7,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-36=0$

$_A(7,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-43=0$

$_A(7,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-57=0$

$_A(7,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-64=0$

$_A(7,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-71=0$

$_A(7,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-78=0$

$_A(7,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-25=0$

$_A(7,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-53=0$

$_A(7,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-67=0$

$_A(7,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-28=0$

$_A(7,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-35=0$

$_A(7,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-42=0$

$_A(7,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-49=0$

$_A(7,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-56=0$

$_A(7,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-63=0$

$_A(7,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-77=0$

$_A(7,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-84=0$

$_A(7,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-31=0$

$_A(7,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-45=0$

$_A(7,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-59=0$

$_A(7,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-73=0$

$_A(7,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-87=0$

$_A(7,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-34=0$

$_A(7,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-41=0$

$_A(7,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-55=0$

$_A(7,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-62=0$

$_A(7,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-76=0$

$_A(7,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-83=0$

$_A(7,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-18=0$

$_A(7,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-25=0$

$_A(7,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-32=0$

$_A(7,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-39=0$

$_A(7,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-46=0$

$_A(7,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-53=0$

$_A(7,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-60=0$

$_A(7,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-67=0$

$_A(7,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-15=0$

$_A(7,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-29=0$

$_A(7,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-43=0$

$_A(7,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-57=0$

$_A(7,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-71=0$

$_A(7,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-19=0$

$_A(7,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-26=0$

$_A(7,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-40=0$

$_A(7,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-47=0$

$_A(7,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-61=0$

$_A(7,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-68=0$

$_A(7,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-23=0$

$_A(7,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-37=0$

$_A(7,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-51=0$

$_A(7,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-65=0$

$_A(7,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-79=0$

$_A(7,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-27=0$

$_A(7,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-34=0$

$_A(7,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-41=0$

$_A(7,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-48=0$

$_A(7,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-62=0$

$_A(7,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-69=0$

$_A(7,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-76=0$

$_A(7,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-83=0$

$_A(7,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-31=0$

$_A(7,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-59=0$

$_A(7,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-73=0$

$_A(7,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-35=0$

$_A(7,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-42=0$

$_A(7,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-49=0$

$_A(7,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-56=0$

$_A(7,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-63=0$

$_A(7,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-70=0$

$_A(7,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-84=0$

$_A(7,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-91=0$

$_A(7,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-39=0$

$_A(7,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-53=0$

$_A(7,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-67=0$

$_A(7,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-81=0$

$_A(7,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-95=0$

$_A(7,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-43=0$

$_A(7,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-50=0$

$_A(7,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-64=0$

$_A(7,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-71=0$

$_A(7,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-85=0$

$_A(7,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-92=0$

$_A(7,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-19=0$

$_A(7,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-26=0$

$_A(7,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-33=0$

$_A(7,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-40=0$

$_A(7,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-47=0$

$_A(7,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-54=0$

$_A(7,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-61=0$

$_A(7,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-68=0$

$_A(7,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-17=0$

$_A(7,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-31=0$

$_A(7,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-45=0$

$_A(7,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-59=0$

$_A(7,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-73=0$

$_A(7,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-22=0$

$_A(7,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-29=0$

$_A(7,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-43=0$

$_A(7,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-50=0$

$_A(7,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-64=0$

$_A(7,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-71=0$

$_A(7,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-27=0$

$_A(7,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-41=0$

$_A(7,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-55=0$

$_A(7,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-69=0$

$_A(7,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-83=0$

$_A(7,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-32=0$

$_A(7,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-39=0$

$_A(7,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-46=0$

$_A(7,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-53=0$

$_A(7,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-67=0$

$_A(7,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-74=0$

$_A(7,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-81=0$

$_A(7,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-88=0$

$_A(7,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-37=0$

$_A(7,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-65=0$

$_A(7,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-79=0$

$_A(7,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-42=0$

$_A(7,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-49=0$

$_A(7,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-56=0$

$_A(7,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-63=0$

$_A(7,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-70=0$

$_A(7,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-77=0$

$_A(7,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-91=0$

$_A(7,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-98=0$

$_A(7,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-47=0$

$_A(7,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-61=0$

$_A(7,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-75=0$

$_A(7,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-89=0$

$_A(7,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-103=0$

$_A(7,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-52=0$

$_A(7,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-59=0$

$_A(7,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-73=0$

$_A(7,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-80=0$

$_A(7,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-94=0$

$_A(7,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-101=0$

$_A(7,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-20=0$

$_A(7,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-27=0$

$_A(7,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-34=0$

$_A(7,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-41=0$

$_A(7,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-48=0$

$_A(7,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-55=0$

$_A(7,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-62=0$

$_A(7,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-69=0$

$_A(7,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-19=0$

$_A(7,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-33=0$

$_A(7,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-47=0$

$_A(7,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-61=0$

$_A(7,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-75=0$

$_A(7,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-25=0$

$_A(7,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-32=0$

$_A(7,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-46=0$

$_A(7,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-53=0$

$_A(7,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-67=0$

$_A(7,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-74=0$

$_A(7,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-31=0$

$_A(7,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-45=0$

$_A(7,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-59=0$

$_A(7,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-73=0$

$_A(7,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-87=0$

$_A(7,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-37=0$

$_A(7,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-44=0$

$_A(7,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-51=0$

$_A(7,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-58=0$

$_A(7,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-72=0$

$_A(7,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-79=0$

$_A(7,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-86=0$

$_A(7,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-93=0$

$_A(7,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-43=0$

$_A(7,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-71=0$

$_A(7,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-85=0$

$_A(7,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-49=0$

$_A(7,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-56=0$

$_A(7,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-63=0$

$_A(7,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-70=0$

$_A(7,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-77=0$

$_A(7,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-84=0$

$_A(7,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-98=0$

$_A(7,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-105=0$

$_A(7,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-55=0$

$_A(7,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-69=0$

$_A(7,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-83=0$

$_A(7,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-97=0$

$_A(7,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-111=0$

$_A(7,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-61=0$

$_A(7,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-68=0$

$_A(7,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-82=0$

$_A(7,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-89=0$

$_A(7,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-103=0$

$_A(7,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-110=0$

$_A(7,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-21=0$

$_A(7,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-28=0$

$_A(7,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-35=0$

$_A(7,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-42=0$

$_A(7,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-49=0$

$_A(7,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-56=0$

$_A(7,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-63=0$

$_A(7,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-70=0$

$_A(7,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-21=0$

$_A(7,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-35=0$

$_A(7,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-49=0$

$_A(7,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-63=0$

$_A(7,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-77=0$

$_A(7,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-28=0$

$_A(7,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-35=0$

$_A(7,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-49=0$

$_A(7,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-56=0$

$_A(7,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-70=0$

$_A(7,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-77=0$

$_A(7,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-35=0$

$_A(7,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-49=0$

$_A(7,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-63=0$

$_A(7,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-77=0$

$_A(7,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-91=0$

$_A(7,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-42=0$

$_A(7,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-49=0$

$_A(7,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-56=0$

$_A(7,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-63=0$

$_A(7,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-77=0$

$_A(7,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-84=0$

$_A(7,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-91=0$

$_A(7,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-98=0$

$_A(7,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-49=0$

$_A(7,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-77=0$

$_A(7,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-91=0$

$_A(7,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-56=0$

$_A(7,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-63=0$

$_A(7,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-70=0$

$_A(7,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-77=0$

$_A(7,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-84=0$

$_A(7,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-91=0$

$_A(7,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-105=0$

$_A(7,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-112=0$

$_A(7,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-63=0$

$_A(7,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-77=0$

$_A(7,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-91=0$

$_A(7,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-105=0$

$_A(7,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-119=0$

$_A(7,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-70=0$

$_A(7,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-77=0$

$_A(7,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-91=0$

$_A(7,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-98=0$

$_A(7,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-112=0$

$_A(7,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-119=0$

$_A(7,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-22=0$

$_A(7,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-29=0$

$_A(7,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-36=0$

$_A(7,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-43=0$

$_A(7,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-50=0$

$_A(7,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-57=0$

$_A(7,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-64=0$

$_A(7,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-71=0$

$_A(7,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-23=0$

$_A(7,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-37=0$

$_A(7,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-51=0$

$_A(7,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-65=0$

$_A(7,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-79=0$

$_A(7,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-31=0$

$_A(7,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-38=0$

$_A(7,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-52=0$

$_A(7,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-59=0$

$_A(7,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-73=0$

$_A(7,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-80=0$

$_A(7,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-39=0$

$_A(7,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-53=0$

$_A(7,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-67=0$

$_A(7,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-81=0$

$_A(7,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-95=0$

$_A(7,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-47=0$

$_A(7,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-54=0$

$_A(7,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-61=0$

$_A(7,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-68=0$

$_A(7,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-82=0$

$_A(7,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-89=0$

$_A(7,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-96=0$

$_A(7,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-103=0$

$_A(7,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-55=0$

$_A(7,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-83=0$

$_A(7,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-97=0$

$_A(7,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-63=0$

$_A(7,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-70=0$

$_A(7,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-77=0$

$_A(7,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-84=0$

$_A(7,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-91=0$

$_A(7,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-98=0$

$_A(7,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-112=0$

$_A(7,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-119=0$

$_A(7,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-71=0$

$_A(7,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-85=0$

$_A(7,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-99=0$

$_A(7,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-113=0$

$_A(7,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-127=0$

$_A(7,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-79=0$

$_A(7,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-86=0$

$_A(7,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-100=0$

$_A(7,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-107=0$

$_A(7,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-121=0$

$_A(7,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-128=0$

$_A(7,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-23=0$

$_A(7,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-30=0$

$_A(7,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-37=0$

$_A(7,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-44=0$

$_A(7,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-51=0$

$_A(7,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-58=0$

$_A(7,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-65=0$

$_A(7,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-72=0$

$_A(7,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-25=0$

$_A(7,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-39=0$

$_A(7,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-53=0$

$_A(7,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-67=0$

$_A(7,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-81=0$

$_A(7,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-34=0$

$_A(7,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-41=0$

$_A(7,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-55=0$

$_A(7,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-62=0$

$_A(7,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-76=0$

$_A(7,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-83=0$

$_A(7,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-43=0$

$_A(7,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-57=0$

$_A(7,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-71=0$

$_A(7,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-85=0$

$_A(7,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-99=0$

$_A(7,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-52=0$

$_A(7,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-59=0$

$_A(7,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-66=0$

$_A(7,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-73=0$

$_A(7,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-87=0$

$_A(7,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-94=0$

$_A(7,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-101=0$

$_A(7,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-108=0$

$_A(7,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-61=0$

$_A(7,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-89=0$

$_A(7,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-103=0$

$_A(7,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-70=0$

$_A(7,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-77=0$

$_A(7,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-84=0$

$_A(7,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-91=0$

$_A(7,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-98=0$

$_A(7,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-105=0$

$_A(7,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-119=0$

$_A(7,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-126=0$

$_A(7,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-79=0$

$_A(7,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-93=0$

$_A(7,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-107=0$

$_A(7,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-121=0$

$_A(7,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-135=0$

$_A(7,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-88=0$

$_A(7,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-95=0$

$_A(7,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-109=0$

$_A(7,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-116=0$

$_A(7,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-130=0$

$_A(7,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-137=0$

$_A(8,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y-9=0$

$_A(8,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-17=0$

$_A(8,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-25=0$

$_A(8,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-33=0$

$_A(8,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-41=0$

$_A(8,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-49=0$

$_A(8,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-57=0$

$_A(8,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-65=0$

$_A(8,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-73=0$

$_A(8,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(8,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-26=0$

$_A(8,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-42=0$

$_A(8,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-58=0$

$_A(8,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-74=0$

$_A(8,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-11=0$

$_A(8,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-19=0$

$_A(8,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-35=0$

$_A(8,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-43=0$

$_A(8,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-59=0$

$_A(8,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-67=0$

$_A(8,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-12=0$

$_A(8,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-28=0$

$_A(8,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-44=0$

$_A(8,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-60=0$

$_A(8,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-76=0$

$_A(8,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-13=0$

$_A(8,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-21=0$

$_A(8,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-29=0$

$_A(8,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-37=0$

$_A(8,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-53=0$

$_A(8,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-61=0$

$_A(8,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-69=0$

$_A(8,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-77=0$

$_A(8,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-14=0$

$_A(8,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-46=0$

$_A(8,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-62=0$

$_A(8,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-15=0$

$_A(8,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-23=0$

$_A(8,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-31=0$

$_A(8,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-39=0$

$_A(8,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-47=0$

$_A(8,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-55=0$

$_A(8,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-71=0$

$_A(8,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-79=0$

$_A(8,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-16=0$

$_A(8,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-32=0$

$_A(8,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-48=0$

$_A(8,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-64=0$

$_A(8,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-80=0$

$_A(8,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-17=0$

$_A(8,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-25=0$

$_A(8,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-41=0$

$_A(8,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-49=0$

$_A(8,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-65=0$

$_A(8,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-73=0$

$_A(8,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-18=0$

$_A(8,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-26=0$

$_A(8,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-34=0$

$_A(8,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-42=0$

$_A(8,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-50=0$

$_A(8,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-58=0$

$_A(8,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-66=0$

$_A(8,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-74=0$

$_A(8,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-12=0$

$_A(8,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-28=0$

$_A(8,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-44=0$

$_A(8,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-60=0$

$_A(8,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-76=0$

$_A(8,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-14=0$

$_A(8,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-22=0$

$_A(8,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-38=0$

$_A(8,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-46=0$

$_A(8,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-62=0$

$_A(8,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-70=0$

$_A(8,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-16=0$

$_A(8,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-32=0$

$_A(8,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-48=0$

$_A(8,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-64=0$

$_A(8,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-80=0$

$_A(8,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-18=0$

$_A(8,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-26=0$

$_A(8,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-34=0$

$_A(8,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-42=0$

$_A(8,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-58=0$

$_A(8,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-66=0$

$_A(8,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-74=0$

$_A(8,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-82=0$

$_A(8,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-20=0$

$_A(8,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-52=0$

$_A(8,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-68=0$

$_A(8,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-22=0$

$_A(8,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-30=0$

$_A(8,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-38=0$

$_A(8,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-46=0$

$_A(8,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-54=0$

$_A(8,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-62=0$

$_A(8,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-78=0$

$_A(8,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-86=0$

$_A(8,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-24=0$

$_A(8,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-40=0$

$_A(8,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-56=0$

$_A(8,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-72=0$

$_A(8,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-88=0$

$_A(8,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-26=0$

$_A(8,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-34=0$

$_A(8,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-50=0$

$_A(8,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-58=0$

$_A(8,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-74=0$

$_A(8,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-82=0$

$_A(8,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-19=0$

$_A(8,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-27=0$

$_A(8,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-35=0$

$_A(8,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-43=0$

$_A(8,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-51=0$

$_A(8,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-59=0$

$_A(8,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-67=0$

$_A(8,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-75=0$

$_A(8,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-14=0$

$_A(8,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-30=0$

$_A(8,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-46=0$

$_A(8,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-62=0$

$_A(8,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-78=0$

$_A(8,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-17=0$

$_A(8,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-25=0$

$_A(8,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-41=0$

$_A(8,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-49=0$

$_A(8,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-65=0$

$_A(8,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-73=0$

$_A(8,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-20=0$

$_A(8,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-36=0$

$_A(8,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-52=0$

$_A(8,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-68=0$

$_A(8,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-84=0$

$_A(8,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-23=0$

$_A(8,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-31=0$

$_A(8,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-39=0$

$_A(8,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-47=0$

$_A(8,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-63=0$

$_A(8,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-71=0$

$_A(8,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-79=0$

$_A(8,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-87=0$

$_A(8,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-26=0$

$_A(8,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-58=0$

$_A(8,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-74=0$

$_A(8,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-29=0$

$_A(8,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-37=0$

$_A(8,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-45=0$

$_A(8,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-53=0$

$_A(8,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-61=0$

$_A(8,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-69=0$

$_A(8,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-85=0$

$_A(8,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-93=0$

$_A(8,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-32=0$

$_A(8,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-48=0$

$_A(8,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-64=0$

$_A(8,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-80=0$

$_A(8,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-96=0$

$_A(8,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-35=0$

$_A(8,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-43=0$

$_A(8,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-59=0$

$_A(8,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-67=0$

$_A(8,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-83=0$

$_A(8,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-91=0$

$_A(8,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-20=0$

$_A(8,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-28=0$

$_A(8,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-36=0$

$_A(8,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-44=0$

$_A(8,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-52=0$

$_A(8,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-60=0$

$_A(8,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-68=0$

$_A(8,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-76=0$

$_A(8,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-16=0$

$_A(8,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-32=0$

$_A(8,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-48=0$

$_A(8,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-64=0$

$_A(8,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-80=0$

$_A(8,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-20=0$

$_A(8,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-28=0$

$_A(8,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-44=0$

$_A(8,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-52=0$

$_A(8,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-68=0$

$_A(8,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-76=0$

$_A(8,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-24=0$

$_A(8,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-40=0$

$_A(8,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-56=0$

$_A(8,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-72=0$

$_A(8,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-88=0$

$_A(8,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-28=0$

$_A(8,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-36=0$

$_A(8,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-44=0$

$_A(8,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-52=0$

$_A(8,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-68=0$

$_A(8,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-76=0$

$_A(8,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-84=0$

$_A(8,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-92=0$

$_A(8,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-32=0$

$_A(8,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-64=0$

$_A(8,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-80=0$

$_A(8,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-36=0$

$_A(8,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-44=0$

$_A(8,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-52=0$

$_A(8,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-60=0$

$_A(8,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-68=0$

$_A(8,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-76=0$

$_A(8,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-92=0$

$_A(8,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-100=0$

$_A(8,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-40=0$

$_A(8,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-56=0$

$_A(8,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-72=0$

$_A(8,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-88=0$

$_A(8,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-104=0$

$_A(8,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-44=0$

$_A(8,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-52=0$

$_A(8,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-68=0$

$_A(8,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-76=0$

$_A(8,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-92=0$

$_A(8,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-100=0$

$_A(8,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-21=0$

$_A(8,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-29=0$

$_A(8,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-37=0$

$_A(8,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-45=0$

$_A(8,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-53=0$

$_A(8,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-61=0$

$_A(8,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-69=0$

$_A(8,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-77=0$

$_A(8,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-18=0$

$_A(8,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-34=0$

$_A(8,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-50=0$

$_A(8,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-66=0$

$_A(8,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-82=0$

$_A(8,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-23=0$

$_A(8,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-31=0$

$_A(8,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-47=0$

$_A(8,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-55=0$

$_A(8,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-71=0$

$_A(8,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-79=0$

$_A(8,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-28=0$

$_A(8,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-44=0$

$_A(8,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-60=0$

$_A(8,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-76=0$

$_A(8,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-92=0$

$_A(8,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-33=0$

$_A(8,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-41=0$

$_A(8,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-49=0$

$_A(8,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-57=0$

$_A(8,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-73=0$

$_A(8,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-81=0$

$_A(8,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-89=0$

$_A(8,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-97=0$

$_A(8,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-38=0$

$_A(8,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-70=0$

$_A(8,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-86=0$

$_A(8,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-43=0$

$_A(8,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-51=0$

$_A(8,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-59=0$

$_A(8,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-67=0$

$_A(8,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-75=0$

$_A(8,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-83=0$

$_A(8,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-99=0$

$_A(8,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-107=0$

$_A(8,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-48=0$

$_A(8,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-64=0$

$_A(8,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-80=0$

$_A(8,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-96=0$

$_A(8,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-112=0$

$_A(8,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-53=0$

$_A(8,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-61=0$

$_A(8,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-77=0$

$_A(8,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-85=0$

$_A(8,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-101=0$

$_A(8,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-109=0$

$_A(8,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-22=0$

$_A(8,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-30=0$

$_A(8,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-38=0$

$_A(8,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-46=0$

$_A(8,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-54=0$

$_A(8,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-62=0$

$_A(8,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-70=0$

$_A(8,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-78=0$

$_A(8,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-20=0$

$_A(8,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-36=0$

$_A(8,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-52=0$

$_A(8,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-68=0$

$_A(8,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-84=0$

$_A(8,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-26=0$

$_A(8,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-34=0$

$_A(8,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-50=0$

$_A(8,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-58=0$

$_A(8,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-74=0$

$_A(8,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-82=0$

$_A(8,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-32=0$

$_A(8,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-48=0$

$_A(8,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-64=0$

$_A(8,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-80=0$

$_A(8,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-96=0$

$_A(8,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-38=0$

$_A(8,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-46=0$

$_A(8,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-54=0$

$_A(8,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-62=0$

$_A(8,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-78=0$

$_A(8,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-86=0$

$_A(8,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-94=0$

$_A(8,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-102=0$

$_A(8,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-44=0$

$_A(8,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-76=0$

$_A(8,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-92=0$

$_A(8,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-50=0$

$_A(8,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-58=0$

$_A(8,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-66=0$

$_A(8,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-74=0$

$_A(8,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-82=0$

$_A(8,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-90=0$

$_A(8,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-106=0$

$_A(8,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-114=0$

$_A(8,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-56=0$

$_A(8,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-72=0$

$_A(8,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-88=0$

$_A(8,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-104=0$

$_A(8,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-120=0$

$_A(8,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-62=0$

$_A(8,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-70=0$

$_A(8,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-86=0$

$_A(8,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-94=0$

$_A(8,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-110=0$

$_A(8,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-118=0$

$_A(8,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-23=0$

$_A(8,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-31=0$

$_A(8,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-39=0$

$_A(8,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-47=0$

$_A(8,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-55=0$

$_A(8,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-63=0$

$_A(8,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-71=0$

$_A(8,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-79=0$

$_A(8,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-22=0$

$_A(8,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-38=0$

$_A(8,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-54=0$

$_A(8,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-70=0$

$_A(8,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-86=0$

$_A(8,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-29=0$

$_A(8,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-37=0$

$_A(8,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-53=0$

$_A(8,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-61=0$

$_A(8,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-77=0$

$_A(8,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-85=0$

$_A(8,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-36=0$

$_A(8,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-52=0$

$_A(8,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-68=0$

$_A(8,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-84=0$

$_A(8,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-100=0$

$_A(8,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-43=0$

$_A(8,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-51=0$

$_A(8,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-59=0$

$_A(8,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-67=0$

$_A(8,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-83=0$

$_A(8,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-91=0$

$_A(8,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-99=0$

$_A(8,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-107=0$

$_A(8,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-50=0$

$_A(8,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-82=0$

$_A(8,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-98=0$

$_A(8,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-57=0$

$_A(8,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-65=0$

$_A(8,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-73=0$

$_A(8,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-81=0$

$_A(8,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-89=0$

$_A(8,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-97=0$

$_A(8,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-113=0$

$_A(8,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-121=0$

$_A(8,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-64=0$

$_A(8,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-80=0$

$_A(8,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-96=0$

$_A(8,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-112=0$

$_A(8,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-128=0$

$_A(8,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-71=0$

$_A(8,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-79=0$

$_A(8,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-95=0$

$_A(8,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-103=0$

$_A(8,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-119=0$

$_A(8,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-127=0$

$_A(8,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-24=0$

$_A(8,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-32=0$

$_A(8,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-40=0$

$_A(8,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-48=0$

$_A(8,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-56=0$

$_A(8,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-64=0$

$_A(8,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-72=0$

$_A(8,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-80=0$

$_A(8,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-24=0$

$_A(8,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-40=0$

$_A(8,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-56=0$

$_A(8,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-72=0$

$_A(8,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-88=0$

$_A(8,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-32=0$

$_A(8,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-40=0$

$_A(8,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-56=0$

$_A(8,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-64=0$

$_A(8,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-80=0$

$_A(8,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-88=0$

$_A(8,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-40=0$

$_A(8,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-56=0$

$_A(8,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-72=0$

$_A(8,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-88=0$

$_A(8,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-104=0$

$_A(8,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-48=0$

$_A(8,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-56=0$

$_A(8,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-64=0$

$_A(8,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-72=0$

$_A(8,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-88=0$

$_A(8,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-96=0$

$_A(8,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-104=0$

$_A(8,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-112=0$

$_A(8,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-56=0$

$_A(8,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-88=0$

$_A(8,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-104=0$

$_A(8,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-64=0$

$_A(8,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-72=0$

$_A(8,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-80=0$

$_A(8,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-88=0$

$_A(8,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-96=0$

$_A(8,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-104=0$

$_A(8,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-120=0$

$_A(8,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-128=0$

$_A(8,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-72=0$

$_A(8,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-88=0$

$_A(8,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-104=0$

$_A(8,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-120=0$

$_A(8,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-136=0$

$_A(8,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-80=0$

$_A(8,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-88=0$

$_A(8,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-104=0$

$_A(8,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-112=0$

$_A(8,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-128=0$

$_A(8,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-136=0$

$_A(8,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-25=0$

$_A(8,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-33=0$

$_A(8,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-41=0$

$_A(8,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-49=0$

$_A(8,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-57=0$

$_A(8,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-65=0$

$_A(8,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-73=0$

$_A(8,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y-81=0$

$_A(8,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-26=0$

$_A(8,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-42=0$

$_A(8,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-58=0$

$_A(8,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-74=0$

$_A(8,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-90=0$

$_A(8,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-35=0$

$_A(8,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-43=0$

$_A(8,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-59=0$

$_A(8,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-67=0$

$_A(8,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-83=0$

$_A(8,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-91=0$

$_A(8,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-44=0$

$_A(8,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-60=0$

$_A(8,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-76=0$

$_A(8,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-92=0$

$_A(8,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-108=0$

$_A(8,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-53=0$

$_A(8,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-61=0$

$_A(8,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-69=0$

$_A(8,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-77=0$

$_A(8,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-93=0$

$_A(8,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-101=0$

$_A(8,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-109=0$

$_A(8,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-117=0$

$_A(8,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-62=0$

$_A(8,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-94=0$

$_A(8,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-110=0$

$_A(8,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-71=0$

$_A(8,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-79=0$

$_A(8,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-87=0$

$_A(8,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-95=0$

$_A(8,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-103=0$

$_A(8,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-111=0$

$_A(8,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-127=0$

$_A(8,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-135=0$

$_A(8,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-80=0$

$_A(8,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-96=0$

$_A(8,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-112=0$

$_A(8,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-128=0$

$_A(8,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-144=0$

$_A(8,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-89=0$

$_A(8,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-97=0$

$_A(8,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-113=0$

$_A(8,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-121=0$

$_A(8,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-137=0$

$_A(8,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-145=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+2=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+3=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+4=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+5=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+6=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+7=0$

$_A(1,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+8=0$

$_A(1,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-1=0$

$_A(1,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+1=0$

$_A(1,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+3=0$

$_A(1,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+5=0$

$_A(1,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+7=0$

$_A(1,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-2=0$

$_A(1,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-1=0$

$_A(1,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+1=0$

$_A(1,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+2=0$

$_A(1,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+4=0$

$_A(1,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+5=0$

$_A(1,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-3=0$

$_A(1,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-1=0$

$_A(1,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+1=0$

$_A(1,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+3=0$

$_A(1,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+5=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-4=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-3=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-2=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-1=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+1=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+2=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+3=0$

$_A(1,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+4=0$

$_A(1,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-5=0$

$_A(1,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-1=0$

$_A(1,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+1=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-6=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-5=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-4=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-3=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-2=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-1=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+1=0$

$_A(1,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+2=0$

$_A(1,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-7=0$

$_A(1,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-5=0$

$_A(1,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-3=0$

$_A(1,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-1=0$

$_A(1,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+1=0$

$_A(1,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-8=0$

$_A(1,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-7=0$

$_A(1,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-5=0$

$_A(1,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-4=0$

$_A(1,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-2=0$

$_A(1,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-1=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+1=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+2=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+3=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+4=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+5=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+6=0$

$_A(1,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+7=0$

$_A(1,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-3=0$

$_A(1,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-1=0$

$_A(1,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+1=0$

$_A(1,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+3=0$

$_A(1,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+5=0$

$_A(1,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-5=0$

$_A(1,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-4=0$

$_A(1,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-2=0$

$_A(1,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-1=0$

$_A(1,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+1=0$

$_A(1,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+2=0$

$_A(1,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-7=0$

$_A(1,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-5=0$

$_A(1,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-3=0$

$_A(1,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-1=0$

$_A(1,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+1=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-9=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-8=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-7=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-6=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-4=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-3=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-2=0$

$_A(1,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-1=0$

$_A(1,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-11=0$

$_A(1,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-7=0$

$_A(1,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-5=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-13=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-12=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-11=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-10=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-9=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-8=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-6=0$

$_A(1,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-5=0$

$_A(1,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-15=0$

$_A(1,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-13=0$

$_A(1,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-11=0$

$_A(1,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-9=0$

$_A(1,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-7=0$

$_A(1,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-17=0$

$_A(1,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-16=0$

$_A(1,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-14=0$

$_A(1,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-13=0$

$_A(1,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-11=0$

$_A(1,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-10=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+1=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+2=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+3=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+4=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+5=0$

$_A(1,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+6=0$

$_A(1,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-5=0$

$_A(1,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-3=0$

$_A(1,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-1=0$

$_A(1,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+1=0$

$_A(1,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+3=0$

$_A(1,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-8=0$

$_A(1,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-7=0$

$_A(1,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-5=0$

$_A(1,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-4=0$

$_A(1,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-2=0$

$_A(1,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-1=0$

$_A(1,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-11=0$

$_A(1,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-9=0$

$_A(1,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-7=0$

$_A(1,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-5=0$

$_A(1,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-3=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-14=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-13=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-12=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-11=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-9=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-8=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-7=0$

$_A(1,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-6=0$

$_A(1,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-17=0$

$_A(1,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-13=0$

$_A(1,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-11=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-20=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-19=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-18=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-17=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-16=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-15=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-13=0$

$_A(1,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-12=0$

$_A(1,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-23=0$

$_A(1,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-21=0$

$_A(1,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-19=0$

$_A(1,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-17=0$

$_A(1,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-15=0$

$_A(1,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-26=0$

$_A(1,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-25=0$

$_A(1,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-23=0$

$_A(1,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-22=0$

$_A(1,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-20=0$

$_A(1,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-19=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-2=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-1=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+1=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+2=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+3=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+4=0$

$_A(1,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+5=0$

$_A(1,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-7=0$

$_A(1,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-5=0$

$_A(1,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-3=0$

$_A(1,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-1=0$

$_A(1,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+1=0$

$_A(1,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-11=0$

$_A(1,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-10=0$

$_A(1,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-8=0$

$_A(1,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-7=0$

$_A(1,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-5=0$

$_A(1,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-4=0$

$_A(1,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-15=0$

$_A(1,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-13=0$

$_A(1,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-11=0$

$_A(1,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-9=0$

$_A(1,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-7=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-19=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-18=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-17=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-16=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-14=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-13=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-12=0$

$_A(1,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-11=0$

$_A(1,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-23=0$

$_A(1,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-19=0$

$_A(1,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-17=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-27=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-26=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-25=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-24=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-23=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-22=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-20=0$

$_A(1,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-19=0$

$_A(1,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-31=0$

$_A(1,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-29=0$

$_A(1,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-27=0$

$_A(1,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-25=0$

$_A(1,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-23=0$

$_A(1,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-35=0$

$_A(1,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-34=0$

$_A(1,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-32=0$

$_A(1,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-31=0$

$_A(1,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-29=0$

$_A(1,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-28=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-2=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-1=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+1=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+2=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+3=0$

$_A(1,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+4=0$

$_A(1,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(1,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-7=0$

$_A(1,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-5=0$

$_A(1,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-3=0$

$_A(1,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-1=0$

$_A(1,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-14=0$

$_A(1,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-13=0$

$_A(1,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-11=0$

$_A(1,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-10=0$

$_A(1,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-8=0$

$_A(1,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-7=0$

$_A(1,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-19=0$

$_A(1,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-17=0$

$_A(1,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-15=0$

$_A(1,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-13=0$

$_A(1,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-11=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-24=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-23=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-22=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-21=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-19=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-18=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-17=0$

$_A(1,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-16=0$

$_A(1,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-29=0$

$_A(1,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-25=0$

$_A(1,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-23=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-34=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-33=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-32=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-31=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-30=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-29=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-27=0$

$_A(1,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-26=0$

$_A(1,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-39=0$

$_A(1,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-37=0$

$_A(1,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-35=0$

$_A(1,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-33=0$

$_A(1,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-31=0$

$_A(1,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-44=0$

$_A(1,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-43=0$

$_A(1,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-41=0$

$_A(1,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-40=0$

$_A(1,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-38=0$

$_A(1,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-37=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-4=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-3=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-2=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-1=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+1=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+2=0$

$_A(1,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+3=0$

$_A(1,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(1,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-9=0$

$_A(1,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-7=0$

$_A(1,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-5=0$

$_A(1,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-3=0$

$_A(1,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-17=0$

$_A(1,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-16=0$

$_A(1,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-14=0$

$_A(1,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-13=0$

$_A(1,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-11=0$

$_A(1,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-10=0$

$_A(1,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-23=0$

$_A(1,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-21=0$

$_A(1,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-19=0$

$_A(1,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-17=0$

$_A(1,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-15=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-29=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-28=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-27=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-26=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-24=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-23=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-22=0$

$_A(1,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-21=0$

$_A(1,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-35=0$

$_A(1,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-31=0$

$_A(1,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-29=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-41=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-40=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-39=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-38=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-37=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-36=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-34=0$

$_A(1,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-33=0$

$_A(1,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-47=0$

$_A(1,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-45=0$

$_A(1,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-43=0$

$_A(1,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-41=0$

$_A(1,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-39=0$

$_A(1,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-53=0$

$_A(1,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-52=0$

$_A(1,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-50=0$

$_A(1,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-49=0$

$_A(1,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-47=0$

$_A(1,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-46=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-4=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-3=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-2=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-1=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+1=0$

$_A(1,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+2=0$

$_A(1,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-13=0$

$_A(1,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-11=0$

$_A(1,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-9=0$

$_A(1,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-7=0$

$_A(1,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-5=0$

$_A(1,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-20=0$

$_A(1,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-19=0$

$_A(1,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-17=0$

$_A(1,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-16=0$

$_A(1,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-14=0$

$_A(1,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-13=0$

$_A(1,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-27=0$

$_A(1,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-25=0$

$_A(1,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-23=0$

$_A(1,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-21=0$

$_A(1,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-19=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-34=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-33=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-32=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-31=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-29=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-28=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-27=0$

$_A(1,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-26=0$

$_A(1,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-41=0$

$_A(1,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-37=0$

$_A(1,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-35=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-48=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-47=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-46=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-45=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-44=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-43=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-41=0$

$_A(1,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-40=0$

$_A(1,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-55=0$

$_A(1,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-53=0$

$_A(1,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-51=0$

$_A(1,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-49=0$

$_A(1,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-47=0$

$_A(1,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-62=0$

$_A(1,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-61=0$

$_A(1,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-59=0$

$_A(1,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-58=0$

$_A(1,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-56=0$

$_A(1,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-55=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-6=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-5=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-4=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-3=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-2=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-1=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y=0$

$_A(1,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+1=0$

$_A(1,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-15=0$

$_A(1,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-13=0$

$_A(1,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-11=0$

$_A(1,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-9=0$

$_A(1,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-7=0$

$_A(1,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-23=0$

$_A(1,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-22=0$

$_A(1,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-20=0$

$_A(1,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-19=0$

$_A(1,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-17=0$

$_A(1,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-16=0$

$_A(1,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-31=0$

$_A(1,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-29=0$

$_A(1,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-27=0$

$_A(1,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-25=0$

$_A(1,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-23=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-39=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-38=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-37=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-36=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-34=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-33=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-32=0$

$_A(1,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-31=0$

$_A(1,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-47=0$

$_A(1,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-43=0$

$_A(1,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-41=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-55=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-54=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-53=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-52=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-51=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-50=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-48=0$

$_A(1,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-47=0$

$_A(1,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-63=0$

$_A(1,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-61=0$

$_A(1,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-59=0$

$_A(1,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-57=0$

$_A(1,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-55=0$

$_A(1,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-71=0$

$_A(1,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-70=0$

$_A(1,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-68=0$

$_A(1,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-67=0$

$_A(1,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-65=0$

$_A(1,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-64=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-6=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-5=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-4=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-3=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-2=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-1=0$

$_A(1,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y=0$

$_A(1,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-17=0$

$_A(1,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-15=0$

$_A(1,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-13=0$

$_A(1,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-11=0$

$_A(1,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-9=0$

$_A(1,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-26=0$

$_A(1,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-25=0$

$_A(1,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-23=0$

$_A(1,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-22=0$

$_A(1,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-20=0$

$_A(1,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-19=0$

$_A(1,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-35=0$

$_A(1,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-33=0$

$_A(1,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-31=0$

$_A(1,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-29=0$

$_A(1,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-27=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-44=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-43=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-42=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-41=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-39=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-38=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-37=0$

$_A(1,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-36=0$

$_A(1,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-53=0$

$_A(1,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-49=0$

$_A(1,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-47=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-62=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-61=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-60=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-59=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-58=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-57=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-55=0$

$_A(1,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-54=0$

$_A(1,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-71=0$

$_A(1,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-69=0$

$_A(1,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-67=0$

$_A(1,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-65=0$

$_A(1,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-63=0$

$_A(1,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-80=0$

$_A(1,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-79=0$

$_A(1,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-77=0$

$_A(1,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-76=0$

$_A(1,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-74=0$

$_A(1,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-73=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+1=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+5=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+7=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+9=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+11=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+13=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+15=0$

$_A(2,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+17=0$

$_A(2,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(2,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+4=0$

$_A(2,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+8=0$

$_A(2,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+12=0$

$_A(2,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+16=0$

$_A(2,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-1=0$

$_A(2,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+1=0$

$_A(2,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+5=0$

$_A(2,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+7=0$

$_A(2,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+11=0$

$_A(2,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+13=0$

$_A(2,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-2=0$

$_A(2,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+2=0$

$_A(2,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+6=0$

$_A(2,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+10=0$

$_A(2,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+14=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-3=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-1=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+1=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+3=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+7=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+9=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+11=0$

$_A(2,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+13=0$

$_A(2,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-4=0$

$_A(2,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+4=0$

$_A(2,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+8=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-5=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-3=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-1=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+1=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+3=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+5=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+9=0$

$_A(2,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+11=0$

$_A(2,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-6=0$

$_A(2,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-2=0$

$_A(2,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+2=0$

$_A(2,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+6=0$

$_A(2,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+10=0$

$_A(2,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-7=0$

$_A(2,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-5=0$

$_A(2,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-1=0$

$_A(2,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+1=0$

$_A(2,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+5=0$

$_A(2,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+7=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+2=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+4=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+6=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+8=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+10=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+12=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+14=0$

$_A(2,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+16=0$

$_A(2,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-2=0$

$_A(2,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+2=0$

$_A(2,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+6=0$

$_A(2,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+10=0$

$_A(2,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+14=0$

$_A(2,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-4=0$

$_A(2,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-2=0$

$_A(2,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+2=0$

$_A(2,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+4=0$

$_A(2,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+8=0$

$_A(2,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+10=0$

$_A(2,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-6=0$

$_A(2,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-2=0$

$_A(2,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+2=0$

$_A(2,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+6=0$

$_A(2,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+10=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-8=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-6=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-4=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-2=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+2=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+4=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+6=0$

$_A(2,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+8=0$

$_A(2,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-10=0$

$_A(2,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-2=0$

$_A(2,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+2=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-12=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-10=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-8=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-6=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-4=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-2=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+2=0$

$_A(2,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+4=0$

$_A(2,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-14=0$

$_A(2,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-10=0$

$_A(2,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-6=0$

$_A(2,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-2=0$

$_A(2,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+2=0$

$_A(2,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-16=0$

$_A(2,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-14=0$

$_A(2,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-10=0$

$_A(2,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-8=0$

$_A(2,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-4=0$

$_A(2,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-2=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+3=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+5=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+7=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+9=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+11=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+13=0$

$_A(2,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+15=0$

$_A(2,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-4=0$

$_A(2,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y=0$

$_A(2,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+4=0$

$_A(2,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+8=0$

$_A(2,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+12=0$

$_A(2,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-7=0$

$_A(2,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-5=0$

$_A(2,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-1=0$

$_A(2,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+1=0$

$_A(2,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+5=0$

$_A(2,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+7=0$

$_A(2,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-10=0$

$_A(2,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-6=0$

$_A(2,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-2=0$

$_A(2,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+2=0$

$_A(2,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+6=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-13=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-11=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-9=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-7=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-3=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-1=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+1=0$

$_A(2,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+3=0$

$_A(2,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-16=0$

$_A(2,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-8=0$

$_A(2,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-4=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-19=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-17=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-15=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-13=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-11=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-9=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-5=0$

$_A(2,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-3=0$

$_A(2,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-22=0$

$_A(2,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-18=0$

$_A(2,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-14=0$

$_A(2,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-10=0$

$_A(2,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-6=0$

$_A(2,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-25=0$

$_A(2,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-23=0$

$_A(2,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-19=0$

$_A(2,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-17=0$

$_A(2,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-13=0$

$_A(2,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-11=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+2=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+4=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+6=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+8=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+10=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+12=0$

$_A(2,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+14=0$

$_A(2,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-6=0$

$_A(2,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-2=0$

$_A(2,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+2=0$

$_A(2,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+6=0$

$_A(2,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+10=0$

$_A(2,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-10=0$

$_A(2,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-8=0$

$_A(2,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-4=0$

$_A(2,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-2=0$

$_A(2,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+2=0$

$_A(2,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+4=0$

$_A(2,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-14=0$

$_A(2,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-10=0$

$_A(2,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-6=0$

$_A(2,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-2=0$

$_A(2,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+2=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-18=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-16=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-14=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-12=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-8=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-6=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-4=0$

$_A(2,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-2=0$

$_A(2,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-22=0$

$_A(2,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-14=0$

$_A(2,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-10=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-26=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-24=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-22=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-20=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-18=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-16=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-12=0$

$_A(2,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-10=0$

$_A(2,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-30=0$

$_A(2,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-26=0$

$_A(2,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-22=0$

$_A(2,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-18=0$

$_A(2,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-14=0$

$_A(2,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-34=0$

$_A(2,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-32=0$

$_A(2,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-28=0$

$_A(2,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-26=0$

$_A(2,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-22=0$

$_A(2,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-20=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+1=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+3=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+5=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+7=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+9=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+11=0$

$_A(2,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+13=0$

$_A(2,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-8=0$

$_A(2,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-4=0$

$_A(2,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y=0$

$_A(2,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+4=0$

$_A(2,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+8=0$

$_A(2,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-13=0$

$_A(2,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-11=0$

$_A(2,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-7=0$

$_A(2,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-5=0$

$_A(2,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-1=0$

$_A(2,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+1=0$

$_A(2,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-18=0$

$_A(2,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-14=0$

$_A(2,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-10=0$

$_A(2,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-6=0$

$_A(2,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-2=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-23=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-21=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-19=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-17=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-13=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-11=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-9=0$

$_A(2,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-7=0$

$_A(2,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-28=0$

$_A(2,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-20=0$

$_A(2,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-16=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-33=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-31=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-29=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-27=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-25=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-23=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-19=0$

$_A(2,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-17=0$

$_A(2,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-38=0$

$_A(2,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-34=0$

$_A(2,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-30=0$

$_A(2,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-26=0$

$_A(2,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-22=0$

$_A(2,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-43=0$

$_A(2,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-41=0$

$_A(2,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-37=0$

$_A(2,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-35=0$

$_A(2,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-31=0$

$_A(2,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-29=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-2=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+2=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+4=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+6=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+8=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+10=0$

$_A(2,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+12=0$

$_A(2,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(2,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-6=0$

$_A(2,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-2=0$

$_A(2,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+2=0$

$_A(2,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+6=0$

$_A(2,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-16=0$

$_A(2,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-14=0$

$_A(2,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-10=0$

$_A(2,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-8=0$

$_A(2,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-4=0$

$_A(2,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-2=0$

$_A(2,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-22=0$

$_A(2,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-18=0$

$_A(2,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-14=0$

$_A(2,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-10=0$

$_A(2,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-6=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-28=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-26=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-24=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-22=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-18=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-16=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-14=0$

$_A(2,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-12=0$

$_A(2,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-34=0$

$_A(2,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-26=0$

$_A(2,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-22=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-40=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-38=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-36=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-34=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-32=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-30=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-26=0$

$_A(2,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-24=0$

$_A(2,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-46=0$

$_A(2,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-42=0$

$_A(2,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-38=0$

$_A(2,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-34=0$

$_A(2,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-30=0$

$_A(2,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-52=0$

$_A(2,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-50=0$

$_A(2,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-46=0$

$_A(2,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-44=0$

$_A(2,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-40=0$

$_A(2,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-38=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-1=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+1=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+3=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+5=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+7=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+9=0$

$_A(2,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+11=0$

$_A(2,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-12=0$

$_A(2,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-8=0$

$_A(2,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-4=0$

$_A(2,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y=0$

$_A(2,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+4=0$

$_A(2,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-19=0$

$_A(2,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-17=0$

$_A(2,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-13=0$

$_A(2,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-11=0$

$_A(2,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-7=0$

$_A(2,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-5=0$

$_A(2,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-26=0$

$_A(2,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-22=0$

$_A(2,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-18=0$

$_A(2,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-14=0$

$_A(2,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-10=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-33=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-31=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-29=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-27=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-23=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-21=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-19=0$

$_A(2,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-17=0$

$_A(2,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-40=0$

$_A(2,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-32=0$

$_A(2,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-28=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-47=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-45=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-43=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-41=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-39=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-37=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-33=0$

$_A(2,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-31=0$

$_A(2,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-54=0$

$_A(2,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-50=0$

$_A(2,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-46=0$

$_A(2,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-42=0$

$_A(2,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-38=0$

$_A(2,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-61=0$

$_A(2,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-59=0$

$_A(2,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-55=0$

$_A(2,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-53=0$

$_A(2,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-49=0$

$_A(2,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-47=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-4=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-2=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+2=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+4=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+6=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+8=0$

$_A(2,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+10=0$

$_A(2,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-14=0$

$_A(2,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-10=0$

$_A(2,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-6=0$

$_A(2,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-2=0$

$_A(2,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+2=0$

$_A(2,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-22=0$

$_A(2,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-20=0$

$_A(2,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-16=0$

$_A(2,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-14=0$

$_A(2,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-10=0$

$_A(2,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-8=0$

$_A(2,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-30=0$

$_A(2,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-26=0$

$_A(2,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-22=0$

$_A(2,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-18=0$

$_A(2,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-14=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-38=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-36=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-34=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-32=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-28=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-26=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-24=0$

$_A(2,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-22=0$

$_A(2,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-46=0$

$_A(2,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-38=0$

$_A(2,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-34=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-54=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-52=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-50=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-48=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-46=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-44=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-40=0$

$_A(2,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-38=0$

$_A(2,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-62=0$

$_A(2,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-58=0$

$_A(2,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-54=0$

$_A(2,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-50=0$

$_A(2,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-46=0$

$_A(2,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-70=0$

$_A(2,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-68=0$

$_A(2,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-64=0$

$_A(2,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-62=0$

$_A(2,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-58=0$

$_A(2,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-56=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-3=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-1=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+1=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+3=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+5=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+7=0$

$_A(2,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+9=0$

$_A(2,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-16=0$

$_A(2,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-12=0$

$_A(2,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-8=0$

$_A(2,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-4=0$

$_A(2,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y=0$

$_A(2,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-25=0$

$_A(2,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-23=0$

$_A(2,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-19=0$

$_A(2,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-17=0$

$_A(2,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-13=0$

$_A(2,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-11=0$

$_A(2,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-34=0$

$_A(2,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-30=0$

$_A(2,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-26=0$

$_A(2,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-22=0$

$_A(2,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-18=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-43=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-41=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-39=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-37=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-33=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-31=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-29=0$

$_A(2,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-27=0$

$_A(2,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-52=0$

$_A(2,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-44=0$

$_A(2,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-40=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-61=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-59=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-57=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-55=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-53=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-51=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-47=0$

$_A(2,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-45=0$

$_A(2,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-70=0$

$_A(2,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-66=0$

$_A(2,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-62=0$

$_A(2,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-58=0$

$_A(2,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-54=0$

$_A(2,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-79=0$

$_A(2,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-77=0$

$_A(2,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-73=0$

$_A(2,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-71=0$

$_A(2,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-67=0$

$_A(2,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-65=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+2=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+8=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+11=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+14=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+17=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+20=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+23=0$

$_A(3,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+26=0$

$_A(3,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+1=0$

$_A(3,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+7=0$

$_A(3,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+13=0$

$_A(3,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+19=0$

$_A(3,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+25=0$

$_A(3,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y=0$

$_A(3,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+3=0$

$_A(3,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+9=0$

$_A(3,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+12=0$

$_A(3,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+18=0$

$_A(3,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+21=0$

$_A(3,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-1=0$

$_A(3,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+5=0$

$_A(3,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+11=0$

$_A(3,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+17=0$

$_A(3,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+23=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-2=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+1=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+4=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+7=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+13=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+16=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+19=0$

$_A(3,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+22=0$

$_A(3,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-3=0$

$_A(3,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+9=0$

$_A(3,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+15=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-4=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-1=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+2=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+5=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+8=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+11=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+17=0$

$_A(3,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+20=0$

$_A(3,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-5=0$

$_A(3,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+1=0$

$_A(3,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+7=0$

$_A(3,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+13=0$

$_A(3,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+19=0$

$_A(3,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-6=0$

$_A(3,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-3=0$

$_A(3,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+3=0$

$_A(3,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+6=0$

$_A(3,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+12=0$

$_A(3,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+15=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+4=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+7=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+10=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+13=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+16=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+19=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+22=0$

$_A(3,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+25=0$

$_A(3,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-1=0$

$_A(3,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+5=0$

$_A(3,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+11=0$

$_A(3,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+17=0$

$_A(3,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+23=0$

$_A(3,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-3=0$

$_A(3,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y=0$

$_A(3,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+6=0$

$_A(3,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+9=0$

$_A(3,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+15=0$

$_A(3,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+18=0$

$_A(3,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-5=0$

$_A(3,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+1=0$

$_A(3,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+7=0$

$_A(3,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+13=0$

$_A(3,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+19=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-7=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-4=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-1=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+2=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+8=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+11=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+14=0$

$_A(3,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+17=0$

$_A(3,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-9=0$

$_A(3,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+3=0$

$_A(3,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+9=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-11=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-8=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-5=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-2=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+1=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+4=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+10=0$

$_A(3,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+13=0$

$_A(3,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-13=0$

$_A(3,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-7=0$

$_A(3,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-1=0$

$_A(3,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+5=0$

$_A(3,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+11=0$

$_A(3,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-15=0$

$_A(3,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-12=0$

$_A(3,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-6=0$

$_A(3,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-3=0$

$_A(3,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+3=0$

$_A(3,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+6=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+6=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+9=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+12=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+15=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+18=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+21=0$

$_A(3,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+24=0$

$_A(3,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-3=0$

$_A(3,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+3=0$

$_A(3,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+9=0$

$_A(3,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+15=0$

$_A(3,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+21=0$

$_A(3,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-6=0$

$_A(3,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-3=0$

$_A(3,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+3=0$

$_A(3,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+6=0$

$_A(3,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+12=0$

$_A(3,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+15=0$

$_A(3,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-9=0$

$_A(3,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-3=0$

$_A(3,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+3=0$

$_A(3,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+9=0$

$_A(3,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+15=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-12=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-9=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-6=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-3=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+3=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+6=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+9=0$

$_A(3,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+12=0$

$_A(3,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-15=0$

$_A(3,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-3=0$

$_A(3,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+3=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-18=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-15=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-12=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-9=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-6=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-3=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+3=0$

$_A(3,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+6=0$

$_A(3,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-21=0$

$_A(3,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-15=0$

$_A(3,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-9=0$

$_A(3,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-3=0$

$_A(3,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+3=0$

$_A(3,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-24=0$

$_A(3,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-21=0$

$_A(3,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-15=0$

$_A(3,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-12=0$

$_A(3,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-6=0$

$_A(3,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-3=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+2=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+5=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+8=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+11=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+14=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+17=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+20=0$

$_A(3,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+23=0$

$_A(3,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-5=0$

$_A(3,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+1=0$

$_A(3,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+7=0$

$_A(3,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+13=0$

$_A(3,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+19=0$

$_A(3,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-9=0$

$_A(3,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-6=0$

$_A(3,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y=0$

$_A(3,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+3=0$

$_A(3,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+9=0$

$_A(3,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+12=0$

$_A(3,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-13=0$

$_A(3,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-7=0$

$_A(3,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-1=0$

$_A(3,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+5=0$

$_A(3,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+11=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-17=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-14=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-11=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-8=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-2=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+1=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+4=0$

$_A(3,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+7=0$

$_A(3,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-21=0$

$_A(3,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-9=0$

$_A(3,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-3=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-25=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-22=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-19=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-16=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-13=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-10=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-4=0$

$_A(3,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-1=0$

$_A(3,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-29=0$

$_A(3,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-23=0$

$_A(3,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-17=0$

$_A(3,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-11=0$

$_A(3,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-5=0$

$_A(3,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-33=0$

$_A(3,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-30=0$

$_A(3,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-24=0$

$_A(3,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-21=0$

$_A(3,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-15=0$

$_A(3,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-12=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+4=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+7=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+10=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+13=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+16=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+19=0$

$_A(3,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+22=0$

$_A(3,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-7=0$

$_A(3,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-1=0$

$_A(3,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+5=0$

$_A(3,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+11=0$

$_A(3,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+17=0$

$_A(3,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-12=0$

$_A(3,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-9=0$

$_A(3,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-3=0$

$_A(3,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y=0$

$_A(3,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+6=0$

$_A(3,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+9=0$

$_A(3,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-17=0$

$_A(3,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-11=0$

$_A(3,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-5=0$

$_A(3,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+1=0$

$_A(3,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+7=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-22=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-19=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-16=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-13=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-7=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-4=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-1=0$

$_A(3,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+2=0$

$_A(3,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-27=0$

$_A(3,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-15=0$

$_A(3,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-9=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-32=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-29=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-26=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-23=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-20=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-17=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-11=0$

$_A(3,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-8=0$

$_A(3,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-37=0$

$_A(3,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-31=0$

$_A(3,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-25=0$

$_A(3,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-19=0$

$_A(3,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-13=0$

$_A(3,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-42=0$

$_A(3,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-39=0$

$_A(3,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-33=0$

$_A(3,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-30=0$

$_A(3,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-24=0$

$_A(3,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-21=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+3=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+6=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+9=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+12=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+15=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+18=0$

$_A(3,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+21=0$

$_A(3,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(3,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-3=0$

$_A(3,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+3=0$

$_A(3,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+9=0$

$_A(3,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+15=0$

$_A(3,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-15=0$

$_A(3,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-12=0$

$_A(3,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-6=0$

$_A(3,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-3=0$

$_A(3,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+3=0$

$_A(3,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+6=0$

$_A(3,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-21=0$

$_A(3,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-15=0$

$_A(3,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-9=0$

$_A(3,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-3=0$

$_A(3,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+3=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-27=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-24=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-21=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-18=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-12=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-9=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-6=0$

$_A(3,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-3=0$

$_A(3,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-33=0$

$_A(3,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-21=0$

$_A(3,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-15=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-39=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-36=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-33=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-30=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-27=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-24=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-18=0$

$_A(3,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-15=0$

$_A(3,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-45=0$

$_A(3,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-39=0$

$_A(3,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-33=0$

$_A(3,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-27=0$

$_A(3,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-21=0$

$_A(3,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-51=0$

$_A(3,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-48=0$

$_A(3,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-42=0$

$_A(3,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-39=0$

$_A(3,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-33=0$

$_A(3,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-30=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+2=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+5=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+8=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+11=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+14=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+17=0$

$_A(3,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+20=0$

$_A(3,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(3,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-5=0$

$_A(3,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+1=0$

$_A(3,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+7=0$

$_A(3,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+13=0$

$_A(3,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-18=0$

$_A(3,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-15=0$

$_A(3,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-9=0$

$_A(3,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-6=0$

$_A(3,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y=0$

$_A(3,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+3=0$

$_A(3,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-25=0$

$_A(3,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-19=0$

$_A(3,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-13=0$

$_A(3,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-7=0$

$_A(3,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-1=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-32=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-29=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-26=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-23=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-17=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-14=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-11=0$

$_A(3,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-8=0$

$_A(3,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-39=0$

$_A(3,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-27=0$

$_A(3,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-21=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-46=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-43=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-40=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-37=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-34=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-31=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-25=0$

$_A(3,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-22=0$

$_A(3,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-53=0$

$_A(3,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-47=0$

$_A(3,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-41=0$

$_A(3,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-35=0$

$_A(3,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-29=0$

$_A(3,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-60=0$

$_A(3,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-57=0$

$_A(3,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-51=0$

$_A(3,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-48=0$

$_A(3,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-42=0$

$_A(3,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-39=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-2=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+1=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+4=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+7=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+10=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+13=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+16=0$

$_A(3,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+19=0$

$_A(3,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-13=0$

$_A(3,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-7=0$

$_A(3,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-1=0$

$_A(3,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+5=0$

$_A(3,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+11=0$

$_A(3,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-21=0$

$_A(3,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-18=0$

$_A(3,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-12=0$

$_A(3,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-9=0$

$_A(3,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-3=0$

$_A(3,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y=0$

$_A(3,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-29=0$

$_A(3,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-23=0$

$_A(3,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-17=0$

$_A(3,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-11=0$

$_A(3,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-5=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-37=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-34=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-31=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-28=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-22=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-19=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-16=0$

$_A(3,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-13=0$

$_A(3,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-45=0$

$_A(3,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-33=0$

$_A(3,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-27=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-53=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-50=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-47=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-44=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-41=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-38=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-32=0$

$_A(3,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-29=0$

$_A(3,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-61=0$

$_A(3,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-55=0$

$_A(3,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-49=0$

$_A(3,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-43=0$

$_A(3,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-37=0$

$_A(3,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-69=0$

$_A(3,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-66=0$

$_A(3,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-60=0$

$_A(3,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-57=0$

$_A(3,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-51=0$

$_A(3,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-48=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+3=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+6=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+9=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+12=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+15=0$

$_A(3,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+18=0$

$_A(3,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-15=0$

$_A(3,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-9=0$

$_A(3,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-3=0$

$_A(3,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+3=0$

$_A(3,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+9=0$

$_A(3,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-24=0$

$_A(3,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-21=0$

$_A(3,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-15=0$

$_A(3,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-12=0$

$_A(3,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-6=0$

$_A(3,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-3=0$

$_A(3,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-33=0$

$_A(3,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-27=0$

$_A(3,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-21=0$

$_A(3,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-15=0$

$_A(3,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-9=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-42=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-39=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-36=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-33=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-27=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-24=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-21=0$

$_A(3,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-18=0$

$_A(3,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-51=0$

$_A(3,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-39=0$

$_A(3,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-33=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-60=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-57=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-54=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-51=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-48=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-45=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-39=0$

$_A(3,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-36=0$

$_A(3,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-69=0$

$_A(3,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-63=0$

$_A(3,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-57=0$

$_A(3,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-51=0$

$_A(3,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-45=0$

$_A(3,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-78=0$

$_A(3,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-75=0$

$_A(3,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-69=0$

$_A(3,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-66=0$

$_A(3,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-60=0$

$_A(3,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-57=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+3=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+11=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+15=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+19=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+23=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+27=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+31=0$

$_A(4,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+35=0$

$_A(4,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+2=0$

$_A(4,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+10=0$

$_A(4,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+18=0$

$_A(4,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+26=0$

$_A(4,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+34=0$

$_A(4,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+1=0$

$_A(4,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+5=0$

$_A(4,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+13=0$

$_A(4,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+17=0$

$_A(4,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+25=0$

$_A(4,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+29=0$

$_A(4,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y=0$

$_A(4,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+8=0$

$_A(4,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+16=0$

$_A(4,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+24=0$

$_A(4,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+32=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-1=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+3=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+7=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+11=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+19=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+23=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+27=0$

$_A(4,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+31=0$

$_A(4,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-2=0$

$_A(4,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+14=0$

$_A(4,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+22=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-3=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+1=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+5=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+9=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+13=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+17=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+25=0$

$_A(4,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+29=0$

$_A(4,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-4=0$

$_A(4,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+4=0$

$_A(4,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+12=0$

$_A(4,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+20=0$

$_A(4,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+28=0$

$_A(4,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-5=0$

$_A(4,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-1=0$

$_A(4,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+7=0$

$_A(4,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+11=0$

$_A(4,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+19=0$

$_A(4,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+23=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+6=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+10=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+14=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+18=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+22=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+26=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+30=0$

$_A(4,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+34=0$

$_A(4,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(4,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+8=0$

$_A(4,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+16=0$

$_A(4,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+24=0$

$_A(4,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+32=0$

$_A(4,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-2=0$

$_A(4,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+2=0$

$_A(4,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+10=0$

$_A(4,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+14=0$

$_A(4,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+22=0$

$_A(4,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+26=0$

$_A(4,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-4=0$

$_A(4,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+4=0$

$_A(4,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+12=0$

$_A(4,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+20=0$

$_A(4,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+28=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-6=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-2=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+2=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+6=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+14=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+18=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+22=0$

$_A(4,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+26=0$

$_A(4,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-8=0$

$_A(4,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+8=0$

$_A(4,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+16=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-10=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-6=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-2=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+2=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+6=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+10=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+18=0$

$_A(4,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+22=0$

$_A(4,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-12=0$

$_A(4,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-4=0$

$_A(4,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+4=0$

$_A(4,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+12=0$

$_A(4,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+20=0$

$_A(4,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-14=0$

$_A(4,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-10=0$

$_A(4,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-2=0$

$_A(4,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+2=0$

$_A(4,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+10=0$

$_A(4,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+14=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+9=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+13=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+17=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+21=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+25=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+29=0$

$_A(4,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+33=0$

$_A(4,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-2=0$

$_A(4,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+6=0$

$_A(4,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+14=0$

$_A(4,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+22=0$

$_A(4,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+30=0$

$_A(4,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-5=0$

$_A(4,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-1=0$

$_A(4,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+7=0$

$_A(4,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+11=0$

$_A(4,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+19=0$

$_A(4,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+23=0$

$_A(4,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-8=0$

$_A(4,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y=0$

$_A(4,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+8=0$

$_A(4,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+16=0$

$_A(4,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+24=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-11=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-7=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-3=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+1=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+9=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+13=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+17=0$

$_A(4,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+21=0$

$_A(4,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-14=0$

$_A(4,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+2=0$

$_A(4,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+10=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-17=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-13=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-9=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-5=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-1=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+3=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+11=0$

$_A(4,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+15=0$

$_A(4,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-20=0$

$_A(4,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-12=0$

$_A(4,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-4=0$

$_A(4,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+4=0$

$_A(4,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+12=0$

$_A(4,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-23=0$

$_A(4,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-19=0$

$_A(4,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-11=0$

$_A(4,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-7=0$

$_A(4,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+1=0$

$_A(4,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+5=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+4=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+8=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+12=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+16=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+20=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+24=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+28=0$

$_A(4,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+32=0$

$_A(4,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-4=0$

$_A(4,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+4=0$

$_A(4,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+12=0$

$_A(4,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+20=0$

$_A(4,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+28=0$

$_A(4,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-8=0$

$_A(4,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-4=0$

$_A(4,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+4=0$

$_A(4,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+8=0$

$_A(4,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+16=0$

$_A(4,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+20=0$

$_A(4,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-12=0$

$_A(4,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-4=0$

$_A(4,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+4=0$

$_A(4,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+12=0$

$_A(4,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+20=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-16=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-12=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-8=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-4=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+4=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+8=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+12=0$

$_A(4,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+16=0$

$_A(4,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-20=0$

$_A(4,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-4=0$

$_A(4,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+4=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-24=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-20=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-16=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-12=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-8=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-4=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+4=0$

$_A(4,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+8=0$

$_A(4,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-28=0$

$_A(4,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-20=0$

$_A(4,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-12=0$

$_A(4,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-4=0$

$_A(4,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+4=0$

$_A(4,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-32=0$

$_A(4,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-28=0$

$_A(4,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-20=0$

$_A(4,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-16=0$

$_A(4,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-8=0$

$_A(4,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-4=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+7=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+11=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+15=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+19=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+23=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+27=0$

$_A(4,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+31=0$

$_A(4,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-6=0$

$_A(4,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+2=0$

$_A(4,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+10=0$

$_A(4,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+18=0$

$_A(4,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+26=0$

$_A(4,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-11=0$

$_A(4,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-7=0$

$_A(4,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+1=0$

$_A(4,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+5=0$

$_A(4,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+13=0$

$_A(4,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+17=0$

$_A(4,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-16=0$

$_A(4,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-8=0$

$_A(4,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y=0$

$_A(4,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+8=0$

$_A(4,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+16=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-21=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-17=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-13=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-9=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-1=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+3=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+7=0$

$_A(4,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+11=0$

$_A(4,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-26=0$

$_A(4,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-10=0$

$_A(4,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-2=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-31=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-27=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-23=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-19=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-15=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-11=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-3=0$

$_A(4,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+1=0$

$_A(4,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-36=0$

$_A(4,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-28=0$

$_A(4,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-20=0$

$_A(4,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-12=0$

$_A(4,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-4=0$

$_A(4,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-41=0$

$_A(4,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-37=0$

$_A(4,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-29=0$

$_A(4,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-25=0$

$_A(4,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-17=0$

$_A(4,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-13=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+2=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+6=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+10=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+14=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+18=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+22=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+26=0$

$_A(4,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+30=0$

$_A(4,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-8=0$

$_A(4,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y=0$

$_A(4,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+8=0$

$_A(4,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+16=0$

$_A(4,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+24=0$

$_A(4,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-14=0$

$_A(4,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-10=0$

$_A(4,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-2=0$

$_A(4,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+2=0$

$_A(4,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+10=0$

$_A(4,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+14=0$

$_A(4,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-20=0$

$_A(4,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-12=0$

$_A(4,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-4=0$

$_A(4,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+4=0$

$_A(4,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+12=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-26=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-22=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-18=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-14=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-6=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-2=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+2=0$

$_A(4,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+6=0$

$_A(4,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-32=0$

$_A(4,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-16=0$

$_A(4,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-8=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-38=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-34=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-30=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-26=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-22=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-18=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-10=0$

$_A(4,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-6=0$

$_A(4,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-44=0$

$_A(4,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-36=0$

$_A(4,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-28=0$

$_A(4,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-20=0$

$_A(4,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-12=0$

$_A(4,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-50=0$

$_A(4,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-46=0$

$_A(4,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-38=0$

$_A(4,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-34=0$

$_A(4,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-26=0$

$_A(4,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-22=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+5=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+9=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+13=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+17=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+21=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+25=0$

$_A(4,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+29=0$

$_A(4,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(4,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-2=0$

$_A(4,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+6=0$

$_A(4,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+14=0$

$_A(4,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+22=0$

$_A(4,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-17=0$

$_A(4,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-13=0$

$_A(4,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-5=0$

$_A(4,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-1=0$

$_A(4,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+7=0$

$_A(4,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+11=0$

$_A(4,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-24=0$

$_A(4,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-16=0$

$_A(4,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-8=0$

$_A(4,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y=0$

$_A(4,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+8=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-31=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-27=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-23=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-19=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-11=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-7=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-3=0$

$_A(4,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+1=0$

$_A(4,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-38=0$

$_A(4,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-22=0$

$_A(4,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-14=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-45=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-41=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-37=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-33=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-29=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-25=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-17=0$

$_A(4,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-13=0$

$_A(4,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-52=0$

$_A(4,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-44=0$

$_A(4,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-36=0$

$_A(4,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-28=0$

$_A(4,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-20=0$

$_A(4,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-59=0$

$_A(4,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-55=0$

$_A(4,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-47=0$

$_A(4,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-43=0$

$_A(4,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-35=0$

$_A(4,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-31=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+4=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+8=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+12=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+16=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+20=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+24=0$

$_A(4,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+28=0$

$_A(4,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-12=0$

$_A(4,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-4=0$

$_A(4,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+4=0$

$_A(4,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+12=0$

$_A(4,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+20=0$

$_A(4,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-20=0$

$_A(4,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-16=0$

$_A(4,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-8=0$

$_A(4,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-4=0$

$_A(4,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+4=0$

$_A(4,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+8=0$

$_A(4,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-28=0$

$_A(4,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-20=0$

$_A(4,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-12=0$

$_A(4,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-4=0$

$_A(4,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+4=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-36=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-32=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-28=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-24=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-16=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-12=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-8=0$

$_A(4,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-4=0$

$_A(4,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-44=0$

$_A(4,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-28=0$

$_A(4,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-20=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-52=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-48=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-44=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-40=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-36=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-32=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-24=0$

$_A(4,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-20=0$

$_A(4,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-60=0$

$_A(4,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-52=0$

$_A(4,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-44=0$

$_A(4,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-36=0$

$_A(4,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-28=0$

$_A(4,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-68=0$

$_A(4,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-64=0$

$_A(4,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-56=0$

$_A(4,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-52=0$

$_A(4,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-44=0$

$_A(4,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-40=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+3=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+7=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+11=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+15=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+19=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+23=0$

$_A(4,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+27=0$

$_A(4,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-14=0$

$_A(4,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-6=0$

$_A(4,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+2=0$

$_A(4,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+10=0$

$_A(4,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+18=0$

$_A(4,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-23=0$

$_A(4,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-19=0$

$_A(4,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-11=0$

$_A(4,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-7=0$

$_A(4,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+1=0$

$_A(4,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+5=0$

$_A(4,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-32=0$

$_A(4,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-24=0$

$_A(4,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-16=0$

$_A(4,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-8=0$

$_A(4,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-41=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-37=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-33=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-29=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-21=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-17=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-13=0$

$_A(4,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-9=0$

$_A(4,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-50=0$

$_A(4,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-34=0$

$_A(4,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-26=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-59=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-55=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-51=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-47=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-43=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-39=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-31=0$

$_A(4,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-27=0$

$_A(4,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-68=0$

$_A(4,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-60=0$

$_A(4,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-52=0$

$_A(4,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-44=0$

$_A(4,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-36=0$

$_A(4,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-77=0$

$_A(4,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-73=0$

$_A(4,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-65=0$

$_A(4,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-61=0$

$_A(4,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-53=0$

$_A(4,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-49=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+4=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+14=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+19=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+24=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+29=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+34=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+39=0$

$_A(5,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+44=0$

$_A(5,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+3=0$

$_A(5,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+13=0$

$_A(5,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+23=0$

$_A(5,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+33=0$

$_A(5,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+43=0$

$_A(5,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+2=0$

$_A(5,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+7=0$

$_A(5,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+17=0$

$_A(5,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+22=0$

$_A(5,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+32=0$

$_A(5,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+37=0$

$_A(5,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+1=0$

$_A(5,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+11=0$

$_A(5,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+21=0$

$_A(5,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+31=0$

$_A(5,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+41=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+5=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+10=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+15=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+25=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+30=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+35=0$

$_A(5,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+40=0$

$_A(5,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-1=0$

$_A(5,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+19=0$

$_A(5,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+29=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-2=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+3=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+8=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+13=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+18=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+23=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+33=0$

$_A(5,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+38=0$

$_A(5,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-3=0$

$_A(5,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+7=0$

$_A(5,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+17=0$

$_A(5,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+27=0$

$_A(5,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+37=0$

$_A(5,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-4=0$

$_A(5,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+1=0$

$_A(5,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+11=0$

$_A(5,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+16=0$

$_A(5,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+26=0$

$_A(5,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+31=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+8=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+13=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+18=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+23=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+28=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+33=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+38=0$

$_A(5,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+43=0$

$_A(5,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+1=0$

$_A(5,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+11=0$

$_A(5,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+21=0$

$_A(5,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+31=0$

$_A(5,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+41=0$

$_A(5,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-1=0$

$_A(5,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+4=0$

$_A(5,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+14=0$

$_A(5,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+19=0$

$_A(5,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+29=0$

$_A(5,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+34=0$

$_A(5,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-3=0$

$_A(5,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+7=0$

$_A(5,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+17=0$

$_A(5,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+27=0$

$_A(5,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+37=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-5=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+5=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+10=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+20=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+25=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+30=0$

$_A(5,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+35=0$

$_A(5,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-7=0$

$_A(5,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+13=0$

$_A(5,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+23=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-9=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-4=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+1=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+6=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+11=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+16=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+26=0$

$_A(5,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+31=0$

$_A(5,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-11=0$

$_A(5,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-1=0$

$_A(5,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+9=0$

$_A(5,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+19=0$

$_A(5,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+29=0$

$_A(5,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-13=0$

$_A(5,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-8=0$

$_A(5,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+2=0$

$_A(5,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+7=0$

$_A(5,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+17=0$

$_A(5,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+22=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+12=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+17=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+22=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+27=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+32=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+37=0$

$_A(5,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+42=0$

$_A(5,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-1=0$

$_A(5,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+9=0$

$_A(5,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+19=0$

$_A(5,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+29=0$

$_A(5,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+39=0$

$_A(5,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-4=0$

$_A(5,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+1=0$

$_A(5,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+11=0$

$_A(5,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+16=0$

$_A(5,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+26=0$

$_A(5,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+31=0$

$_A(5,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-7=0$

$_A(5,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+3=0$

$_A(5,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+13=0$

$_A(5,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+23=0$

$_A(5,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+33=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-10=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-5=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+5=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+15=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+20=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+25=0$

$_A(5,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+30=0$

$_A(5,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-13=0$

$_A(5,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+7=0$

$_A(5,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+17=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-16=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-11=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-6=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-1=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+4=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+9=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+19=0$

$_A(5,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+24=0$

$_A(5,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-19=0$

$_A(5,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-9=0$

$_A(5,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+1=0$

$_A(5,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+11=0$

$_A(5,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+21=0$

$_A(5,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-22=0$

$_A(5,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-17=0$

$_A(5,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-7=0$

$_A(5,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-2=0$

$_A(5,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+8=0$

$_A(5,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+13=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+6=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+11=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+16=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+21=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+26=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+31=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+36=0$

$_A(5,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+41=0$

$_A(5,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-3=0$

$_A(5,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+7=0$

$_A(5,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+17=0$

$_A(5,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+27=0$

$_A(5,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+37=0$

$_A(5,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-7=0$

$_A(5,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-2=0$

$_A(5,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+8=0$

$_A(5,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+13=0$

$_A(5,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+23=0$

$_A(5,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+28=0$

$_A(5,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-11=0$

$_A(5,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-1=0$

$_A(5,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+9=0$

$_A(5,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+19=0$

$_A(5,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+29=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-15=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-10=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-5=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+10=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+15=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+20=0$

$_A(5,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+25=0$

$_A(5,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-19=0$

$_A(5,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+1=0$

$_A(5,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+11=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-23=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-18=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-13=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-8=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-3=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+2=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+12=0$

$_A(5,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+17=0$

$_A(5,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-27=0$

$_A(5,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-17=0$

$_A(5,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-7=0$

$_A(5,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+3=0$

$_A(5,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+13=0$

$_A(5,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-31=0$

$_A(5,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-26=0$

$_A(5,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-16=0$

$_A(5,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-11=0$

$_A(5,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-1=0$

$_A(5,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+4=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+10=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+15=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+20=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+25=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+30=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+35=0$

$_A(5,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+40=0$

$_A(5,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-5=0$

$_A(5,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+5=0$

$_A(5,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+15=0$

$_A(5,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+25=0$

$_A(5,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+35=0$

$_A(5,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-10=0$

$_A(5,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-5=0$

$_A(5,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+5=0$

$_A(5,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+10=0$

$_A(5,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+20=0$

$_A(5,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+25=0$

$_A(5,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-15=0$

$_A(5,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-5=0$

$_A(5,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+5=0$

$_A(5,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+15=0$

$_A(5,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+25=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-20=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-15=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-10=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-5=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+5=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+10=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+15=0$

$_A(5,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+20=0$

$_A(5,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-25=0$

$_A(5,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-5=0$

$_A(5,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+5=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-30=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-25=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-20=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-15=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-10=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-5=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+5=0$

$_A(5,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+10=0$

$_A(5,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-35=0$

$_A(5,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-25=0$

$_A(5,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-15=0$

$_A(5,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-5=0$

$_A(5,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+5=0$

$_A(5,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-40=0$

$_A(5,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-35=0$

$_A(5,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-25=0$

$_A(5,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-20=0$

$_A(5,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-10=0$

$_A(5,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-5=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+4=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+9=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+14=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+19=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+24=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+29=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+34=0$

$_A(5,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+39=0$

$_A(5,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-7=0$

$_A(5,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+3=0$

$_A(5,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+13=0$

$_A(5,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+23=0$

$_A(5,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+33=0$

$_A(5,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-13=0$

$_A(5,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-8=0$

$_A(5,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+2=0$

$_A(5,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+7=0$

$_A(5,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+17=0$

$_A(5,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+22=0$

$_A(5,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-19=0$

$_A(5,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-9=0$

$_A(5,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+1=0$

$_A(5,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+11=0$

$_A(5,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+21=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-25=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-20=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-15=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-10=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+5=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+10=0$

$_A(5,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+15=0$

$_A(5,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-31=0$

$_A(5,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-11=0$

$_A(5,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-1=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-37=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-32=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-27=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-22=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-17=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-12=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-2=0$

$_A(5,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+3=0$

$_A(5,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-43=0$

$_A(5,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-33=0$

$_A(5,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-23=0$

$_A(5,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-13=0$

$_A(5,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-3=0$

$_A(5,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-49=0$

$_A(5,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-44=0$

$_A(5,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-34=0$

$_A(5,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-29=0$

$_A(5,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-19=0$

$_A(5,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-14=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+8=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+13=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+18=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+23=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+28=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+33=0$

$_A(5,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+38=0$

$_A(5,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(5,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+1=0$

$_A(5,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+11=0$

$_A(5,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+21=0$

$_A(5,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+31=0$

$_A(5,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-16=0$

$_A(5,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-11=0$

$_A(5,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-1=0$

$_A(5,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+4=0$

$_A(5,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+14=0$

$_A(5,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+19=0$

$_A(5,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-23=0$

$_A(5,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-13=0$

$_A(5,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-3=0$

$_A(5,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+7=0$

$_A(5,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+17=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-30=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-25=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-20=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-15=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-5=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+5=0$

$_A(5,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+10=0$

$_A(5,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-37=0$

$_A(5,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-17=0$

$_A(5,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-7=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-44=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-39=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-34=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-29=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-24=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-19=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-9=0$

$_A(5,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-4=0$

$_A(5,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-51=0$

$_A(5,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-41=0$

$_A(5,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-31=0$

$_A(5,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-21=0$

$_A(5,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-11=0$

$_A(5,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-58=0$

$_A(5,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-53=0$

$_A(5,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-43=0$

$_A(5,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-38=0$

$_A(5,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-28=0$

$_A(5,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-23=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+2=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+7=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+12=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+17=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+22=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+27=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+32=0$

$_A(5,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+37=0$

$_A(5,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(5,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-1=0$

$_A(5,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+9=0$

$_A(5,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+19=0$

$_A(5,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+29=0$

$_A(5,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-19=0$

$_A(5,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-14=0$

$_A(5,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-4=0$

$_A(5,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+1=0$

$_A(5,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+11=0$

$_A(5,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+16=0$

$_A(5,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-27=0$

$_A(5,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-17=0$

$_A(5,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-7=0$

$_A(5,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+3=0$

$_A(5,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+13=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-35=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-30=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-25=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-20=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-10=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-5=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y=0$

$_A(5,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+5=0$

$_A(5,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-43=0$

$_A(5,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-23=0$

$_A(5,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-13=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-51=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-46=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-41=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-36=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-31=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-26=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-16=0$

$_A(5,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-11=0$

$_A(5,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-59=0$

$_A(5,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-49=0$

$_A(5,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-39=0$

$_A(5,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-29=0$

$_A(5,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-19=0$

$_A(5,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-67=0$

$_A(5,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-62=0$

$_A(5,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-52=0$

$_A(5,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-47=0$

$_A(5,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-37=0$

$_A(5,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-32=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+6=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+11=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+16=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+21=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+26=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+31=0$

$_A(5,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+36=0$

$_A(5,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-13=0$

$_A(5,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-3=0$

$_A(5,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+7=0$

$_A(5,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+17=0$

$_A(5,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+27=0$

$_A(5,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-22=0$

$_A(5,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-17=0$

$_A(5,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-7=0$

$_A(5,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-2=0$

$_A(5,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+8=0$

$_A(5,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+13=0$

$_A(5,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-31=0$

$_A(5,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-21=0$

$_A(5,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-11=0$

$_A(5,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-1=0$

$_A(5,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+9=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-40=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-35=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-30=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-25=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-15=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-10=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-5=0$

$_A(5,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y=0$

$_A(5,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-49=0$

$_A(5,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-29=0$

$_A(5,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-19=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-58=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-53=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-48=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-43=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-38=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-33=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-23=0$

$_A(5,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-18=0$

$_A(5,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-67=0$

$_A(5,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-57=0$

$_A(5,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-47=0$

$_A(5,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-37=0$

$_A(5,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-27=0$

$_A(5,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-76=0$

$_A(5,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-71=0$

$_A(5,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-61=0$

$_A(5,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-56=0$

$_A(5,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-46=0$

$_A(5,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-41=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+5=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+17=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+23=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+29=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+35=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+41=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+47=0$

$_A(6,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+53=0$

$_A(6,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+4=0$

$_A(6,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+16=0$

$_A(6,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+28=0$

$_A(6,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+40=0$

$_A(6,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+52=0$

$_A(6,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+3=0$

$_A(6,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+9=0$

$_A(6,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+21=0$

$_A(6,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+27=0$

$_A(6,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+39=0$

$_A(6,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+45=0$

$_A(6,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+2=0$

$_A(6,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+14=0$

$_A(6,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+26=0$

$_A(6,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+38=0$

$_A(6,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+50=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+1=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+7=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+13=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+19=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+31=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+37=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+43=0$

$_A(6,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+49=0$

$_A(6,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y=0$

$_A(6,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+24=0$

$_A(6,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+36=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-1=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+5=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+11=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+17=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+23=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+29=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+41=0$

$_A(6,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+47=0$

$_A(6,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-2=0$

$_A(6,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+10=0$

$_A(6,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+22=0$

$_A(6,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+34=0$

$_A(6,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+46=0$

$_A(6,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-3=0$

$_A(6,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+3=0$

$_A(6,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+15=0$

$_A(6,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+21=0$

$_A(6,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+33=0$

$_A(6,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+39=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+10=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+16=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+22=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+28=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+34=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+40=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+46=0$

$_A(6,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+52=0$

$_A(6,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+2=0$

$_A(6,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+14=0$

$_A(6,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+26=0$

$_A(6,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+38=0$

$_A(6,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+50=0$

$_A(6,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y=0$

$_A(6,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+6=0$

$_A(6,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+18=0$

$_A(6,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+24=0$

$_A(6,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+36=0$

$_A(6,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+42=0$

$_A(6,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-2=0$

$_A(6,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+10=0$

$_A(6,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+22=0$

$_A(6,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+34=0$

$_A(6,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+46=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-4=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+2=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+8=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+14=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+26=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+32=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+38=0$

$_A(6,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+44=0$

$_A(6,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-6=0$

$_A(6,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+18=0$

$_A(6,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+30=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-8=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-2=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+4=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+10=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+16=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+22=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+34=0$

$_A(6,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+40=0$

$_A(6,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-10=0$

$_A(6,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+2=0$

$_A(6,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+14=0$

$_A(6,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+26=0$

$_A(6,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+38=0$

$_A(6,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-12=0$

$_A(6,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-6=0$

$_A(6,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+6=0$

$_A(6,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+12=0$

$_A(6,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+24=0$

$_A(6,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+30=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+15=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+21=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+27=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+33=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+39=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+45=0$

$_A(6,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+51=0$

$_A(6,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(6,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+12=0$

$_A(6,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+24=0$

$_A(6,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+36=0$

$_A(6,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+48=0$

$_A(6,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-3=0$

$_A(6,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+3=0$

$_A(6,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+15=0$

$_A(6,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+21=0$

$_A(6,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+33=0$

$_A(6,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+39=0$

$_A(6,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-6=0$

$_A(6,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+6=0$

$_A(6,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+18=0$

$_A(6,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+30=0$

$_A(6,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+42=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-9=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-3=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+3=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+9=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+21=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+27=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+33=0$

$_A(6,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+39=0$

$_A(6,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-12=0$

$_A(6,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+12=0$

$_A(6,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+24=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-15=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-9=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-3=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+3=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+9=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+15=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+27=0$

$_A(6,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+33=0$

$_A(6,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-18=0$

$_A(6,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-6=0$

$_A(6,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+6=0$

$_A(6,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+18=0$

$_A(6,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+30=0$

$_A(6,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-21=0$

$_A(6,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-15=0$

$_A(6,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-3=0$

$_A(6,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+3=0$

$_A(6,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+15=0$

$_A(6,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+21=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+8=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+14=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+20=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+26=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+32=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+38=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+44=0$

$_A(6,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+50=0$

$_A(6,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-2=0$

$_A(6,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+10=0$

$_A(6,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+22=0$

$_A(6,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+34=0$

$_A(6,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+46=0$

$_A(6,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-6=0$

$_A(6,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y=0$

$_A(6,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+12=0$

$_A(6,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+18=0$

$_A(6,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+30=0$

$_A(6,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+36=0$

$_A(6,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-10=0$

$_A(6,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+2=0$

$_A(6,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+14=0$

$_A(6,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+26=0$

$_A(6,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+38=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-14=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-8=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-2=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+4=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+16=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+22=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+28=0$

$_A(6,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+34=0$

$_A(6,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-18=0$

$_A(6,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+6=0$

$_A(6,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+18=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-22=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-16=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-10=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-4=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+2=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+8=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+20=0$

$_A(6,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+26=0$

$_A(6,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-26=0$

$_A(6,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-14=0$

$_A(6,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-2=0$

$_A(6,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+10=0$

$_A(6,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+22=0$

$_A(6,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-30=0$

$_A(6,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-24=0$

$_A(6,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-12=0$

$_A(6,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-6=0$

$_A(6,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+6=0$

$_A(6,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+12=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+13=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+19=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+25=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+31=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+37=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+43=0$

$_A(6,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+49=0$

$_A(6,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-4=0$

$_A(6,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+8=0$

$_A(6,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+20=0$

$_A(6,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+32=0$

$_A(6,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+44=0$

$_A(6,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-9=0$

$_A(6,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-3=0$

$_A(6,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+9=0$

$_A(6,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+15=0$

$_A(6,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+27=0$

$_A(6,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+33=0$

$_A(6,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-14=0$

$_A(6,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-2=0$

$_A(6,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+10=0$

$_A(6,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+22=0$

$_A(6,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+34=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-19=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-13=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-7=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-1=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+11=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+17=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+23=0$

$_A(6,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+29=0$

$_A(6,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-24=0$

$_A(6,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y=0$

$_A(6,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+12=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-29=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-23=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-17=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-11=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-5=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+1=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+13=0$

$_A(6,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+19=0$

$_A(6,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-34=0$

$_A(6,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-22=0$

$_A(6,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-10=0$

$_A(6,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+2=0$

$_A(6,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+14=0$

$_A(6,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-39=0$

$_A(6,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-33=0$

$_A(6,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-21=0$

$_A(6,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-15=0$

$_A(6,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-3=0$

$_A(6,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+3=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+6=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+12=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+18=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+24=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+30=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+36=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+42=0$

$_A(6,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+48=0$

$_A(6,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-6=0$

$_A(6,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+6=0$

$_A(6,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+18=0$

$_A(6,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+30=0$

$_A(6,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+42=0$

$_A(6,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-12=0$

$_A(6,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-6=0$

$_A(6,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+6=0$

$_A(6,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+12=0$

$_A(6,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+24=0$

$_A(6,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+30=0$

$_A(6,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-18=0$

$_A(6,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-6=0$

$_A(6,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+6=0$

$_A(6,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+18=0$

$_A(6,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+30=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-24=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-18=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-12=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-6=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+6=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+12=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+18=0$

$_A(6,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+24=0$

$_A(6,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-30=0$

$_A(6,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-6=0$

$_A(6,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+6=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-36=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-30=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-24=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-18=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-12=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-6=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+6=0$

$_A(6,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+12=0$

$_A(6,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-42=0$

$_A(6,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-30=0$

$_A(6,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-18=0$

$_A(6,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-6=0$

$_A(6,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+6=0$

$_A(6,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-48=0$

$_A(6,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-42=0$

$_A(6,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-30=0$

$_A(6,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-24=0$

$_A(6,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-12=0$

$_A(6,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-6=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+11=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+17=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+23=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+29=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+35=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+41=0$

$_A(6,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+47=0$

$_A(6,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-8=0$

$_A(6,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+4=0$

$_A(6,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+16=0$

$_A(6,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+28=0$

$_A(6,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+40=0$

$_A(6,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-15=0$

$_A(6,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-9=0$

$_A(6,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+3=0$

$_A(6,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+9=0$

$_A(6,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+21=0$

$_A(6,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+27=0$

$_A(6,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-22=0$

$_A(6,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-10=0$

$_A(6,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+2=0$

$_A(6,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+14=0$

$_A(6,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+26=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-29=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-23=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-17=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-11=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+1=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+7=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+13=0$

$_A(6,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+19=0$

$_A(6,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-36=0$

$_A(6,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-12=0$

$_A(6,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-43=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-37=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-31=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-25=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-19=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-13=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-1=0$

$_A(6,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+5=0$

$_A(6,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-50=0$

$_A(6,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-38=0$

$_A(6,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-26=0$

$_A(6,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-14=0$

$_A(6,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-2=0$

$_A(6,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-57=0$

$_A(6,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-51=0$

$_A(6,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-39=0$

$_A(6,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-33=0$

$_A(6,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-21=0$

$_A(6,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-15=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+4=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+10=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+16=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+22=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+28=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+34=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+40=0$

$_A(6,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+46=0$

$_A(6,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(6,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+2=0$

$_A(6,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+14=0$

$_A(6,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+26=0$

$_A(6,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+38=0$

$_A(6,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-18=0$

$_A(6,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-12=0$

$_A(6,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y=0$

$_A(6,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+6=0$

$_A(6,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+18=0$

$_A(6,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+24=0$

$_A(6,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-26=0$

$_A(6,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-14=0$

$_A(6,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-2=0$

$_A(6,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+10=0$

$_A(6,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+22=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-34=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-28=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-22=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-16=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-4=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+2=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+8=0$

$_A(6,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+14=0$

$_A(6,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-42=0$

$_A(6,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-18=0$

$_A(6,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-6=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-50=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-44=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-38=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-32=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-26=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-20=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-8=0$

$_A(6,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-2=0$

$_A(6,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-58=0$

$_A(6,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-46=0$

$_A(6,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-34=0$

$_A(6,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-22=0$

$_A(6,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-10=0$

$_A(6,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-66=0$

$_A(6,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-60=0$

$_A(6,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-48=0$

$_A(6,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-42=0$

$_A(6,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-30=0$

$_A(6,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-24=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+9=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+15=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+21=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+27=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+33=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+39=0$

$_A(6,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+45=0$

$_A(6,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-12=0$

$_A(6,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y=0$

$_A(6,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+12=0$

$_A(6,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+24=0$

$_A(6,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+36=0$

$_A(6,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-21=0$

$_A(6,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-15=0$

$_A(6,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-3=0$

$_A(6,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+3=0$

$_A(6,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+15=0$

$_A(6,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+21=0$

$_A(6,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-30=0$

$_A(6,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-18=0$

$_A(6,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-6=0$

$_A(6,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+6=0$

$_A(6,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+18=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-39=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-33=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-27=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-21=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-9=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-3=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+3=0$

$_A(6,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+9=0$

$_A(6,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-48=0$

$_A(6,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-24=0$

$_A(6,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-12=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-57=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-51=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-45=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-39=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-33=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-27=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-15=0$

$_A(6,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-9=0$

$_A(6,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-66=0$

$_A(6,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-54=0$

$_A(6,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-42=0$

$_A(6,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-30=0$

$_A(6,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-18=0$

$_A(6,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-75=0$

$_A(6,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-69=0$

$_A(6,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-57=0$

$_A(6,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-51=0$

$_A(6,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-39=0$

$_A(6,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-33=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+6=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+13=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+20=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+27=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+34=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+41=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+48=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+55=0$

$_A(7,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+62=0$

$_A(7,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+5=0$

$_A(7,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+19=0$

$_A(7,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+33=0$

$_A(7,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+47=0$

$_A(7,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+61=0$

$_A(7,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+4=0$

$_A(7,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+11=0$

$_A(7,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+25=0$

$_A(7,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+32=0$

$_A(7,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+46=0$

$_A(7,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+53=0$

$_A(7,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+3=0$

$_A(7,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+17=0$

$_A(7,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+31=0$

$_A(7,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+45=0$

$_A(7,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+59=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+2=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+9=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+16=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+23=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+37=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+44=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+51=0$

$_A(7,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+58=0$

$_A(7,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+1=0$

$_A(7,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+29=0$

$_A(7,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+43=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+7=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+14=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+21=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+28=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+35=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+49=0$

$_A(7,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+56=0$

$_A(7,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-1=0$

$_A(7,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+13=0$

$_A(7,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+27=0$

$_A(7,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+41=0$

$_A(7,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+55=0$

$_A(7,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-2=0$

$_A(7,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+5=0$

$_A(7,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+19=0$

$_A(7,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+26=0$

$_A(7,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+40=0$

$_A(7,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+47=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+12=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+19=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+26=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+33=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+40=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+47=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+54=0$

$_A(7,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+61=0$

$_A(7,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+3=0$

$_A(7,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+17=0$

$_A(7,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+31=0$

$_A(7,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+45=0$

$_A(7,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+59=0$

$_A(7,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+1=0$

$_A(7,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+8=0$

$_A(7,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+22=0$

$_A(7,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+29=0$

$_A(7,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+43=0$

$_A(7,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+50=0$

$_A(7,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-1=0$

$_A(7,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+13=0$

$_A(7,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+27=0$

$_A(7,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+41=0$

$_A(7,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+55=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-3=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+4=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+11=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+18=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+32=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+39=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+46=0$

$_A(7,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+53=0$

$_A(7,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-5=0$

$_A(7,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+23=0$

$_A(7,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+37=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-7=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+7=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+14=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+21=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+28=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+42=0$

$_A(7,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+49=0$

$_A(7,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-9=0$

$_A(7,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+5=0$

$_A(7,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+19=0$

$_A(7,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+33=0$

$_A(7,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+47=0$

$_A(7,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-11=0$

$_A(7,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-4=0$

$_A(7,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+10=0$

$_A(7,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+17=0$

$_A(7,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+31=0$

$_A(7,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+38=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+18=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+25=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+32=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+39=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+46=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+53=0$

$_A(7,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+60=0$

$_A(7,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+1=0$

$_A(7,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+15=0$

$_A(7,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+29=0$

$_A(7,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+43=0$

$_A(7,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+57=0$

$_A(7,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-2=0$

$_A(7,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+5=0$

$_A(7,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+19=0$

$_A(7,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+26=0$

$_A(7,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+40=0$

$_A(7,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+47=0$

$_A(7,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-5=0$

$_A(7,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+9=0$

$_A(7,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+23=0$

$_A(7,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+37=0$

$_A(7,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+51=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-8=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-1=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+6=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+13=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+27=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+34=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+41=0$

$_A(7,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+48=0$

$_A(7,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-11=0$

$_A(7,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+17=0$

$_A(7,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+31=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-14=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-7=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+7=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+14=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+21=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+35=0$

$_A(7,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+42=0$

$_A(7,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-17=0$

$_A(7,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-3=0$

$_A(7,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+11=0$

$_A(7,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+25=0$

$_A(7,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+39=0$

$_A(7,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-20=0$

$_A(7,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-13=0$

$_A(7,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+1=0$

$_A(7,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+8=0$

$_A(7,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+22=0$

$_A(7,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+29=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+10=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+17=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+24=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+31=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+38=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+45=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+52=0$

$_A(7,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+59=0$

$_A(7,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-1=0$

$_A(7,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+13=0$

$_A(7,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+27=0$

$_A(7,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+41=0$

$_A(7,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+55=0$

$_A(7,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-5=0$

$_A(7,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+2=0$

$_A(7,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+16=0$

$_A(7,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+23=0$

$_A(7,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+37=0$

$_A(7,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+44=0$

$_A(7,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-9=0$

$_A(7,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+5=0$

$_A(7,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+19=0$

$_A(7,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+33=0$

$_A(7,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+47=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-13=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-6=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+1=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+8=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+22=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+29=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+36=0$

$_A(7,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+43=0$

$_A(7,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-17=0$

$_A(7,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+11=0$

$_A(7,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+25=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-21=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-14=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-7=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+7=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+14=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+28=0$

$_A(7,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+35=0$

$_A(7,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-25=0$

$_A(7,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-11=0$

$_A(7,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+3=0$

$_A(7,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+17=0$

$_A(7,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+31=0$

$_A(7,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-29=0$

$_A(7,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-22=0$

$_A(7,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-8=0$

$_A(7,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-1=0$

$_A(7,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+13=0$

$_A(7,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+20=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+16=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+23=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+30=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+37=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+44=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+51=0$

$_A(7,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+58=0$

$_A(7,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-3=0$

$_A(7,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+11=0$

$_A(7,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+25=0$

$_A(7,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+39=0$

$_A(7,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+53=0$

$_A(7,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-8=0$

$_A(7,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-1=0$

$_A(7,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+13=0$

$_A(7,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+20=0$

$_A(7,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+34=0$

$_A(7,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+41=0$

$_A(7,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-13=0$

$_A(7,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+1=0$

$_A(7,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+15=0$

$_A(7,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+29=0$

$_A(7,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+43=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-18=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-11=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-4=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+3=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+17=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+24=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+31=0$

$_A(7,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+38=0$

$_A(7,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-23=0$

$_A(7,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+5=0$

$_A(7,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+19=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-28=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-21=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-14=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-7=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+7=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+21=0$

$_A(7,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+28=0$

$_A(7,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-33=0$

$_A(7,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-19=0$

$_A(7,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-5=0$

$_A(7,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+9=0$

$_A(7,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+23=0$

$_A(7,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-38=0$

$_A(7,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-31=0$

$_A(7,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-17=0$

$_A(7,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-10=0$

$_A(7,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+4=0$

$_A(7,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+11=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+8=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+15=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+22=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+29=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+36=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+43=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+50=0$

$_A(7,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+57=0$

$_A(7,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-5=0$

$_A(7,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+9=0$

$_A(7,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+23=0$

$_A(7,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+37=0$

$_A(7,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+51=0$

$_A(7,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-11=0$

$_A(7,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-4=0$

$_A(7,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+10=0$

$_A(7,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+17=0$

$_A(7,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+31=0$

$_A(7,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+38=0$

$_A(7,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-17=0$

$_A(7,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-3=0$

$_A(7,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+11=0$

$_A(7,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+25=0$

$_A(7,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+39=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-23=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-16=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-9=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-2=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+12=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+19=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+26=0$

$_A(7,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+33=0$

$_A(7,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-29=0$

$_A(7,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-1=0$

$_A(7,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+13=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-35=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-28=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-21=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-14=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-7=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+14=0$

$_A(7,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+21=0$

$_A(7,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-41=0$

$_A(7,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-27=0$

$_A(7,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-13=0$

$_A(7,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+1=0$

$_A(7,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+15=0$

$_A(7,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-47=0$

$_A(7,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-40=0$

$_A(7,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-26=0$

$_A(7,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-19=0$

$_A(7,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-5=0$

$_A(7,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+2=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+14=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+21=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+28=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+35=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+42=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+49=0$

$_A(7,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+56=0$

$_A(7,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-7=0$

$_A(7,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+7=0$

$_A(7,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+21=0$

$_A(7,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+35=0$

$_A(7,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+49=0$

$_A(7,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-14=0$

$_A(7,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-7=0$

$_A(7,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+7=0$

$_A(7,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+14=0$

$_A(7,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+28=0$

$_A(7,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+35=0$

$_A(7,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-21=0$

$_A(7,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-7=0$

$_A(7,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+7=0$

$_A(7,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+21=0$

$_A(7,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+35=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-28=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-21=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-14=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-7=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+7=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+14=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+21=0$

$_A(7,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+28=0$

$_A(7,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-35=0$

$_A(7,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-7=0$

$_A(7,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+7=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-42=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-35=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-28=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-21=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-14=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-7=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+7=0$

$_A(7,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+14=0$

$_A(7,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-49=0$

$_A(7,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-35=0$

$_A(7,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-21=0$

$_A(7,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-7=0$

$_A(7,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+7=0$

$_A(7,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-56=0$

$_A(7,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-49=0$

$_A(7,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-35=0$

$_A(7,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-28=0$

$_A(7,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-14=0$

$_A(7,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-7=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+6=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+13=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+20=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+27=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+34=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+41=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+48=0$

$_A(7,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+55=0$

$_A(7,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(7,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+5=0$

$_A(7,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+19=0$

$_A(7,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+33=0$

$_A(7,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+47=0$

$_A(7,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-17=0$

$_A(7,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-10=0$

$_A(7,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+4=0$

$_A(7,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+11=0$

$_A(7,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+25=0$

$_A(7,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+32=0$

$_A(7,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-25=0$

$_A(7,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-11=0$

$_A(7,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+3=0$

$_A(7,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+17=0$

$_A(7,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+31=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-33=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-26=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-19=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-12=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+2=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+9=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+16=0$

$_A(7,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+23=0$

$_A(7,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-41=0$

$_A(7,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-13=0$

$_A(7,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+1=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-49=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-42=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-35=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-28=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-21=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-14=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y=0$

$_A(7,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+7=0$

$_A(7,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-57=0$

$_A(7,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-43=0$

$_A(7,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-29=0$

$_A(7,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-15=0$

$_A(7,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-1=0$

$_A(7,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-65=0$

$_A(7,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-58=0$

$_A(7,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-44=0$

$_A(7,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-37=0$

$_A(7,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-23=0$

$_A(7,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-16=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+12=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+19=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+26=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+33=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+40=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+47=0$

$_A(7,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+54=0$

$_A(7,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(7,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+3=0$

$_A(7,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+17=0$

$_A(7,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+31=0$

$_A(7,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+45=0$

$_A(7,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-20=0$

$_A(7,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-13=0$

$_A(7,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+1=0$

$_A(7,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+8=0$

$_A(7,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+22=0$

$_A(7,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+29=0$

$_A(7,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-29=0$

$_A(7,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-15=0$

$_A(7,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-1=0$

$_A(7,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+13=0$

$_A(7,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+27=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-38=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-31=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-24=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-17=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-3=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+4=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+11=0$

$_A(7,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+18=0$

$_A(7,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-47=0$

$_A(7,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-19=0$

$_A(7,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-5=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-56=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-49=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-42=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-35=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-28=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-21=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-7=0$

$_A(7,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y=0$

$_A(7,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-65=0$

$_A(7,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-51=0$

$_A(7,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-37=0$

$_A(7,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-23=0$

$_A(7,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-9=0$

$_A(7,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-74=0$

$_A(7,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-67=0$

$_A(7,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-53=0$

$_A(7,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-46=0$

$_A(7,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-32=0$

$_A(7,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-25=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y+7=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+15=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+23=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+31=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+39=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+47=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+55=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+63=0$

$_A(8,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+71=0$

$_A(8,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+6=0$

$_A(8,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+22=0$

$_A(8,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+38=0$

$_A(8,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+54=0$

$_A(8,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+70=0$

$_A(8,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+5=0$

$_A(8,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+13=0$

$_A(8,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+29=0$

$_A(8,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+37=0$

$_A(8,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+53=0$

$_A(8,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+61=0$

$_A(8,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+4=0$

$_A(8,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+20=0$

$_A(8,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+36=0$

$_A(8,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+52=0$

$_A(8,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+68=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+3=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+11=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+19=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+27=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+43=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+51=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+59=0$

$_A(8,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+67=0$

$_A(8,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+2=0$

$_A(8,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+34=0$

$_A(8,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+50=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+1=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+9=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+17=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+25=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+33=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+41=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+57=0$

$_A(8,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+65=0$

$_A(8,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y=0$

$_A(8,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+16=0$

$_A(8,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+32=0$

$_A(8,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+48=0$

$_A(8,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+64=0$

$_A(8,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-1=0$

$_A(8,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+7=0$

$_A(8,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+23=0$

$_A(8,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+31=0$

$_A(8,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+47=0$

$_A(8,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+55=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+14=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+22=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+30=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+38=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+46=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+54=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+62=0$

$_A(8,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+70=0$

$_A(8,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+4=0$

$_A(8,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+20=0$

$_A(8,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+36=0$

$_A(8,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+52=0$

$_A(8,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+68=0$

$_A(8,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+2=0$

$_A(8,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+10=0$

$_A(8,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+26=0$

$_A(8,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+34=0$

$_A(8,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+50=0$

$_A(8,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+58=0$

$_A(8,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y=0$

$_A(8,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+16=0$

$_A(8,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+32=0$

$_A(8,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+48=0$

$_A(8,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+64=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-2=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+6=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+14=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+22=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+38=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+46=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+54=0$

$_A(8,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+62=0$

$_A(8,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-4=0$

$_A(8,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+28=0$

$_A(8,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+44=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-6=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+2=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+10=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+18=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+26=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+34=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+50=0$

$_A(8,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+58=0$

$_A(8,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-8=0$

$_A(8,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+8=0$

$_A(8,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+24=0$

$_A(8,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+40=0$

$_A(8,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+56=0$

$_A(8,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-10=0$

$_A(8,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-2=0$

$_A(8,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+14=0$

$_A(8,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+22=0$

$_A(8,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+38=0$

$_A(8,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+46=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+13=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+21=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+29=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+37=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+45=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+53=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+61=0$

$_A(8,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+69=0$

$_A(8,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+2=0$

$_A(8,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+18=0$

$_A(8,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+34=0$

$_A(8,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+50=0$

$_A(8,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+66=0$

$_A(8,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-1=0$

$_A(8,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+7=0$

$_A(8,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+23=0$

$_A(8,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+31=0$

$_A(8,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+47=0$

$_A(8,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+55=0$

$_A(8,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-4=0$

$_A(8,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+12=0$

$_A(8,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+28=0$

$_A(8,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+44=0$

$_A(8,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+60=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-7=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+1=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+9=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+17=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+33=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+41=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+49=0$

$_A(8,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+57=0$

$_A(8,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-10=0$

$_A(8,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+22=0$

$_A(8,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+38=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-13=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-5=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+3=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+11=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+19=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+27=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+43=0$

$_A(8,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+51=0$

$_A(8,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-16=0$

$_A(8,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y=0$

$_A(8,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+16=0$

$_A(8,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+32=0$

$_A(8,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+48=0$

$_A(8,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-19=0$

$_A(8,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-11=0$

$_A(8,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+5=0$

$_A(8,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+13=0$

$_A(8,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+29=0$

$_A(8,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+37=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+12=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+20=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+28=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+36=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+44=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+52=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+60=0$

$_A(8,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+68=0$

$_A(8,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(8,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+16=0$

$_A(8,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+32=0$

$_A(8,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+48=0$

$_A(8,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+64=0$

$_A(8,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-4=0$

$_A(8,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+4=0$

$_A(8,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+20=0$

$_A(8,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+28=0$

$_A(8,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+44=0$

$_A(8,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+52=0$

$_A(8,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-8=0$

$_A(8,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+8=0$

$_A(8,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+24=0$

$_A(8,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+40=0$

$_A(8,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+56=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-12=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-4=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+4=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+12=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+28=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+36=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+44=0$

$_A(8,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+52=0$

$_A(8,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-16=0$

$_A(8,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+16=0$

$_A(8,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+32=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-20=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-12=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-4=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+4=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+12=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+20=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+36=0$

$_A(8,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+44=0$

$_A(8,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-24=0$

$_A(8,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-8=0$

$_A(8,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+8=0$

$_A(8,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+24=0$

$_A(8,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+40=0$

$_A(8,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-28=0$

$_A(8,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-20=0$

$_A(8,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-4=0$

$_A(8,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+4=0$

$_A(8,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+20=0$

$_A(8,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+28=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+11=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+19=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+27=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+35=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+43=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+51=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+59=0$

$_A(8,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+67=0$

$_A(8,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-2=0$

$_A(8,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+14=0$

$_A(8,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+30=0$

$_A(8,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+46=0$

$_A(8,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+62=0$

$_A(8,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-7=0$

$_A(8,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+1=0$

$_A(8,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+17=0$

$_A(8,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+25=0$

$_A(8,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+41=0$

$_A(8,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+49=0$

$_A(8,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-12=0$

$_A(8,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+4=0$

$_A(8,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+20=0$

$_A(8,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+36=0$

$_A(8,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+52=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-17=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-9=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-1=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+7=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+23=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+31=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+39=0$

$_A(8,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+47=0$

$_A(8,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-22=0$

$_A(8,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+10=0$

$_A(8,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+26=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-27=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-19=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-11=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-3=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+5=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+13=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+29=0$

$_A(8,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+37=0$

$_A(8,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-32=0$

$_A(8,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-16=0$

$_A(8,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y=0$

$_A(8,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+16=0$

$_A(8,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+32=0$

$_A(8,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-37=0$

$_A(8,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-29=0$

$_A(8,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-13=0$

$_A(8,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-5=0$

$_A(8,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+11=0$

$_A(8,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+19=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+10=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+18=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+26=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+34=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+42=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+50=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+58=0$

$_A(8,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+66=0$

$_A(8,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-4=0$

$_A(8,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+12=0$

$_A(8,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+28=0$

$_A(8,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+44=0$

$_A(8,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+60=0$

$_A(8,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-10=0$

$_A(8,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-2=0$

$_A(8,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+14=0$

$_A(8,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+22=0$

$_A(8,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+38=0$

$_A(8,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+46=0$

$_A(8,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-16=0$

$_A(8,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y=0$

$_A(8,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+16=0$

$_A(8,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+32=0$

$_A(8,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+48=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-22=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-14=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-6=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+2=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+18=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+26=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+34=0$

$_A(8,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+42=0$

$_A(8,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-28=0$

$_A(8,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+4=0$

$_A(8,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+20=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-34=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-26=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-18=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-10=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-2=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+6=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+22=0$

$_A(8,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+30=0$

$_A(8,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-40=0$

$_A(8,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-24=0$

$_A(8,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-8=0$

$_A(8,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+8=0$

$_A(8,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+24=0$

$_A(8,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-46=0$

$_A(8,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-38=0$

$_A(8,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-22=0$

$_A(8,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-14=0$

$_A(8,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+2=0$

$_A(8,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+10=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+9=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+17=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+25=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+33=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+41=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+49=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+57=0$

$_A(8,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+65=0$

$_A(8,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-6=0$

$_A(8,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+10=0$

$_A(8,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+26=0$

$_A(8,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+42=0$

$_A(8,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+58=0$

$_A(8,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-13=0$

$_A(8,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-5=0$

$_A(8,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+11=0$

$_A(8,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+19=0$

$_A(8,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+35=0$

$_A(8,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+43=0$

$_A(8,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-20=0$

$_A(8,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-4=0$

$_A(8,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+12=0$

$_A(8,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+28=0$

$_A(8,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+44=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-27=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-19=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-11=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-3=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+13=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+21=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+29=0$

$_A(8,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+37=0$

$_A(8,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-34=0$

$_A(8,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-2=0$

$_A(8,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+14=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-41=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-33=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-25=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-17=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-9=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-1=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+15=0$

$_A(8,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+23=0$

$_A(8,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-48=0$

$_A(8,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-32=0$

$_A(8,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-16=0$

$_A(8,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y=0$

$_A(8,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+16=0$

$_A(8,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-55=0$

$_A(8,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-47=0$

$_A(8,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-31=0$

$_A(8,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-23=0$

$_A(8,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-7=0$

$_A(8,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+1=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+8=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+16=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+24=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+32=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+40=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+48=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+56=0$

$_A(8,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+64=0$

$_A(8,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-8=0$

$_A(8,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+8=0$

$_A(8,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+24=0$

$_A(8,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+40=0$

$_A(8,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+56=0$

$_A(8,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-16=0$

$_A(8,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-8=0$

$_A(8,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+8=0$

$_A(8,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+16=0$

$_A(8,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+32=0$

$_A(8,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+40=0$

$_A(8,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-24=0$

$_A(8,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-8=0$

$_A(8,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+8=0$

$_A(8,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+24=0$

$_A(8,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+40=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-32=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-24=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-16=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-8=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+8=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+16=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+24=0$

$_A(8,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+32=0$

$_A(8,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-40=0$

$_A(8,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-8=0$

$_A(8,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+8=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-48=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-40=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-32=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-24=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-16=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-8=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+8=0$

$_A(8,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+16=0$

$_A(8,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-56=0$

$_A(8,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-40=0$

$_A(8,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-24=0$

$_A(8,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-8=0$

$_A(8,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+8=0$

$_A(8,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-64=0$

$_A(8,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-56=0$

$_A(8,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-40=0$

$_A(8,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-32=0$

$_A(8,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-16=0$

$_A(8,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-8=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+15=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+23=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+31=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+39=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+47=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+55=0$

$_A(8,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y+63=0$

$_A(8,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(8,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+6=0$

$_A(8,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+22=0$

$_A(8,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+38=0$

$_A(8,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+54=0$

$_A(8,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-19=0$

$_A(8,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-11=0$

$_A(8,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+5=0$

$_A(8,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+13=0$

$_A(8,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+29=0$

$_A(8,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+37=0$

$_A(8,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-28=0$

$_A(8,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-12=0$

$_A(8,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+4=0$

$_A(8,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+20=0$

$_A(8,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+36=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-37=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-29=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-21=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-13=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+3=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+11=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+19=0$

$_A(8,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+27=0$

$_A(8,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-46=0$

$_A(8,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-14=0$

$_A(8,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+2=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-55=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-47=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-39=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-31=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-23=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-15=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+1=0$

$_A(8,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+9=0$

$_A(8,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-64=0$

$_A(8,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-48=0$

$_A(8,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-32=0$

$_A(8,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-16=0$

$_A(8,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y=0$

$_A(8,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-73=0$

$_A(8,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-65=0$

$_A(8,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-49=0$

$_A(8,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-41=0$

$_A(8,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-25=0$

$_A(8,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-17=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+2=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+4=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+5=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+6=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+7=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+8=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+9=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+10=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+3=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+5=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+7=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+9=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+11=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+4=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+5=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+7=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+8=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+10=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+11=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+5=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+7=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+9=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+11=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+13=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+6=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+7=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+8=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+9=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+11=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+12=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+13=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+14=0$

$_A(1,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+7=0$

$_A(1,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+11=0$

$_A(1,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+13=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+8=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+9=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+10=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+11=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+12=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+13=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+15=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+16=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+9=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+11=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+13=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+15=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+17=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+10=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+11=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+13=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+14=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+16=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+17=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+4=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+5=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+6=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+7=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+8=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+9=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+10=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+11=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+5=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+7=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+9=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+11=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+13=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+7=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+8=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+10=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+11=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+13=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+14=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+9=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+11=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+13=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+15=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+17=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+11=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+12=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+13=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+14=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+16=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+17=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+18=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+19=0$

$_A(1,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+13=0$

$_A(1,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+17=0$

$_A(1,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+19=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+15=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+16=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+17=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+18=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+19=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+20=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+22=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+23=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+17=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+19=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+21=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+23=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+25=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+19=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+20=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+22=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+23=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+25=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+26=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+6=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+7=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+8=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+9=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+10=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+11=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+12=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+7=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+9=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+11=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+13=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+15=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+10=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+11=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+13=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+14=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+16=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+17=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+13=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+15=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+17=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+19=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+21=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+16=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+17=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+18=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+19=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+21=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+22=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+23=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+24=0$

$_A(1,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+19=0$

$_A(1,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+23=0$

$_A(1,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+25=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+22=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+23=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+24=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+25=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+26=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+27=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+29=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+30=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+25=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+27=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+29=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+31=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+33=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+28=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+29=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+31=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+32=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+34=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+35=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+6=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+7=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+8=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+9=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+10=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+11=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+12=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+13=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+11=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+13=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+15=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+17=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+13=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+14=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+16=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+17=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+19=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+20=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+17=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+19=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+21=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+23=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+25=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+21=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+22=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+23=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+24=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+26=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+27=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+28=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+29=0$

$_A(1,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+25=0$

$_A(1,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+29=0$

$_A(1,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+31=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+29=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+30=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+31=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+32=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+33=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+34=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+36=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+37=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+33=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+35=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+37=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+39=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+41=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+37=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+38=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+40=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+41=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+43=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+44=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+8=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+9=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+10=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+11=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+12=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+13=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+14=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+13=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+15=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+17=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+19=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+16=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+17=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+19=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+20=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+22=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+23=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+21=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+23=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+25=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+27=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+29=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+26=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+27=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+28=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+29=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+31=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+32=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+33=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+34=0$

$_A(1,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+31=0$

$_A(1,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+35=0$

$_A(1,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+37=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+36=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+37=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+38=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+39=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+40=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+41=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+43=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+44=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+41=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+43=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+45=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+47=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+49=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+46=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+47=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+49=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+50=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+52=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+53=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+8=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+9=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+10=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+11=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+12=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+13=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+14=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+15=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+13=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+15=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+17=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+19=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+21=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+19=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+20=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+22=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+23=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+25=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+26=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+25=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+27=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+29=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+31=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+33=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+31=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+32=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+33=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+34=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+36=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+37=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+38=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+39=0$

$_A(1,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+37=0$

$_A(1,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+41=0$

$_A(1,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+43=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+43=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+44=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+45=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+46=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+47=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+48=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+50=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+51=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+49=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+51=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+53=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+55=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+57=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+55=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+56=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+58=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+59=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+61=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+62=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+10=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+11=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+12=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+13=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+14=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+15=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+16=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+15=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+17=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+19=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+21=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+23=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+22=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+23=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+25=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+26=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+28=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+29=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+29=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+31=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+33=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+35=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+37=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+36=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+37=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+38=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+39=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+41=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+42=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+43=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+44=0$

$_A(1,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+43=0$

$_A(1,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+47=0$

$_A(1,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+49=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+50=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+51=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+52=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+53=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+54=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+55=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+57=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+58=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+57=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+59=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+61=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+63=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+65=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+64=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+65=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+67=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+68=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+70=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+71=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+10=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+11=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+12=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+13=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+14=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+15=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+16=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+17=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+17=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+19=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+21=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+23=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+25=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+25=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+26=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+28=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+29=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+31=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+32=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+33=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+35=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+37=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+39=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+41=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+41=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+42=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+43=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+44=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+46=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+47=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+48=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+49=0$

$_A(1,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+49=0$

$_A(1,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+53=0$

$_A(1,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+55=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+57=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+58=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+59=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+60=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+61=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+62=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+64=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+65=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+65=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+67=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+69=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+71=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+73=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+73=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+74=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+76=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+77=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+79=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+80=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+12=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+13=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+14=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+15=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+16=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+17=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+18=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+19=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+21=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+23=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+25=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+27=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+28=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+29=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+31=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+32=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+34=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+35=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+37=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+39=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+41=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+43=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+45=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+46=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+47=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+48=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+49=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+51=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+52=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+53=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+54=0$

$_A(1,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+55=0$

$_A(1,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+59=0$

$_A(1,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+61=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+64=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+65=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+66=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+67=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+68=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+69=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+71=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+72=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+73=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+75=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+77=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+79=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+81=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+82=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+83=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+85=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+86=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+88=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+89=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+3=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+7=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+9=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+11=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+13=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+15=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+17=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+19=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+4=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+8=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+12=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+16=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+20=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+5=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+7=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+11=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+13=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+17=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+19=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+6=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+10=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+14=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+18=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+22=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+7=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+9=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+11=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+13=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+17=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+19=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+21=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+23=0$

$_A(2,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+8=0$

$_A(2,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+16=0$

$_A(2,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+20=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+9=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+11=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+13=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+15=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+17=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+19=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+23=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+25=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+10=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+14=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+18=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+22=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+26=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+11=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+13=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+17=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+19=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+23=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+25=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+6=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+8=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+10=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+12=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+14=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+16=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+18=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+20=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+6=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+10=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+14=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+18=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+22=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+8=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+10=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+14=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+16=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+20=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+22=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+10=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+14=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+18=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+22=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+26=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+12=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+14=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+16=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+18=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+22=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+24=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+26=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+28=0$

$_A(2,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+14=0$

$_A(2,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+22=0$

$_A(2,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+26=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+16=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+18=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+20=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+22=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+24=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+26=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+30=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+32=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+18=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+22=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+26=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+30=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+34=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+20=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+22=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+26=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+28=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+32=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+34=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+9=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+11=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+13=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+15=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+17=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+19=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+21=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+8=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+12=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+16=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+20=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+24=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+11=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+13=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+17=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+19=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+23=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+25=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+14=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+18=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+22=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+26=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+30=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+17=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+19=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+21=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+23=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+27=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+29=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+31=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+33=0$

$_A(2,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+20=0$

$_A(2,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+28=0$

$_A(2,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+32=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+23=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+25=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+27=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+29=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+31=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+33=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+37=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+39=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+26=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+30=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+34=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+38=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+42=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+29=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+31=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+35=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+37=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+41=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+43=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+8=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+10=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+12=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+14=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+16=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+18=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+20=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+22=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+14=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+18=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+22=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+26=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+14=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+16=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+20=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+22=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+26=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+28=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+18=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+22=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+26=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+30=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+34=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+22=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+24=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+26=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+28=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+32=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+34=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+36=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+38=0$

$_A(2,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+26=0$

$_A(2,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+34=0$

$_A(2,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+38=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+30=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+32=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+34=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+36=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+38=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+40=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+44=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+46=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+34=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+38=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+42=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+46=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+50=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+38=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+40=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+44=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+46=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+50=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+52=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+11=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+13=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+15=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+17=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+19=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+21=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+23=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+12=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+16=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+20=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+24=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+28=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+17=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+19=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+23=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+25=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+29=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+31=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+22=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+26=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+30=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+34=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+38=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+27=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+29=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+31=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+33=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+37=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+39=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+41=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+43=0$

$_A(2,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+32=0$

$_A(2,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+40=0$

$_A(2,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+44=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+37=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+39=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+41=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+43=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+45=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+47=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+51=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+53=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+42=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+46=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+50=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+54=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+58=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+47=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+49=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+53=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+55=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+59=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+61=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+10=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+12=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+14=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+16=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+18=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+20=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+22=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+24=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+14=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+18=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+22=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+26=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+30=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+20=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+22=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+26=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+28=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+32=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+34=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+26=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+30=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+34=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+38=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+42=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+32=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+34=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+36=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+38=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+42=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+44=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+46=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+48=0$

$_A(2,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+38=0$

$_A(2,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+46=0$

$_A(2,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+50=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+44=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+46=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+48=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+50=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+52=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+54=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+58=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+60=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+50=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+54=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+58=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+62=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+66=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+56=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+58=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+62=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+64=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+68=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+70=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+13=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+15=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+17=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+19=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+21=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+23=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+25=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+16=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+20=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+24=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+28=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+32=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+23=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+25=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+29=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+31=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+35=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+37=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+30=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+34=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+38=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+42=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+46=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+37=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+39=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+41=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+43=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+47=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+49=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+51=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+53=0$

$_A(2,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+44=0$

$_A(2,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+52=0$

$_A(2,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+56=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+51=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+53=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+55=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+57=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+59=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+61=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+65=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+67=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+58=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+62=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+66=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+70=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+74=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+65=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+67=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+71=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+73=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+77=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+79=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+12=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+14=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+16=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+18=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+20=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+22=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+24=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+26=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+18=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+22=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+26=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+30=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+34=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+26=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+28=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+32=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+34=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+38=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+40=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+34=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+38=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+42=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+46=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+50=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+42=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+44=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+46=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+48=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+52=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+54=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+56=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+58=0$

$_A(2,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+50=0$

$_A(2,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+58=0$

$_A(2,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+62=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+58=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+60=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+62=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+64=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+66=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+68=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+72=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+74=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+66=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+70=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+74=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+78=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+82=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+74=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+76=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+80=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+82=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+86=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+88=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+13=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+15=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+17=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+19=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+21=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+23=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+25=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+27=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+20=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+24=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+28=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+32=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+36=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+29=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+31=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+35=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+37=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+41=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+43=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+38=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+42=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+46=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+50=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+54=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+47=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+49=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+51=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+53=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+57=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+59=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+61=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+63=0$

$_A(2,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+56=0$

$_A(2,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+64=0$

$_A(2,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+68=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+65=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+67=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+69=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+71=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+73=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+75=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+79=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+81=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+74=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+78=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+82=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+86=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+90=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+83=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+85=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+89=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+91=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+95=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+97=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+4=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+10=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+13=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+16=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+19=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+22=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+25=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+28=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+5=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+11=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+17=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+23=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+29=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+6=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+9=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+15=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+18=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+24=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+27=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+7=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+13=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+19=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+25=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+31=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+8=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+11=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+14=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+17=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+23=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+26=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+29=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+32=0$

$_A(3,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+9=0$

$_A(3,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+21=0$

$_A(3,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+27=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+10=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+13=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+16=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+19=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+22=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+25=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+31=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+34=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+11=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+17=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+23=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+29=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+35=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+12=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+15=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+21=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+24=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+30=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+33=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+8=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+11=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+14=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+17=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+20=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+23=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+26=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+29=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+7=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+13=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+19=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+25=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+31=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+9=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+12=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+18=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+21=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+27=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+30=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+11=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+17=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+23=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+29=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+35=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+13=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+16=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+19=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+22=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+28=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+31=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+34=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+37=0$

$_A(3,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+15=0$

$_A(3,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+27=0$

$_A(3,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+33=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+17=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+20=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+23=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+26=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+29=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+32=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+38=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+41=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+19=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+25=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+31=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+37=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+43=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+21=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+24=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+30=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+33=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+39=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+42=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+12=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+15=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+18=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+21=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+24=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+27=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+30=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+15=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+21=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+27=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+33=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+12=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+15=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+21=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+24=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+30=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+33=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+15=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+21=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+27=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+33=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+39=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+18=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+21=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+24=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+27=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+33=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+36=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+39=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+42=0$

$_A(3,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+21=0$

$_A(3,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+33=0$

$_A(3,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+39=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+24=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+27=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+30=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+33=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+36=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+39=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+45=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+48=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+27=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+33=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+39=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+45=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+51=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+30=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+33=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+39=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+42=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+48=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+51=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+10=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+13=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+16=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+19=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+22=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+25=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+28=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+31=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+17=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+23=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+29=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+35=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+15=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+18=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+24=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+27=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+33=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+36=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+19=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+25=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+31=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+37=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+43=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+23=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+26=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+29=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+32=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+38=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+41=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+44=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+47=0$

$_A(3,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+27=0$

$_A(3,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+39=0$

$_A(3,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+45=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+31=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+34=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+37=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+40=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+43=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+46=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+52=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+55=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+35=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+41=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+47=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+53=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+59=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+39=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+42=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+48=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+51=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+57=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+60=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+14=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+17=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+20=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+23=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+26=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+29=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+32=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+13=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+19=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+25=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+31=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+37=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+18=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+21=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+27=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+30=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+36=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+39=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+23=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+29=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+35=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+41=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+47=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+28=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+31=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+34=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+37=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+43=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+46=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+49=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+52=0$

$_A(3,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+33=0$

$_A(3,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+45=0$

$_A(3,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+51=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+38=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+41=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+44=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+47=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+50=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+53=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+59=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+62=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+43=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+49=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+55=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+61=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+67=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+48=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+51=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+57=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+60=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+66=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+69=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+12=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+15=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+18=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+21=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+24=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+27=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+30=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+33=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+15=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+21=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+27=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+33=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+39=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+21=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+24=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+30=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+33=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+39=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+42=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+27=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+33=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+39=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+45=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+51=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+33=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+36=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+39=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+42=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+48=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+51=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+54=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+57=0$

$_A(3,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+39=0$

$_A(3,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+51=0$

$_A(3,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+57=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+45=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+48=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+51=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+54=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+57=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+60=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+66=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+69=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+51=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+57=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+63=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+69=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+75=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+57=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+60=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+66=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+69=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+75=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+78=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+13=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+16=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+19=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+22=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+25=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+28=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+31=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+34=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+17=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+23=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+29=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+35=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+41=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+24=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+27=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+33=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+36=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+42=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+45=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+31=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+37=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+43=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+49=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+55=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+38=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+41=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+44=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+47=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+53=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+56=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+59=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+62=0$

$_A(3,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+45=0$

$_A(3,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+57=0$

$_A(3,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+63=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+52=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+55=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+58=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+61=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+64=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+67=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+73=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+76=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+59=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+65=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+71=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+77=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+83=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+66=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+69=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+75=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+78=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+84=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+87=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+14=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+17=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+20=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+23=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+26=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+29=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+32=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+35=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+19=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+25=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+31=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+37=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+43=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+27=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+30=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+36=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+39=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+45=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+48=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+35=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+41=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+47=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+53=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+59=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+43=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+46=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+49=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+52=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+58=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+61=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+64=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+67=0$

$_A(3,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+51=0$

$_A(3,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+63=0$

$_A(3,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+69=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+59=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+62=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+65=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+68=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+71=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+74=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+80=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+83=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+67=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+73=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+79=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+85=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+91=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+75=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+78=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+84=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+87=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+93=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+96=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+15=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+18=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+21=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+24=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+27=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+30=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+33=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+36=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+21=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+27=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+33=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+39=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+45=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+30=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+33=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+39=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+42=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+48=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+51=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+39=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+45=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+51=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+57=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+63=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+48=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+51=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+54=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+57=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+63=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+66=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+69=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+72=0$

$_A(3,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+57=0$

$_A(3,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+69=0$

$_A(3,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+75=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+66=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+69=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+72=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+75=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+78=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+81=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+87=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+90=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+75=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+81=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+87=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+93=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+99=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+84=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+87=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+93=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+96=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+102=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+105=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+5=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+9=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+13=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+17=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+21=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+25=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+29=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+33=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+37=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+6=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+14=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+22=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+30=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+38=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+7=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+11=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+19=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+23=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+31=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+35=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+8=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+16=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+24=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+32=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+40=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+9=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+13=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+17=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+21=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+29=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+33=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+37=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+41=0$

$_A(4,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+10=0$

$_A(4,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+26=0$

$_A(4,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+34=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+11=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+15=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+19=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+23=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+27=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+31=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+39=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+43=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+12=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+20=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+28=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+36=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+44=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+13=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+17=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+25=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+29=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+37=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+41=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+10=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+14=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+18=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+22=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+26=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+30=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+34=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+38=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+8=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+16=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+24=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+32=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+40=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+10=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+14=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+22=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+26=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+34=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+38=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+12=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+20=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+28=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+36=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+44=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+14=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+18=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+22=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+26=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+34=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+38=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+42=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+46=0$

$_A(4,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+16=0$

$_A(4,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+32=0$

$_A(4,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+40=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+18=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+22=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+26=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+30=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+34=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+38=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+46=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+50=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+20=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+28=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+36=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+44=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+52=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+22=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+26=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+34=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+38=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+46=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+50=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+15=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+19=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+23=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+27=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+31=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+35=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+39=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+18=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+26=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+34=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+42=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+13=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+17=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+25=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+29=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+37=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+41=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+16=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+24=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+32=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+40=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+48=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+19=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+23=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+27=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+31=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+39=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+43=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+47=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+51=0$

$_A(4,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+22=0$

$_A(4,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+38=0$

$_A(4,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+46=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+25=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+29=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+33=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+37=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+41=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+45=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+53=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+57=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+28=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+36=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+44=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+52=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+60=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+31=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+35=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+43=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+47=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+55=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+59=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+12=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+16=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+20=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+24=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+28=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+32=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+36=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+40=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+12=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+20=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+28=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+36=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+44=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+16=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+20=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+28=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+32=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+40=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+44=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+20=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+28=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+36=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+44=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+52=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+24=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+28=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+32=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+36=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+44=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+48=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+52=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+56=0$

$_A(4,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+28=0$

$_A(4,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+44=0$

$_A(4,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+52=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+32=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+36=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+40=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+44=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+48=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+52=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+60=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+64=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+36=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+44=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+52=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+60=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+68=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+40=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+44=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+52=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+56=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+64=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+68=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+13=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+17=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+21=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+25=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+29=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+33=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+37=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+41=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+14=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+22=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+30=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+38=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+46=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+19=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+23=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+31=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+35=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+43=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+47=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+24=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+32=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+40=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+48=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+56=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+29=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+33=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+37=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+41=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+49=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+53=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+57=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+61=0$

$_A(4,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+34=0$

$_A(4,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+50=0$

$_A(4,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+58=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+39=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+43=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+47=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+51=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+55=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+59=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+67=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+71=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+44=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+52=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+60=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+68=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+76=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+49=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+53=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+61=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+65=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+73=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+77=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+14=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+18=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+22=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+26=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+30=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+34=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+38=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+42=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+16=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+24=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+32=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+40=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+48=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+22=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+26=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+34=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+38=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+46=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+50=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+28=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+36=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+44=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+52=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+60=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+34=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+38=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+42=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+46=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+54=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+58=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+62=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+66=0$

$_A(4,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+40=0$

$_A(4,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+56=0$

$_A(4,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+64=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+46=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+50=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+54=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+58=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+62=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+66=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+74=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+78=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+52=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+60=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+68=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+76=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+84=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+58=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+62=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+70=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+74=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+82=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+86=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+15=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+19=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+23=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+27=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+31=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+35=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+39=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+43=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+18=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+26=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+34=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+42=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+50=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+25=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+29=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+37=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+41=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+49=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+53=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+32=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+40=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+48=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+56=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+64=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+39=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+43=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+47=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+51=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+59=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+63=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+67=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+71=0$

$_A(4,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+46=0$

$_A(4,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+62=0$

$_A(4,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+70=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+53=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+57=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+61=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+65=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+69=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+73=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+81=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+85=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+60=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+68=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+76=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+84=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+92=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+67=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+71=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+79=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+83=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+91=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+95=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+16=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+20=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+24=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+28=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+32=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+36=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+40=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+44=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+20=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+28=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+36=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+44=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+52=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+28=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+32=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+40=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+44=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+52=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+56=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+36=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+44=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+52=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+60=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+68=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+44=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+48=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+52=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+56=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+64=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+68=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+72=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+76=0$

$_A(4,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+52=0$

$_A(4,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+68=0$

$_A(4,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+76=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+60=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+64=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+68=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+72=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+76=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+80=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+88=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+92=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+68=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+76=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+84=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+92=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+100=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+76=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+80=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+88=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+92=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+100=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+104=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+17=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+21=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+25=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+29=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+33=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+37=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+41=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+45=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+22=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+30=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+38=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+46=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+54=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+31=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+35=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+43=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+47=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+55=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+59=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+40=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+48=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+56=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+64=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+72=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+49=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+53=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+57=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+61=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+69=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+73=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+77=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+81=0$

$_A(4,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+58=0$

$_A(4,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+74=0$

$_A(4,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+82=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+67=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+71=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+75=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+79=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+83=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+87=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+95=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+99=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+76=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+84=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+92=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+100=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+108=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+85=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+89=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+97=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+101=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+109=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+113=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+6=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+11=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+16=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+21=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+26=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+31=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+36=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+41=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+46=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+7=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+17=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+27=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+37=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+47=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+8=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+13=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+23=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+28=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+38=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+43=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+9=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+19=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+29=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+39=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+49=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+10=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+15=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+20=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+25=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+35=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+40=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+45=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+50=0$

$_A(5,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+11=0$

$_A(5,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+31=0$

$_A(5,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+41=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+12=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+17=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+22=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+27=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+32=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+37=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+47=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+52=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+13=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+23=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+33=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+43=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+53=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+14=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+19=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+29=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+34=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+44=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+49=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+12=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+17=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+22=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+27=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+32=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+37=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+42=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+47=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+19=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+29=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+39=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+49=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+11=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+16=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+26=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+31=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+41=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+46=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+13=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+23=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+33=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+43=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+53=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+15=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+20=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+25=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+30=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+40=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+45=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+50=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+55=0$

$_A(5,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+17=0$

$_A(5,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+37=0$

$_A(5,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+47=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+19=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+24=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+29=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+34=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+39=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+44=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+54=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+59=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+21=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+31=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+41=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+51=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+61=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+23=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+28=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+38=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+43=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+53=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+58=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+13=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+18=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+23=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+28=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+33=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+38=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+43=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+48=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+21=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+31=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+41=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+51=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+14=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+19=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+29=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+34=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+44=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+49=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+17=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+27=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+37=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+47=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+57=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+20=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+25=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+30=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+35=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+45=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+50=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+55=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+60=0$

$_A(5,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+23=0$

$_A(5,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+43=0$

$_A(5,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+53=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+26=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+31=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+36=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+41=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+46=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+51=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+61=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+66=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+29=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+39=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+49=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+59=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+69=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+32=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+37=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+47=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+52=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+62=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+67=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+14=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+19=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+24=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+29=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+34=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+39=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+44=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+49=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+13=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+23=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+33=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+43=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+53=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+17=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+22=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+32=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+37=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+47=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+52=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+21=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+31=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+41=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+51=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+61=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+25=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+30=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+35=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+40=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+50=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+55=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+60=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+65=0$

$_A(5,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+29=0$

$_A(5,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+49=0$

$_A(5,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+59=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+33=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+38=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+43=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+48=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+53=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+58=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+68=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+73=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+37=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+47=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+57=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+67=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+77=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+41=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+46=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+56=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+61=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+71=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+76=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+15=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+20=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+25=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+30=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+35=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+40=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+45=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+50=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+15=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+25=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+35=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+45=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+55=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+20=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+25=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+35=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+40=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+50=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+55=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+25=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+35=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+45=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+55=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+65=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+30=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+35=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+40=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+45=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+55=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+60=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+65=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+70=0$

$_A(5,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+35=0$

$_A(5,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+55=0$

$_A(5,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+65=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+40=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+45=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+50=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+55=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+60=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+65=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+75=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+80=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+45=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+55=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+65=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+75=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+85=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+50=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+55=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+65=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+70=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+80=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+85=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+16=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+21=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+26=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+31=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+36=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+41=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+46=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+51=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+17=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+27=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+37=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+47=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+57=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+23=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+28=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+38=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+43=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+53=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+58=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+29=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+39=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+49=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+59=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+69=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+35=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+40=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+45=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+50=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+60=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+65=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+70=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+75=0$

$_A(5,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+41=0$

$_A(5,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+61=0$

$_A(5,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+71=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+47=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+52=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+57=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+62=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+67=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+72=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+82=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+87=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+53=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+63=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+73=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+83=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+93=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+59=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+64=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+74=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+79=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+89=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+94=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+17=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+22=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+27=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+32=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+37=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+42=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+47=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+52=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+19=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+29=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+39=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+49=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+59=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+26=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+31=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+41=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+46=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+56=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+61=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+33=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+43=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+53=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+63=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+73=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+40=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+45=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+50=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+55=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+65=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+70=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+75=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+80=0$

$_A(5,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+47=0$

$_A(5,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+67=0$

$_A(5,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+77=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+54=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+59=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+64=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+69=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+74=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+79=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+89=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+94=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+61=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+71=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+81=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+91=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+101=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+68=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+73=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+83=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+88=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+98=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+103=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+18=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+23=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+28=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+33=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+38=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+43=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+48=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+53=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+21=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+31=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+41=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+51=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+61=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+29=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+34=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+44=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+49=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+59=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+64=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+37=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+47=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+57=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+67=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+77=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+45=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+50=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+55=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+60=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+70=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+75=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+80=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+85=0$

$_A(5,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+53=0$

$_A(5,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+73=0$

$_A(5,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+83=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+61=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+66=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+71=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+76=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+81=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+86=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+96=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+101=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+69=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+79=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+89=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+99=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+109=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+77=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+82=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+92=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+97=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+107=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+112=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+19=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+24=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+29=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+34=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+39=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+44=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+49=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+54=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+23=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+33=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+43=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+53=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+63=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+32=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+37=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+47=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+52=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+62=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+67=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+41=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+51=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+61=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+71=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+81=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+50=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+55=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+60=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+65=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+75=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+80=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+85=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+90=0$

$_A(5,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+59=0$

$_A(5,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+79=0$

$_A(5,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+89=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+68=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+73=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+78=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+83=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+88=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+93=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+103=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+108=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+77=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+87=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+97=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+107=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+117=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+86=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+91=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+101=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+106=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+116=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+121=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+7=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+13=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+19=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+25=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+31=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+37=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+43=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+49=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+55=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+8=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+20=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+32=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+44=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+56=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+9=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+15=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+27=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+33=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+45=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+51=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+10=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+22=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+34=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+46=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+58=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+11=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+17=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+23=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+29=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+41=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+47=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+53=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+59=0$

$_A(6,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+12=0$

$_A(6,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+36=0$

$_A(6,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+48=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+13=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+19=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+25=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+31=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+37=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+43=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+55=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+61=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+14=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+26=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+38=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+50=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+62=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+15=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+21=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+33=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+39=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+51=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+57=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+14=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+20=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+26=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+32=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+38=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+44=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+50=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+56=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+22=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+34=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+46=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+58=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+12=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+18=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+30=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+36=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+48=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+54=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+14=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+26=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+38=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+50=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+62=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+16=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+22=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+28=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+34=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+46=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+52=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+58=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+64=0$

$_A(6,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+18=0$

$_A(6,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+42=0$

$_A(6,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+54=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+20=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+26=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+32=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+38=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+44=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+50=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+62=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+68=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+22=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+34=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+46=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+58=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+70=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+24=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+30=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+42=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+48=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+60=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+66=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+15=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+21=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+27=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+33=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+39=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+45=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+51=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+57=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+12=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+24=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+36=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+48=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+60=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+15=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+21=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+33=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+39=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+51=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+57=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+18=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+30=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+42=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+54=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+66=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+21=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+27=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+33=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+39=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+51=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+57=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+63=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+69=0$

$_A(6,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+24=0$

$_A(6,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+48=0$

$_A(6,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+60=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+27=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+33=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+39=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+45=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+51=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+57=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+69=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+75=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+30=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+42=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+54=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+66=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+78=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+33=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+39=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+51=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+57=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+69=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+75=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+16=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+22=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+28=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+34=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+40=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+46=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+52=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+58=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+14=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+26=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+38=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+50=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+62=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+18=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+24=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+36=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+42=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+54=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+60=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+22=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+34=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+46=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+58=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+70=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+26=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+32=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+38=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+44=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+56=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+62=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+68=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+74=0$

$_A(6,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+30=0$

$_A(6,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+54=0$

$_A(6,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+66=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+34=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+40=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+46=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+52=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+58=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+64=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+76=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+82=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+38=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+50=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+62=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+74=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+86=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+42=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+48=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+60=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+66=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+78=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+84=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+17=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+23=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+29=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+35=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+41=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+47=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+53=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+59=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+16=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+28=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+40=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+52=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+64=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+21=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+27=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+39=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+45=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+57=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+63=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+26=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+38=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+50=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+62=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+74=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+31=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+37=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+43=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+49=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+61=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+67=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+73=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+79=0$

$_A(6,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+36=0$

$_A(6,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+60=0$

$_A(6,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+72=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+41=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+47=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+53=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+59=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+65=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+71=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+83=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+89=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+46=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+58=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+70=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+82=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+94=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+51=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+57=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+69=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+75=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+87=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+93=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+18=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+24=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+30=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+36=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+42=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+48=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+54=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+60=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+18=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+30=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+42=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+54=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+66=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+24=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+30=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+42=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+48=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+60=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+66=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+30=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+42=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+54=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+66=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+78=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+36=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+42=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+48=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+54=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+66=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+72=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+78=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+84=0$

$_A(6,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+42=0$

$_A(6,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+66=0$

$_A(6,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+78=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+48=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+54=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+60=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+66=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+72=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+78=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+90=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+96=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+54=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+66=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+78=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+90=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+102=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+60=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+66=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+78=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+84=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+96=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+102=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+19=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+25=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+31=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+37=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+43=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+49=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+55=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+61=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+20=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+32=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+44=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+56=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+68=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+27=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+33=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+45=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+51=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+63=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+69=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+34=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+46=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+58=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+70=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+82=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+41=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+47=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+53=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+59=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+71=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+77=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+83=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+89=0$

$_A(6,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+48=0$

$_A(6,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+72=0$

$_A(6,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+84=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+55=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+61=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+67=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+73=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+79=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+85=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+97=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+103=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+62=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+74=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+86=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+98=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+110=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+69=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+75=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+87=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+93=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+105=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+111=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+20=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+26=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+32=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+38=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+44=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+50=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+56=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+62=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+22=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+34=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+46=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+58=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+70=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+30=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+36=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+48=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+54=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+66=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+72=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+38=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+50=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+62=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+74=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+86=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+46=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+52=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+58=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+64=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+76=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+82=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+88=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+94=0$

$_A(6,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+54=0$

$_A(6,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+78=0$

$_A(6,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+90=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+62=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+68=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+74=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+80=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+86=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+92=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+104=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+110=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+70=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+82=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+94=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+106=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+118=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+78=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+84=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+96=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+102=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+114=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+120=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+21=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+27=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+33=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+39=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+45=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+51=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+57=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+63=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+24=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+36=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+48=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+60=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+72=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+33=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+39=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+51=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+57=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+69=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+75=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+42=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+54=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+66=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+78=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+90=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+51=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+57=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+63=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+69=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+81=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+87=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+93=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+99=0$

$_A(6,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+60=0$

$_A(6,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+84=0$

$_A(6,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+96=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+69=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+75=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+81=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+87=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+93=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+99=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+111=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+117=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+78=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+90=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+102=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+114=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+126=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+87=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+93=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+105=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+111=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+123=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+129=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+8=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+15=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+22=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+29=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+36=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+43=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+50=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+57=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+64=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+23=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+37=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+51=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+65=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+10=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+17=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+31=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+38=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+52=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+59=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+11=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+25=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+39=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+53=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+67=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+12=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+19=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+26=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+33=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+47=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+54=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+61=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+68=0$

$_A(7,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+13=0$

$_A(7,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+41=0$

$_A(7,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+55=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+14=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+21=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+28=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+35=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+42=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+49=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+63=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+70=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+15=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+29=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+43=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+57=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+71=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+16=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+23=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+37=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+44=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+58=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+65=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+16=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+23=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+30=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+37=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+44=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+51=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+58=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+65=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+25=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+39=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+53=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+67=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+13=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+20=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+34=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+41=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+55=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+62=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+15=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+29=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+43=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+57=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+71=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+17=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+24=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+31=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+38=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+52=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+59=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+66=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+73=0$

$_A(7,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+19=0$

$_A(7,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+47=0$

$_A(7,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+61=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+21=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+28=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+35=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+42=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+49=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+56=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+70=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+77=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+23=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+37=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+51=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+65=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+79=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+25=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+32=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+46=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+53=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+67=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+74=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+17=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+24=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+31=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+38=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+45=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+52=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+59=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+66=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+13=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+27=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+41=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+55=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+69=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+16=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+23=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+37=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+44=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+58=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+65=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+19=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+33=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+47=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+61=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+75=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+22=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+29=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+36=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+43=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+57=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+64=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+71=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+78=0$

$_A(7,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+25=0$

$_A(7,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+53=0$

$_A(7,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+67=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+28=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+35=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+42=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+49=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+56=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+63=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+77=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+84=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+31=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+45=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+59=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+73=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+87=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+34=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+41=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+55=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+62=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+76=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+83=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+18=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+25=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+32=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+39=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+46=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+53=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+60=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+67=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+15=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+29=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+43=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+57=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+71=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+19=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+26=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+40=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+47=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+61=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+68=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+23=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+37=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+51=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+65=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+79=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+27=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+34=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+41=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+48=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+62=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+69=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+76=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+83=0$

$_A(7,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+31=0$

$_A(7,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+59=0$

$_A(7,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+73=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+35=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+42=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+49=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+56=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+63=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+70=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+84=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+91=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+39=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+53=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+67=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+81=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+95=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+43=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+50=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+64=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+71=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+85=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+92=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+19=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+26=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+33=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+40=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+47=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+54=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+61=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+68=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+17=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+31=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+45=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+59=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+73=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+22=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+29=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+43=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+50=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+64=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+71=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+27=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+41=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+55=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+69=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+83=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+32=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+39=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+46=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+53=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+67=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+74=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+81=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+88=0$

$_A(7,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+37=0$

$_A(7,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+65=0$

$_A(7,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+79=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+42=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+49=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+56=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+63=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+70=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+77=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+91=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+98=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+47=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+61=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+75=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+89=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+103=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+52=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+59=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+73=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+80=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+94=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+101=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+20=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+27=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+34=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+41=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+48=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+55=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+62=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+69=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+19=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+33=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+47=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+61=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+75=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+25=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+32=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+46=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+53=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+67=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+74=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+31=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+45=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+59=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+73=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+87=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+37=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+44=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+51=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+58=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+72=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+79=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+86=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+93=0$

$_A(7,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+43=0$

$_A(7,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+71=0$

$_A(7,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+85=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+49=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+56=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+63=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+70=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+77=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+84=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+98=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+105=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+55=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+69=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+83=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+97=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+111=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+61=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+68=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+82=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+89=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+103=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+110=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+21=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+28=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+35=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+42=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+49=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+56=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+63=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+70=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+21=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+35=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+49=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+63=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+77=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+28=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+35=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+49=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+56=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+70=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+77=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+35=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+49=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+63=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+77=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+91=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+42=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+49=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+56=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+63=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+77=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+84=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+91=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+98=0$

$_A(7,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+49=0$

$_A(7,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+77=0$

$_A(7,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+91=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+56=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+63=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+70=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+77=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+84=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+91=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+105=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+112=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+63=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+77=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+91=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+105=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+119=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+70=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+77=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+91=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+98=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+112=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+119=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+22=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+29=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+36=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+43=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+50=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+57=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+64=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+71=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+23=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+37=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+51=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+65=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+79=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+31=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+38=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+52=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+59=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+73=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+80=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+39=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+53=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+67=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+81=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+95=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+47=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+54=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+61=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+68=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+82=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+89=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+96=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+103=0$

$_A(7,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+55=0$

$_A(7,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+83=0$

$_A(7,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+97=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+63=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+70=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+77=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+84=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+91=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+98=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+112=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+119=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+71=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+85=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+99=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+113=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+127=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+79=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+86=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+100=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+107=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+121=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+128=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+23=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+30=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+37=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+44=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+51=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+58=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+65=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+72=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+25=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+39=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+53=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+67=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+81=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+34=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+41=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+55=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+62=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+76=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+83=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+43=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+57=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+71=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+85=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+99=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+52=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+59=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+66=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+73=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+87=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+94=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+101=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+108=0$

$_A(7,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+61=0$

$_A(7,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+89=0$

$_A(7,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+103=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+70=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+77=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+84=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+91=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+98=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+105=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+119=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+126=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+79=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+93=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+107=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+121=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+135=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+88=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+95=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+109=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+116=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+130=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+137=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y+9=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+17=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+25=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+33=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+41=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+49=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+57=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+65=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+73=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+26=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+42=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+58=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+74=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+11=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+19=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+35=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+43=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+59=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+67=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+12=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+28=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+44=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+60=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+76=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+13=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+21=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+29=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+37=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+53=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+61=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+69=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+77=0$

$_A(8,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+14=0$

$_A(8,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+46=0$

$_A(8,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+62=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+15=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+23=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+31=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+39=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+47=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+55=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+71=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+79=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+16=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+32=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+48=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+64=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+80=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+17=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+25=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+41=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+49=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+65=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+73=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+18=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+26=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+34=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+42=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+50=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+58=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+66=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+74=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+12=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+28=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+44=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+60=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+76=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+14=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+22=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+38=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+46=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+62=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+70=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+16=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+32=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+48=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+64=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+80=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+18=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+26=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+34=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+42=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+58=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+66=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+74=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+82=0$

$_A(8,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+20=0$

$_A(8,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+52=0$

$_A(8,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+68=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+22=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+30=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+38=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+46=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+54=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+62=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+78=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+86=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+24=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+40=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+56=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+72=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+88=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+26=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+34=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+50=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+58=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+74=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+82=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+19=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+27=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+35=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+43=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+51=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+59=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+67=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+75=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+14=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+30=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+46=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+62=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+78=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+17=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+25=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+41=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+49=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+65=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+73=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+20=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+36=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+52=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+68=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+84=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+23=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+31=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+39=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+47=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+63=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+71=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+79=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+87=0$

$_A(8,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+26=0$

$_A(8,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+58=0$

$_A(8,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+74=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+29=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+37=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+45=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+53=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+61=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+69=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+85=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+93=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+32=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+48=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+64=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+80=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+96=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+35=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+43=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+59=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+67=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+83=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+91=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+20=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+28=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+36=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+44=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+52=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+60=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+68=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+76=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+16=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+32=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+48=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+64=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+80=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+20=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+28=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+44=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+52=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+68=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+76=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+24=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+40=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+56=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+72=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+88=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+28=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+36=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+44=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+52=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+68=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+76=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+84=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+92=0$

$_A(8,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+32=0$

$_A(8,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+64=0$

$_A(8,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+80=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+36=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+44=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+52=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+60=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+68=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+76=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+92=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+100=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+40=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+56=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+72=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+88=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+104=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+44=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+52=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+68=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+76=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+92=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+100=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+21=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+29=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+37=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+45=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+53=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+61=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+69=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+77=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+18=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+34=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+50=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+66=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+82=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+23=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+31=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+47=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+55=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+71=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+79=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+28=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+44=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+60=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+76=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+92=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+33=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+41=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+49=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+57=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+73=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+81=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+89=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+97=0$

$_A(8,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+38=0$

$_A(8,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+70=0$

$_A(8,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+86=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+43=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+51=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+59=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+67=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+75=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+83=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+99=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+107=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+48=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+64=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+80=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+96=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+112=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+53=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+61=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+77=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+85=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+101=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+109=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+22=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+30=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+38=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+46=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+54=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+62=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+70=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+78=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+20=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+36=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+52=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+68=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+84=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+26=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+34=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+50=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+58=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+74=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+82=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+32=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+48=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+64=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+80=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+96=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+38=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+46=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+54=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+62=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+78=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+86=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+94=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+102=0$

$_A(8,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+44=0$

$_A(8,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+76=0$

$_A(8,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+92=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+50=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+58=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+66=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+74=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+82=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+90=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+106=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+114=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+56=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+72=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+88=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+104=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+120=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+62=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+70=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+86=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+94=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+110=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+118=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+23=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+31=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+39=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+47=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+55=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+63=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+71=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+79=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+22=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+38=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+54=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+70=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+86=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+29=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+37=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+53=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+61=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+77=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+85=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+36=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+52=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+68=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+84=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+100=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+43=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+51=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+59=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+67=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+83=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+91=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+99=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+107=0$

$_A(8,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+50=0$

$_A(8,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+82=0$

$_A(8,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+98=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+57=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+65=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+73=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+81=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+89=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+97=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+113=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+121=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+64=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+80=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+96=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+112=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+128=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+71=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+79=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+95=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+103=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+119=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+127=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+24=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+32=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+40=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+48=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+56=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+64=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+72=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+80=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+24=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+40=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+56=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+72=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+88=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+32=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+40=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+56=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+64=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+80=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+88=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+40=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+56=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+72=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+88=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+104=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+48=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+56=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+64=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+72=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+88=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+96=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+104=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+112=0$

$_A(8,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+56=0$

$_A(8,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+88=0$

$_A(8,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+104=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+64=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+72=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+80=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+88=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+96=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+104=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+120=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+128=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+72=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+88=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+104=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+120=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+136=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+80=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+88=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+104=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+112=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+128=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+136=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+25=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+33=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+41=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+49=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+57=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+65=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+73=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y+81=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+26=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+42=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+58=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+74=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+90=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+35=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+43=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+59=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+67=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+83=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+91=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+44=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+60=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+76=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+92=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+108=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+53=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+61=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+69=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+77=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+93=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+101=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+109=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+117=0$

$_A(8,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+62=0$

$_A(8,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+94=0$

$_A(8,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+110=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+71=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+79=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+87=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+95=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+103=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+111=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+127=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+135=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+80=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+96=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+112=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+128=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+144=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+89=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+97=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+113=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+121=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+137=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+145=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-2=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-3=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-4=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-5=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-6=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-7=0$

$_A(1,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-8=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+1=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-1=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-3=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-5=0$

$_A(1,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-7=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+2=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+1=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-1=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-2=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-4=0$

$_A(1,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-5=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+3=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+1=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-1=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-3=0$

$_A(1,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-5=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+4=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+3=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+2=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+1=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-1=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-2=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-3=0$

$_A(1,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-4=0$

$_A(1,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+5=0$

$_A(1,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+1=0$

$_A(1,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-1=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+6=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+5=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+4=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+3=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+2=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+1=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-1=0$

$_A(1,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-2=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+7=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+5=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+3=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+1=0$

$_A(1,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-1=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+8=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+7=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+5=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+4=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+2=0$

$_A(1,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+1=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-1=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-2=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-3=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-4=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-5=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-6=0$

$_A(1,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-7=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+3=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+1=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-1=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-3=0$

$_A(1,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-5=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+5=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+4=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+2=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+1=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-1=0$

$_A(1,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-2=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+7=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+5=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+3=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+1=0$

$_A(1,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-1=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+9=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+8=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+7=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+6=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+4=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+3=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+2=0$

$_A(1,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+1=0$

$_A(1,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+11=0$

$_A(1,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+7=0$

$_A(1,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+5=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+13=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+12=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+11=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+10=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+9=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+8=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+6=0$

$_A(1,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+5=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+15=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+13=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+11=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+9=0$

$_A(1,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+7=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+17=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+16=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+14=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+13=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+11=0$

$_A(1,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+10=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-1=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-2=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-3=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-4=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-5=0$

$_A(1,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-6=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+5=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+3=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+1=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-1=0$

$_A(1,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-3=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+8=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+7=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+5=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+4=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+2=0$

$_A(1,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+1=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+11=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+9=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+7=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+5=0$

$_A(1,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+3=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+14=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+13=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+12=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+11=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+9=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+8=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+7=0$

$_A(1,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+6=0$

$_A(1,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+17=0$

$_A(1,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+13=0$

$_A(1,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+11=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+20=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+19=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+18=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+17=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+16=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+15=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+13=0$

$_A(1,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+12=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+23=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+21=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+19=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+17=0$

$_A(1,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+15=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+26=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+25=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+23=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+22=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+20=0$

$_A(1,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+19=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+2=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+1=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-1=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-2=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-3=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-4=0$

$_A(1,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-5=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+7=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+5=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+3=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+1=0$

$_A(1,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-1=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+11=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+10=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+8=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+7=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+5=0$

$_A(1,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+4=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+15=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+13=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+11=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+9=0$

$_A(1,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+7=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+19=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+18=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+17=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+16=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+14=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+13=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+12=0$

$_A(1,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+11=0$

$_A(1,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+23=0$

$_A(1,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+19=0$

$_A(1,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+17=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+27=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+26=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+25=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+24=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+23=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+22=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+20=0$

$_A(1,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+19=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+31=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+29=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+27=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+25=0$

$_A(1,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+23=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+35=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+34=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+32=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+31=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+29=0$

$_A(1,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+28=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+2=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+1=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-1=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-2=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-3=0$

$_A(1,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-4=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+7=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+5=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+3=0$

$_A(1,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+1=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+14=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+13=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+11=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+10=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+8=0$

$_A(1,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+7=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+19=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+17=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+15=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+13=0$

$_A(1,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+11=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+24=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+23=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+22=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+21=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+19=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+18=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+17=0$

$_A(1,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+16=0$

$_A(1,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+29=0$

$_A(1,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+25=0$

$_A(1,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+23=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+34=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+33=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+32=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+31=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+30=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+29=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+27=0$

$_A(1,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+26=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+39=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+37=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+35=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+33=0$

$_A(1,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+31=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+44=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+43=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+41=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+40=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+38=0$

$_A(1,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+37=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+4=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+3=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+2=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+1=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-1=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-2=0$

$_A(1,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-3=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+9=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+7=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+5=0$

$_A(1,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+3=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+17=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+16=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+14=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+13=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+11=0$

$_A(1,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+10=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+23=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+21=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+19=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+17=0$

$_A(1,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+15=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+29=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+28=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+27=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+26=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+24=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+23=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+22=0$

$_A(1,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+21=0$

$_A(1,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+35=0$

$_A(1,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+31=0$

$_A(1,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+29=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+41=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+40=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+39=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+38=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+37=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+36=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+34=0$

$_A(1,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+33=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+47=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+45=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+43=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+41=0$

$_A(1,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+39=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+53=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+52=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+50=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+49=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+47=0$

$_A(1,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+46=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+4=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+3=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+2=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+1=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-1=0$

$_A(1,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-2=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+13=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+11=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+9=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+7=0$

$_A(1,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+5=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+20=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+19=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+17=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+16=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+14=0$

$_A(1,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+13=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+27=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+25=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+23=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+21=0$

$_A(1,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+19=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+34=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+33=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+32=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+31=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+29=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+28=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+27=0$

$_A(1,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+26=0$

$_A(1,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+41=0$

$_A(1,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+37=0$

$_A(1,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+35=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+48=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+47=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+46=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+45=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+44=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+43=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+41=0$

$_A(1,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+40=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+55=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+53=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+51=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+49=0$

$_A(1,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+47=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+62=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+61=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+59=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+58=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+56=0$

$_A(1,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+55=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+6=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+5=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+4=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+3=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+2=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+1=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y=0$

$_A(1,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-1=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+15=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+13=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+11=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+9=0$

$_A(1,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+7=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+23=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+22=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+20=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+19=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+17=0$

$_A(1,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+16=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+31=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+29=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+27=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+25=0$

$_A(1,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+23=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+39=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+38=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+37=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+36=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+34=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+33=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+32=0$

$_A(1,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+31=0$

$_A(1,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+47=0$

$_A(1,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+43=0$

$_A(1,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+41=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+55=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+54=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+53=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+52=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+51=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+50=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+48=0$

$_A(1,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+47=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+63=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+61=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+59=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+57=0$

$_A(1,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+55=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+71=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+70=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+68=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+67=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+65=0$

$_A(1,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+64=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+6=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+5=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+4=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+3=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+2=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+1=0$

$_A(1,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+17=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+15=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+13=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+11=0$

$_A(1,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+9=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+26=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+25=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+23=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+22=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+20=0$

$_A(1,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+19=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+35=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+33=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+31=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+29=0$

$_A(1,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+27=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+44=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+43=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+42=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+41=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+39=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+38=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+37=0$

$_A(1,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+36=0$

$_A(1,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+53=0$

$_A(1,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+49=0$

$_A(1,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+47=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+62=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+61=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+60=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+59=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+58=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+57=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+55=0$

$_A(1,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+54=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+71=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+69=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+67=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+65=0$

$_A(1,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+63=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+80=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+79=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+77=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+76=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+74=0$

$_A(1,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+73=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-1=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-5=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-7=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-9=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-11=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-13=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-15=0$

$_A(2,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-17=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-4=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-8=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-12=0$

$_A(2,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-16=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+1=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-1=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-5=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-7=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-11=0$

$_A(2,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-13=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+2=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-2=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-6=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-10=0$

$_A(2,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-14=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+3=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+1=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-1=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-3=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-7=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-9=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-11=0$

$_A(2,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-13=0$

$_A(2,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+4=0$

$_A(2,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-4=0$

$_A(2,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-8=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+5=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+3=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+1=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-1=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-3=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-5=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-9=0$

$_A(2,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-11=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+6=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+2=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-2=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-6=0$

$_A(2,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-10=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+7=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+5=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+1=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-1=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-5=0$

$_A(2,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-7=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-2=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-4=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-6=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-8=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-10=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-12=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-14=0$

$_A(2,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-16=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+2=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-2=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-6=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-10=0$

$_A(2,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-14=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+4=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+2=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-2=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-4=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-8=0$

$_A(2,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-10=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+6=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+2=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-2=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-6=0$

$_A(2,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-10=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+8=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+6=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+4=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+2=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-2=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-4=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-6=0$

$_A(2,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-8=0$

$_A(2,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+10=0$

$_A(2,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+2=0$

$_A(2,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-2=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+12=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+10=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+8=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+6=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+4=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+2=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-2=0$

$_A(2,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-4=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+14=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+10=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+6=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+2=0$

$_A(2,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-2=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+16=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+14=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+10=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+8=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+4=0$

$_A(2,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+2=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-3=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-5=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-7=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-9=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-11=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-13=0$

$_A(2,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-15=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+4=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-4=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-8=0$

$_A(2,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-12=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+7=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+5=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+1=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-1=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-5=0$

$_A(2,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-7=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+10=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+6=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+2=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-2=0$

$_A(2,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-6=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+13=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+11=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+9=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+7=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+3=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+1=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-1=0$

$_A(2,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-3=0$

$_A(2,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+16=0$

$_A(2,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+8=0$

$_A(2,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+4=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+19=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+17=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+15=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+13=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+11=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+9=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+5=0$

$_A(2,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+3=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+22=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+18=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+14=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+10=0$

$_A(2,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+6=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+25=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+23=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+19=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+17=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+13=0$

$_A(2,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+11=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-2=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-4=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-6=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-8=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-10=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-12=0$

$_A(2,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-14=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+6=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+2=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-2=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-6=0$

$_A(2,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-10=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+10=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+8=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+4=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+2=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-2=0$

$_A(2,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-4=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+14=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+10=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+6=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+2=0$

$_A(2,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-2=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+18=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+16=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+14=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+12=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+8=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+6=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+4=0$

$_A(2,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+2=0$

$_A(2,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+22=0$

$_A(2,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+14=0$

$_A(2,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+10=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+26=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+24=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+22=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+20=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+18=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+16=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+12=0$

$_A(2,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+10=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+30=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+26=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+22=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+18=0$

$_A(2,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+14=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+34=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+32=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+28=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+26=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+22=0$

$_A(2,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+20=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-1=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-3=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-5=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-7=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-9=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-11=0$

$_A(2,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-13=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+8=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+4=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-4=0$

$_A(2,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-8=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+13=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+11=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+7=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+5=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+1=0$

$_A(2,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-1=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+18=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+14=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+10=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+6=0$

$_A(2,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+2=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+23=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+21=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+19=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+17=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+13=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+11=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+9=0$

$_A(2,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+7=0$

$_A(2,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+28=0$

$_A(2,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+20=0$

$_A(2,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+16=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+33=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+31=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+29=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+27=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+25=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+23=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+19=0$

$_A(2,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+17=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+38=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+34=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+30=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+26=0$

$_A(2,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+22=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+43=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+41=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+37=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+35=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+31=0$

$_A(2,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+29=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+2=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-2=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-4=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-6=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-8=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-10=0$

$_A(2,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-12=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+6=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+2=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-2=0$

$_A(2,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-6=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+16=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+14=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+10=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+8=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+4=0$

$_A(2,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+2=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+22=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+18=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+14=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+10=0$

$_A(2,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+6=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+28=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+26=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+24=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+22=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+18=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+16=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+14=0$

$_A(2,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+12=0$

$_A(2,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+34=0$

$_A(2,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+26=0$

$_A(2,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+22=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+40=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+38=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+36=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+34=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+32=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+30=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+26=0$

$_A(2,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+24=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+46=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+42=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+38=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+34=0$

$_A(2,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+30=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+52=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+50=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+46=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+44=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+40=0$

$_A(2,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+38=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+1=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-1=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-3=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-5=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-7=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-9=0$

$_A(2,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-11=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+12=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+8=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+4=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y=0$

$_A(2,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-4=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+19=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+17=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+13=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+11=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+7=0$

$_A(2,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+5=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+26=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+22=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+18=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+14=0$

$_A(2,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+10=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+33=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+31=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+29=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+27=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+23=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+21=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+19=0$

$_A(2,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+17=0$

$_A(2,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+40=0$

$_A(2,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+32=0$

$_A(2,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+28=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+47=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+45=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+43=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+41=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+39=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+37=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+33=0$

$_A(2,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+31=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+54=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+50=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+46=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+42=0$

$_A(2,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+38=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+61=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+59=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+55=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+53=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+49=0$

$_A(2,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+47=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+4=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+2=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-2=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-4=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-6=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-8=0$

$_A(2,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-10=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+14=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+10=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+6=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+2=0$

$_A(2,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-2=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+22=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+20=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+16=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+14=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+10=0$

$_A(2,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+8=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+30=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+26=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+22=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+18=0$

$_A(2,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+14=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+38=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+36=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+34=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+32=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+28=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+26=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+24=0$

$_A(2,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+22=0$

$_A(2,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+46=0$

$_A(2,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+38=0$

$_A(2,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+34=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+54=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+52=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+50=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+48=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+46=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+44=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+40=0$

$_A(2,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+38=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+62=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+58=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+54=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+50=0$

$_A(2,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+46=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+70=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+68=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+64=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+62=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+58=0$

$_A(2,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+56=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+3=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+1=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-1=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-3=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-5=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-7=0$

$_A(2,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-9=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+16=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+12=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+8=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+4=0$

$_A(2,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+25=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+23=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+19=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+17=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+13=0$

$_A(2,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+11=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+34=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+30=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+26=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+22=0$

$_A(2,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+18=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+43=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+41=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+39=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+37=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+33=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+31=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+29=0$

$_A(2,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+27=0$

$_A(2,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+52=0$

$_A(2,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+44=0$

$_A(2,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+40=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+61=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+59=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+57=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+55=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+53=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+51=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+47=0$

$_A(2,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+45=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+70=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+66=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+62=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+58=0$

$_A(2,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+54=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+79=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+77=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+73=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+71=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+67=0$

$_A(2,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+65=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-2=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-8=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-11=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-14=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-17=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-20=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-23=0$

$_A(3,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-26=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-1=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-7=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-13=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-19=0$

$_A(3,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-25=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-3=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-9=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-12=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-18=0$

$_A(3,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-21=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+1=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-5=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-11=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-17=0$

$_A(3,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-23=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+2=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-1=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-4=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-7=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-13=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-16=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-19=0$

$_A(3,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-22=0$

$_A(3,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+3=0$

$_A(3,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-9=0$

$_A(3,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-15=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+4=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+1=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-2=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-5=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-8=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-11=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-17=0$

$_A(3,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-20=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+5=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-1=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-7=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-13=0$

$_A(3,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-19=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+6=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+3=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-3=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-6=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-12=0$

$_A(3,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-15=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-4=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-7=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-10=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-13=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-16=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-19=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-22=0$

$_A(3,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-25=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+1=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-5=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-11=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-17=0$

$_A(3,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-23=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+3=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-6=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-9=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-15=0$

$_A(3,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-18=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+5=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-1=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-7=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-13=0$

$_A(3,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-19=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+7=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+4=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+1=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-2=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-8=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-11=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-14=0$

$_A(3,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-17=0$

$_A(3,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+9=0$

$_A(3,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-3=0$

$_A(3,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-9=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+11=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+8=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+5=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+2=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-1=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-4=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-10=0$

$_A(3,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-13=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+13=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+7=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+1=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-5=0$

$_A(3,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-11=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+15=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+12=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+6=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+3=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-3=0$

$_A(3,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-6=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-6=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-9=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-12=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-15=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-18=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-21=0$

$_A(3,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-24=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+3=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-3=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-9=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-15=0$

$_A(3,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-21=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+6=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+3=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-3=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-6=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-12=0$

$_A(3,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-15=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+9=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+3=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-3=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-9=0$

$_A(3,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-15=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+12=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+9=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+6=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+3=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-3=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-6=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-9=0$

$_A(3,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-12=0$

$_A(3,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+15=0$

$_A(3,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+3=0$

$_A(3,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-3=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+18=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+15=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+12=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+9=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+6=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+3=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-3=0$

$_A(3,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-6=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+21=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+15=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+9=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+3=0$

$_A(3,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-3=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+24=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+21=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+15=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+12=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+6=0$

$_A(3,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+3=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-2=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-5=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-8=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-11=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-14=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-17=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-20=0$

$_A(3,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-23=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+5=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-1=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-7=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-13=0$

$_A(3,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-19=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+9=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+6=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-3=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-9=0$

$_A(3,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-12=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+13=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+7=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+1=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-5=0$

$_A(3,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-11=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+17=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+14=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+11=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+8=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+2=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-1=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-4=0$

$_A(3,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-7=0$

$_A(3,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+21=0$

$_A(3,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+9=0$

$_A(3,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+3=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+25=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+22=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+19=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+16=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+13=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+10=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+4=0$

$_A(3,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+1=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+29=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+23=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+17=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+11=0$

$_A(3,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+5=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+33=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+30=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+24=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+21=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+15=0$

$_A(3,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+12=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-4=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-7=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-10=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-13=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-16=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-19=0$

$_A(3,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-22=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+7=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+1=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-5=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-11=0$

$_A(3,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-17=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+12=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+9=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+3=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-6=0$

$_A(3,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-9=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+17=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+11=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+5=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-1=0$

$_A(3,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-7=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+22=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+19=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+16=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+13=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+7=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+4=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+1=0$

$_A(3,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-2=0$

$_A(3,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+27=0$

$_A(3,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+15=0$

$_A(3,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+9=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+32=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+29=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+26=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+23=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+20=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+17=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+11=0$

$_A(3,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+8=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+37=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+31=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+25=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+19=0$

$_A(3,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+13=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+42=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+39=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+33=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+30=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+24=0$

$_A(3,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+21=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-3=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-6=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-9=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-12=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-15=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-18=0$

$_A(3,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-21=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+3=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-3=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-9=0$

$_A(3,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-15=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+15=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+12=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+6=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+3=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-3=0$

$_A(3,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-6=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+21=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+15=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+9=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+3=0$

$_A(3,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-3=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+27=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+24=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+21=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+18=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+12=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+9=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+6=0$

$_A(3,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+3=0$

$_A(3,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+33=0$

$_A(3,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+21=0$

$_A(3,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+15=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+39=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+36=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+33=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+30=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+27=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+24=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+18=0$

$_A(3,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+15=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+45=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+39=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+33=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+27=0$

$_A(3,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+21=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+51=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+48=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+42=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+39=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+33=0$

$_A(3,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+30=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-2=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-5=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-8=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-11=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-14=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-17=0$

$_A(3,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-20=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+5=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-1=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-7=0$

$_A(3,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-13=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+18=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+15=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+9=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+6=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y=0$

$_A(3,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-3=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+25=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+19=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+13=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+7=0$

$_A(3,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+1=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+32=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+29=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+26=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+23=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+17=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+14=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+11=0$

$_A(3,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+8=0$

$_A(3,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+39=0$

$_A(3,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+27=0$

$_A(3,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+21=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+46=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+43=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+40=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+37=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+34=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+31=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+25=0$

$_A(3,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+22=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+53=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+47=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+41=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+35=0$

$_A(3,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+29=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+60=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+57=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+51=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+48=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+42=0$

$_A(3,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+39=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+2=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-1=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-4=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-7=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-10=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-13=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-16=0$

$_A(3,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-19=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+13=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+7=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+1=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-5=0$

$_A(3,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-11=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+21=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+18=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+12=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+9=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+3=0$

$_A(3,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+29=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+23=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+17=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+11=0$

$_A(3,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+5=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+37=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+34=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+31=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+28=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+22=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+19=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+16=0$

$_A(3,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+13=0$

$_A(3,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+45=0$

$_A(3,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+33=0$

$_A(3,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+27=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+53=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+50=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+47=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+44=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+41=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+38=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+32=0$

$_A(3,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+29=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+61=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+55=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+49=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+43=0$

$_A(3,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+37=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+69=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+66=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+60=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+57=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+51=0$

$_A(3,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+48=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-3=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-6=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-9=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-12=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-15=0$

$_A(3,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-18=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+15=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+9=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+3=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-3=0$

$_A(3,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-9=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+24=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+21=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+15=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+12=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+6=0$

$_A(3,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+3=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+33=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+27=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+21=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+15=0$

$_A(3,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+9=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+42=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+39=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+36=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+33=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+27=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+24=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+21=0$

$_A(3,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+18=0$

$_A(3,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+51=0$

$_A(3,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+39=0$

$_A(3,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+33=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+60=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+57=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+54=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+51=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+48=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+45=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+39=0$

$_A(3,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+36=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+69=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+63=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+57=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+51=0$

$_A(3,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+45=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+78=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+75=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+69=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+66=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+60=0$

$_A(3,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+57=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-3=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-11=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-15=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-19=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-23=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-27=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-31=0$

$_A(4,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-35=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-2=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-10=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-18=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-26=0$

$_A(4,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-34=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-1=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-5=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-13=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-17=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-25=0$

$_A(4,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-29=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-8=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-16=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-24=0$

$_A(4,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-32=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+1=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-3=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-7=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-11=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-19=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-23=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-27=0$

$_A(4,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-31=0$

$_A(4,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+2=0$

$_A(4,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-14=0$

$_A(4,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-22=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+3=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-1=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-5=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-9=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-13=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-17=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-25=0$

$_A(4,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-29=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+4=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-4=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-12=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-20=0$

$_A(4,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-28=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+5=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+1=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-7=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-11=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-19=0$

$_A(4,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-23=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-6=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-10=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-14=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-18=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-22=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-26=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-30=0$

$_A(4,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-34=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-8=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-16=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-24=0$

$_A(4,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-32=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+2=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-2=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-10=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-14=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-22=0$

$_A(4,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-26=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+4=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-4=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-12=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-20=0$

$_A(4,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-28=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+6=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+2=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-2=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-6=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-14=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-18=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-22=0$

$_A(4,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-26=0$

$_A(4,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+8=0$

$_A(4,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-8=0$

$_A(4,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-16=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+10=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+6=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+2=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-2=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-6=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-10=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-18=0$

$_A(4,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-22=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+12=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+4=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-4=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-12=0$

$_A(4,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-20=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+14=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+10=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+2=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-2=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-10=0$

$_A(4,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-14=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-9=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-13=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-17=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-21=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-25=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-29=0$

$_A(4,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-33=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+2=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-6=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-14=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-22=0$

$_A(4,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-30=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+5=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+1=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-7=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-11=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-19=0$

$_A(4,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-23=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+8=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-8=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-16=0$

$_A(4,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-24=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+11=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+7=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+3=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-1=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-9=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-13=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-17=0$

$_A(4,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-21=0$

$_A(4,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+14=0$

$_A(4,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-2=0$

$_A(4,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-10=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+17=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+13=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+9=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+5=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+1=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-3=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-11=0$

$_A(4,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-15=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+20=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+12=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+4=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-4=0$

$_A(4,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-12=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+23=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+19=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+11=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+7=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-1=0$

$_A(4,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-5=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-4=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-8=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-12=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-16=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-20=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-24=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-28=0$

$_A(4,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-32=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+4=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-4=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-12=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-20=0$

$_A(4,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-28=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+8=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+4=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-4=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-8=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-16=0$

$_A(4,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-20=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+12=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+4=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-4=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-12=0$

$_A(4,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-20=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+16=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+12=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+8=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+4=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-4=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-8=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-12=0$

$_A(4,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-16=0$

$_A(4,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+20=0$

$_A(4,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+4=0$

$_A(4,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-4=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+24=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+20=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+16=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+12=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+8=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+4=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-4=0$

$_A(4,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-8=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+28=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+20=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+12=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+4=0$

$_A(4,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-4=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+32=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+28=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+20=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+16=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+8=0$

$_A(4,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+4=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-7=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-11=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-15=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-19=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-23=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-27=0$

$_A(4,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-31=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+6=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-2=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-10=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-18=0$

$_A(4,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-26=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+11=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+7=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-1=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-5=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-13=0$

$_A(4,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-17=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+16=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+8=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-8=0$

$_A(4,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-16=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+21=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+17=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+13=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+9=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+1=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-3=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-7=0$

$_A(4,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-11=0$

$_A(4,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+26=0$

$_A(4,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+10=0$

$_A(4,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+2=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+31=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+27=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+23=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+19=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+15=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+11=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+3=0$

$_A(4,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-1=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+36=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+28=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+20=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+12=0$

$_A(4,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+4=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+41=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+37=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+29=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+25=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+17=0$

$_A(4,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+13=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-2=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-6=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-10=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-14=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-18=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-22=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-26=0$

$_A(4,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-30=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+8=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-8=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-16=0$

$_A(4,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-24=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+14=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+10=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+2=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-2=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-10=0$

$_A(4,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-14=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+20=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+12=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+4=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-4=0$

$_A(4,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-12=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+26=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+22=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+18=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+14=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+6=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+2=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-2=0$

$_A(4,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-6=0$

$_A(4,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+32=0$

$_A(4,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+16=0$

$_A(4,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+8=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+38=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+34=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+30=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+26=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+22=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+18=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+10=0$

$_A(4,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+6=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+44=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+36=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+28=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+20=0$

$_A(4,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+12=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+50=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+46=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+38=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+34=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+26=0$

$_A(4,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+22=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-5=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-9=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-13=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-17=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-21=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-25=0$

$_A(4,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-29=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+2=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-6=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-14=0$

$_A(4,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-22=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+17=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+13=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+5=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+1=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-7=0$

$_A(4,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-11=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+24=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+16=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+8=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y=0$

$_A(4,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-8=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+31=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+27=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+23=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+19=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+11=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+7=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+3=0$

$_A(4,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-1=0$

$_A(4,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+38=0$

$_A(4,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+22=0$

$_A(4,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+14=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+45=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+41=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+37=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+33=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+29=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+25=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+17=0$

$_A(4,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+13=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+52=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+44=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+36=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+28=0$

$_A(4,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+20=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+59=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+55=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+47=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+43=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+35=0$

$_A(4,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+31=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-4=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-8=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-12=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-16=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-20=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-24=0$

$_A(4,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-28=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+12=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+4=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-4=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-12=0$

$_A(4,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-20=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+20=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+16=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+8=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+4=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-4=0$

$_A(4,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-8=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+28=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+20=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+12=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+4=0$

$_A(4,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-4=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+36=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+32=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+28=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+24=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+16=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+12=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+8=0$

$_A(4,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+4=0$

$_A(4,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+44=0$

$_A(4,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+28=0$

$_A(4,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+20=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+52=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+48=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+44=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+40=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+36=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+32=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+24=0$

$_A(4,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+20=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+60=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+52=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+44=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+36=0$

$_A(4,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+28=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+68=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+64=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+56=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+52=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+44=0$

$_A(4,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+40=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-3=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-7=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-11=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-15=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-19=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-23=0$

$_A(4,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-27=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+14=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+6=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-2=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-10=0$

$_A(4,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-18=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+23=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+19=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+11=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+7=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-1=0$

$_A(4,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-5=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+32=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+24=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+16=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+8=0$

$_A(4,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+41=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+37=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+33=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+29=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+21=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+17=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+13=0$

$_A(4,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+9=0$

$_A(4,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+50=0$

$_A(4,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+34=0$

$_A(4,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+26=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+59=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+55=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+51=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+47=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+43=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+39=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+31=0$

$_A(4,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+27=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+68=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+60=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+52=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+44=0$

$_A(4,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+36=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+77=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+73=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+65=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+61=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+53=0$

$_A(4,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+49=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-4=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-14=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-19=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-24=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-29=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-34=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-39=0$

$_A(5,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-44=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-3=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-13=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-23=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-33=0$

$_A(5,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-43=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-2=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-7=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-17=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-22=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-32=0$

$_A(5,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-37=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-1=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-11=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-21=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-31=0$

$_A(5,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-41=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-5=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-10=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-15=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-25=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-30=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-35=0$

$_A(5,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-40=0$

$_A(5,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+1=0$

$_A(5,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-19=0$

$_A(5,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-29=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+2=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-3=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-8=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-13=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-18=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-23=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-33=0$

$_A(5,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-38=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+3=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-7=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-17=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-27=0$

$_A(5,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-37=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+4=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-1=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-11=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-16=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-26=0$

$_A(5,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-31=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-8=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-13=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-18=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-23=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-28=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-33=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-38=0$

$_A(5,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-43=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-1=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-11=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-21=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-31=0$

$_A(5,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-41=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+1=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-4=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-14=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-19=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-29=0$

$_A(5,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-34=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+3=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-7=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-17=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-27=0$

$_A(5,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-37=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+5=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-5=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-10=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-20=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-25=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-30=0$

$_A(5,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-35=0$

$_A(5,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+7=0$

$_A(5,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-13=0$

$_A(5,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-23=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+9=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+4=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-1=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-6=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-11=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-16=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-26=0$

$_A(5,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-31=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+11=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+1=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-9=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-19=0$

$_A(5,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-29=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+13=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+8=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-2=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-7=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-17=0$

$_A(5,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-22=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-12=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-17=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-22=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-27=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-32=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-37=0$

$_A(5,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-42=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+1=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-9=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-19=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-29=0$

$_A(5,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-39=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+4=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-1=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-11=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-16=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-26=0$

$_A(5,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-31=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+7=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-3=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-13=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-23=0$

$_A(5,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-33=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+10=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+5=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-5=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-15=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-20=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-25=0$

$_A(5,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-30=0$

$_A(5,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+13=0$

$_A(5,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-7=0$

$_A(5,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-17=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+16=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+11=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+6=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+1=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-4=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-9=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-19=0$

$_A(5,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-24=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+19=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+9=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-1=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-11=0$

$_A(5,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-21=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+22=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+17=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+7=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+2=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-8=0$

$_A(5,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-13=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-6=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-11=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-16=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-21=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-26=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-31=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-36=0$

$_A(5,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-41=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+3=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-7=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-17=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-27=0$

$_A(5,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-37=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+7=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+2=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-8=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-13=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-23=0$

$_A(5,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-28=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+11=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+1=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-9=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-19=0$

$_A(5,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-29=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+15=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+10=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+5=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-10=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-15=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-20=0$

$_A(5,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-25=0$

$_A(5,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+19=0$

$_A(5,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-1=0$

$_A(5,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-11=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+23=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+18=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+13=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+8=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+3=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-2=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-12=0$

$_A(5,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-17=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+27=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+17=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+7=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-3=0$

$_A(5,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-13=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+31=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+26=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+16=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+11=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+1=0$

$_A(5,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-4=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-10=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-15=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-20=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-25=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-30=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-35=0$

$_A(5,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-40=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+5=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-5=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-15=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-25=0$

$_A(5,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-35=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+10=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+5=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-5=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-10=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-20=0$

$_A(5,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-25=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+15=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+5=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-5=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-15=0$

$_A(5,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-25=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+20=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+15=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+10=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+5=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-5=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-10=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-15=0$

$_A(5,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-20=0$

$_A(5,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+25=0$

$_A(5,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+5=0$

$_A(5,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-5=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+30=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+25=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+20=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+15=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+10=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+5=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-5=0$

$_A(5,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-10=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+35=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+25=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+15=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+5=0$

$_A(5,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-5=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+40=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+35=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+25=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+20=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+10=0$

$_A(5,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+5=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-4=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-9=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-14=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-19=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-24=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-29=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-34=0$

$_A(5,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-39=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+7=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-3=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-13=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-23=0$

$_A(5,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-33=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+13=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+8=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-2=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-7=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-17=0$

$_A(5,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-22=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+19=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+9=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-1=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-11=0$

$_A(5,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-21=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+25=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+20=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+15=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+10=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-5=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-10=0$

$_A(5,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-15=0$

$_A(5,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+31=0$

$_A(5,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+11=0$

$_A(5,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+1=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+37=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+32=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+27=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+22=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+17=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+12=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+2=0$

$_A(5,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-3=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+43=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+33=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+23=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+13=0$

$_A(5,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+3=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+49=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+44=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+34=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+29=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+19=0$

$_A(5,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+14=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-8=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-13=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-18=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-23=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-28=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-33=0$

$_A(5,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-38=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-1=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-11=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-21=0$

$_A(5,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-31=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+16=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+11=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+1=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-4=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-14=0$

$_A(5,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-19=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+23=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+13=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+3=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-7=0$

$_A(5,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-17=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+30=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+25=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+20=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+15=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+5=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-5=0$

$_A(5,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-10=0$

$_A(5,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+37=0$

$_A(5,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+17=0$

$_A(5,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+7=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+44=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+39=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+34=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+29=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+24=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+19=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+9=0$

$_A(5,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+4=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+51=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+41=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+31=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+21=0$

$_A(5,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+11=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+58=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+53=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+43=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+38=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+28=0$

$_A(5,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+23=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-2=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-7=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-12=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-17=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-22=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-27=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-32=0$

$_A(5,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-37=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+1=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-9=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-19=0$

$_A(5,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-29=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+19=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+14=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+4=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-1=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-11=0$

$_A(5,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-16=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+27=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+17=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+7=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-3=0$

$_A(5,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-13=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+35=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+30=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+25=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+20=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+10=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+5=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y=0$

$_A(5,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-5=0$

$_A(5,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+43=0$

$_A(5,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+23=0$

$_A(5,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+13=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+51=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+46=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+41=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+36=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+31=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+26=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+16=0$

$_A(5,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+11=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+59=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+49=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+39=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+29=0$

$_A(5,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+19=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+67=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+62=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+52=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+47=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+37=0$

$_A(5,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+32=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-6=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-11=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-16=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-21=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-26=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-31=0$

$_A(5,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-36=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+13=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+3=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-7=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-17=0$

$_A(5,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-27=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+22=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+17=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+7=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+2=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-8=0$

$_A(5,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-13=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+31=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+21=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+11=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+1=0$

$_A(5,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-9=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+40=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+35=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+30=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+25=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+15=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+10=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+5=0$

$_A(5,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y=0$

$_A(5,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+49=0$

$_A(5,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+29=0$

$_A(5,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+19=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+58=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+53=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+48=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+43=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+38=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+33=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+23=0$

$_A(5,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+18=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+67=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+57=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+47=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+37=0$

$_A(5,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+27=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+76=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+71=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+61=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+56=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+46=0$

$_A(5,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+41=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-5=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-17=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-23=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-29=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-35=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-41=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-47=0$

$_A(6,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-53=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-4=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-16=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-28=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-40=0$

$_A(6,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-52=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-3=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-9=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-21=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-27=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-39=0$

$_A(6,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-45=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-2=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-14=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-26=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-38=0$

$_A(6,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-50=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-1=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-7=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-13=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-19=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-31=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-37=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-43=0$

$_A(6,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-49=0$

$_A(6,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y=0$

$_A(6,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-24=0$

$_A(6,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-36=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+1=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-5=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-11=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-17=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-23=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-29=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-41=0$

$_A(6,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-47=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+2=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-10=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-22=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-34=0$

$_A(6,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-46=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+3=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-3=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-15=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-21=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-33=0$

$_A(6,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-39=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-10=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-16=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-22=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-28=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-34=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-40=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-46=0$

$_A(6,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-52=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-2=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-14=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-26=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-38=0$

$_A(6,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-50=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-6=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-18=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-24=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-36=0$

$_A(6,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-42=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+2=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-10=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-22=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-34=0$

$_A(6,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-46=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+4=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-2=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-8=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-14=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-26=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-32=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-38=0$

$_A(6,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-44=0$

$_A(6,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+6=0$

$_A(6,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-18=0$

$_A(6,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-30=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+8=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+2=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-4=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-10=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-16=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-22=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-34=0$

$_A(6,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-40=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+10=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-2=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-14=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-26=0$

$_A(6,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-38=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+12=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+6=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-6=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-12=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-24=0$

$_A(6,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-30=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-15=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-21=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-27=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-33=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-39=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-45=0$

$_A(6,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-51=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-12=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-24=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-36=0$

$_A(6,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-48=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+3=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-3=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-15=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-21=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-33=0$

$_A(6,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-39=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+6=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-6=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-18=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-30=0$

$_A(6,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-42=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+9=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+3=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-3=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-9=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-21=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-27=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-33=0$

$_A(6,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-39=0$

$_A(6,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+12=0$

$_A(6,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-12=0$

$_A(6,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-24=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+15=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+9=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+3=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-3=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-9=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-15=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-27=0$

$_A(6,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-33=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+18=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+6=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-6=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-18=0$

$_A(6,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-30=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+21=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+15=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+3=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-3=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-15=0$

$_A(6,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-21=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-8=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-14=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-20=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-26=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-32=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-38=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-44=0$

$_A(6,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-50=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+2=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-10=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-22=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-34=0$

$_A(6,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-46=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+6=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-12=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-18=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-30=0$

$_A(6,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-36=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+10=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-2=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-14=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-26=0$

$_A(6,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-38=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+14=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+8=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+2=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-4=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-16=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-22=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-28=0$

$_A(6,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-34=0$

$_A(6,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+18=0$

$_A(6,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-6=0$

$_A(6,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-18=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+22=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+16=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+10=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+4=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-2=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-8=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-20=0$

$_A(6,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-26=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+26=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+14=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+2=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-10=0$

$_A(6,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-22=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+30=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+24=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+12=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+6=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-6=0$

$_A(6,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-12=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-13=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-19=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-25=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-31=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-37=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-43=0$

$_A(6,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-49=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+4=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-8=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-20=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-32=0$

$_A(6,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-44=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+9=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+3=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-9=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-15=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-27=0$

$_A(6,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-33=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+14=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+2=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-10=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-22=0$

$_A(6,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-34=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+19=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+13=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+7=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+1=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-11=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-17=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-23=0$

$_A(6,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-29=0$

$_A(6,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+24=0$

$_A(6,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y=0$

$_A(6,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-12=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+29=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+23=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+17=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+11=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+5=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-1=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-13=0$

$_A(6,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-19=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+34=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+22=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+10=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-2=0$

$_A(6,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-14=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+39=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+33=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+21=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+15=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+3=0$

$_A(6,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-3=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-6=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-12=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-18=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-24=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-30=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-36=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-42=0$

$_A(6,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-48=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+6=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-6=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-18=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-30=0$

$_A(6,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-42=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+12=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+6=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-6=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-12=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-24=0$

$_A(6,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-30=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+18=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+6=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-6=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-18=0$

$_A(6,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-30=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+24=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+18=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+12=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+6=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-6=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-12=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-18=0$

$_A(6,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-24=0$

$_A(6,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+30=0$

$_A(6,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+6=0$

$_A(6,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-6=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+36=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+30=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+24=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+18=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+12=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+6=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-6=0$

$_A(6,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-12=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+42=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+30=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+18=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+6=0$

$_A(6,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-6=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+48=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+42=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+30=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+24=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+12=0$

$_A(6,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+6=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-11=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-17=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-23=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-29=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-35=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-41=0$

$_A(6,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-47=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+8=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-4=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-16=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-28=0$

$_A(6,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-40=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+15=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+9=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-3=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-9=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-21=0$

$_A(6,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-27=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+22=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+10=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-2=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-14=0$

$_A(6,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-26=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+29=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+23=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+17=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+11=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-1=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-7=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-13=0$

$_A(6,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-19=0$

$_A(6,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+36=0$

$_A(6,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+12=0$

$_A(6,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+43=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+37=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+31=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+25=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+19=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+13=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+1=0$

$_A(6,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-5=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+50=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+38=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+26=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+14=0$

$_A(6,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+2=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+57=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+51=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+39=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+33=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+21=0$

$_A(6,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+15=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-4=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-10=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-16=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-22=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-28=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-34=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-40=0$

$_A(6,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-46=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-2=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-14=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-26=0$

$_A(6,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-38=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+18=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+12=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-6=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-18=0$

$_A(6,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-24=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+26=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+14=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+2=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-10=0$

$_A(6,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-22=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+34=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+28=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+22=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+16=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+4=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-2=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-8=0$

$_A(6,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-14=0$

$_A(6,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+42=0$

$_A(6,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+18=0$

$_A(6,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+6=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+50=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+44=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+38=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+32=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+26=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+20=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+8=0$

$_A(6,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+2=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+58=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+46=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+34=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+22=0$

$_A(6,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+10=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+66=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+60=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+48=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+42=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+30=0$

$_A(6,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+24=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-9=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-15=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-21=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-27=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-33=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-39=0$

$_A(6,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-45=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+12=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-12=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-24=0$

$_A(6,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-36=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+21=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+15=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+3=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-3=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-15=0$

$_A(6,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-21=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+30=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+18=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+6=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-6=0$

$_A(6,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-18=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+39=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+33=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+27=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+21=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+9=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+3=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-3=0$

$_A(6,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-9=0$

$_A(6,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+48=0$

$_A(6,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+24=0$

$_A(6,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+12=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+57=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+51=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+45=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+39=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+33=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+27=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+15=0$

$_A(6,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+9=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+66=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+54=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+42=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+30=0$

$_A(6,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+18=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+75=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+69=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+57=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+51=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+39=0$

$_A(6,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+33=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-6=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-13=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-20=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-27=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-34=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-41=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-48=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-55=0$

$_A(7,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-62=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-5=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-19=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-33=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-47=0$

$_A(7,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-61=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-4=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-11=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-25=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-32=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-46=0$

$_A(7,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-53=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-3=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-17=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-31=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-45=0$

$_A(7,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-59=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-2=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-9=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-16=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-23=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-37=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-44=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-51=0$

$_A(7,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-58=0$

$_A(7,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-1=0$

$_A(7,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-29=0$

$_A(7,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-43=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-7=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-14=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-21=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-28=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-35=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-49=0$

$_A(7,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-56=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+1=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-13=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-27=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-41=0$

$_A(7,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-55=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+2=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-5=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-19=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-26=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-40=0$

$_A(7,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-47=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-12=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-19=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-26=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-33=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-40=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-47=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-54=0$

$_A(7,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-61=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-3=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-17=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-31=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-45=0$

$_A(7,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-59=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-1=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-8=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-22=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-29=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-43=0$

$_A(7,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-50=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+1=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-13=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-27=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-41=0$

$_A(7,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-55=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+3=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-4=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-11=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-18=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-32=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-39=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-46=0$

$_A(7,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-53=0$

$_A(7,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+5=0$

$_A(7,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-23=0$

$_A(7,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-37=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+7=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-7=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-14=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-21=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-28=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-42=0$

$_A(7,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-49=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+9=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-5=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-19=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-33=0$

$_A(7,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-47=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+11=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+4=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-10=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-17=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-31=0$

$_A(7,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-38=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-18=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-25=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-32=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-39=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-46=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-53=0$

$_A(7,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-60=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-1=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-15=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-29=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-43=0$

$_A(7,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-57=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+2=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-5=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-19=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-26=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-40=0$

$_A(7,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-47=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+5=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-9=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-23=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-37=0$

$_A(7,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-51=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+8=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+1=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-6=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-13=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-27=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-34=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-41=0$

$_A(7,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-48=0$

$_A(7,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+11=0$

$_A(7,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-17=0$

$_A(7,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-31=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+14=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+7=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-7=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-14=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-21=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-35=0$

$_A(7,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-42=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+17=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+3=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-11=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-25=0$

$_A(7,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-39=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+20=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+13=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-1=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-8=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-22=0$

$_A(7,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-29=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-10=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-17=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-24=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-31=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-38=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-45=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-52=0$

$_A(7,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-59=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+1=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-13=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-27=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-41=0$

$_A(7,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-55=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+5=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-2=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-16=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-23=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-37=0$

$_A(7,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-44=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+9=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-5=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-19=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-33=0$

$_A(7,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-47=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+13=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+6=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-1=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-8=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-22=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-29=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-36=0$

$_A(7,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-43=0$

$_A(7,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+17=0$

$_A(7,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-11=0$

$_A(7,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-25=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+21=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+14=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+7=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-7=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-14=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-28=0$

$_A(7,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-35=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+25=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+11=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-3=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-17=0$

$_A(7,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-31=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+29=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+22=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+8=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+1=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-13=0$

$_A(7,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-20=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-16=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-23=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-30=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-37=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-44=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-51=0$

$_A(7,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-58=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+3=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-11=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-25=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-39=0$

$_A(7,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-53=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+8=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+1=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-13=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-20=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-34=0$

$_A(7,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-41=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+13=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-1=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-15=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-29=0$

$_A(7,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-43=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+18=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+11=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+4=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-3=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-17=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-24=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-31=0$

$_A(7,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-38=0$

$_A(7,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+23=0$

$_A(7,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-5=0$

$_A(7,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-19=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+28=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+21=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+14=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+7=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-7=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-21=0$

$_A(7,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-28=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+33=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+19=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+5=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-9=0$

$_A(7,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-23=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+38=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+31=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+17=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+10=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-4=0$

$_A(7,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-11=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-8=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-15=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-22=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-29=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-36=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-43=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-50=0$

$_A(7,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-57=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+5=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-9=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-23=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-37=0$

$_A(7,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-51=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+11=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+4=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-10=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-17=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-31=0$

$_A(7,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-38=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+17=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+3=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-11=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-25=0$

$_A(7,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-39=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+23=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+16=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+9=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+2=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-12=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-19=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-26=0$

$_A(7,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-33=0$

$_A(7,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+29=0$

$_A(7,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+1=0$

$_A(7,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-13=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+35=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+28=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+21=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+14=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+7=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-14=0$

$_A(7,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-21=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+41=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+27=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+13=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-1=0$

$_A(7,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-15=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+47=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+40=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+26=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+19=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+5=0$

$_A(7,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-2=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-14=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-21=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-28=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-35=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-42=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-49=0$

$_A(7,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-56=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+7=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-7=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-21=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-35=0$

$_A(7,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-49=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+14=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+7=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-7=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-14=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-28=0$

$_A(7,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-35=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+21=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+7=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-7=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-21=0$

$_A(7,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-35=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+28=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+21=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+14=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+7=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-7=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-14=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-21=0$

$_A(7,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-28=0$

$_A(7,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+35=0$

$_A(7,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+7=0$

$_A(7,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-7=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+42=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+35=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+28=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+21=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+14=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+7=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-7=0$

$_A(7,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-14=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+49=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+35=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+21=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+7=0$

$_A(7,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-7=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+56=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+49=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+35=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+28=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+14=0$

$_A(7,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+7=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-6=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-13=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-20=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-27=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-34=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-41=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-48=0$

$_A(7,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-55=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-5=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-19=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-33=0$

$_A(7,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-47=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+17=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+10=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-4=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-11=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-25=0$

$_A(7,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-32=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+25=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+11=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-3=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-17=0$

$_A(7,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-31=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+33=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+26=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+19=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+12=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-2=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-9=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-16=0$

$_A(7,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-23=0$

$_A(7,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+41=0$

$_A(7,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+13=0$

$_A(7,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-1=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+49=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+42=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+35=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+28=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+21=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+14=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y=0$

$_A(7,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-7=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+57=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+43=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+29=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+15=0$

$_A(7,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+1=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+65=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+58=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+44=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+37=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+23=0$

$_A(7,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+16=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-12=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-19=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-26=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-33=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-40=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-47=0$

$_A(7,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-54=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-3=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-17=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-31=0$

$_A(7,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-45=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+20=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+13=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-1=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-8=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-22=0$

$_A(7,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-29=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+29=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+15=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+1=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-13=0$

$_A(7,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-27=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+38=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+31=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+24=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+17=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+3=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-4=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-11=0$

$_A(7,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-18=0$

$_A(7,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+47=0$

$_A(7,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+19=0$

$_A(7,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+5=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+56=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+49=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+42=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+35=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+28=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+21=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+7=0$

$_A(7,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+65=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+51=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+37=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+23=0$

$_A(7,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+9=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+74=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+67=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+53=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+46=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+32=0$

$_A(7,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+25=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y-7=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-15=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-23=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-31=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-39=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-47=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-55=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-63=0$

$_A(8,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-71=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-6=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-22=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-38=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-54=0$

$_A(8,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-70=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-5=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-13=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-29=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-37=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-53=0$

$_A(8,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-61=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-4=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-20=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-36=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-52=0$

$_A(8,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-68=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-3=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-11=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-19=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-27=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-43=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-51=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-59=0$

$_A(8,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-67=0$

$_A(8,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-2=0$

$_A(8,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-34=0$

$_A(8,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-50=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-1=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-9=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-17=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-25=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-33=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-41=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-57=0$

$_A(8,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-65=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-16=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-32=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-48=0$

$_A(8,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-64=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+1=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-7=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-23=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-31=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-47=0$

$_A(8,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-55=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-14=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-22=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-30=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-38=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-46=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-54=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-62=0$

$_A(8,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-70=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-4=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-20=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-36=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-52=0$

$_A(8,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-68=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-2=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-10=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-26=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-34=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-50=0$

$_A(8,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-58=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-16=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-32=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-48=0$

$_A(8,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-64=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+2=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-6=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-14=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-22=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-38=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-46=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-54=0$

$_A(8,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-62=0$

$_A(8,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+4=0$

$_A(8,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-28=0$

$_A(8,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-44=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+6=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-2=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-10=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-18=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-26=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-34=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-50=0$

$_A(8,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-58=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+8=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-8=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-24=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-40=0$

$_A(8,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-56=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+10=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+2=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-14=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-22=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-38=0$

$_A(8,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-46=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-13=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-21=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-29=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-37=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-45=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-53=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-61=0$

$_A(8,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-69=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-2=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-18=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-34=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-50=0$

$_A(8,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-66=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+1=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-7=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-23=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-31=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-47=0$

$_A(8,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-55=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+4=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-12=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-28=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-44=0$

$_A(8,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-60=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+7=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-1=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-9=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-17=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-33=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-41=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-49=0$

$_A(8,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-57=0$

$_A(8,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+10=0$

$_A(8,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-22=0$

$_A(8,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-38=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+13=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+5=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-3=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-11=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-19=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-27=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-43=0$

$_A(8,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-51=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+16=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-16=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-32=0$

$_A(8,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-48=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+19=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+11=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-5=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-13=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-29=0$

$_A(8,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-37=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-12=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-20=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-28=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-36=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-44=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-52=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-60=0$

$_A(8,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-68=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-16=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-32=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-48=0$

$_A(8,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-64=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+4=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-4=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-20=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-28=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-44=0$

$_A(8,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-52=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+8=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-8=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-24=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-40=0$

$_A(8,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-56=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+12=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+4=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-4=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-12=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-28=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-36=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-44=0$

$_A(8,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-52=0$

$_A(8,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+16=0$

$_A(8,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-16=0$

$_A(8,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-32=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+20=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+12=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+4=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-4=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-12=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-20=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-36=0$

$_A(8,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-44=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+24=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+8=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-8=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-24=0$

$_A(8,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-40=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+28=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+20=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+4=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-4=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-20=0$

$_A(8,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-28=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-11=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-19=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-27=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-35=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-43=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-51=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-59=0$

$_A(8,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-67=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+2=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-14=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-30=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-46=0$

$_A(8,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-62=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+7=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-1=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-17=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-25=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-41=0$

$_A(8,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-49=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+12=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-4=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-20=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-36=0$

$_A(8,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-52=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+17=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+9=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+1=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-7=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-23=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-31=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-39=0$

$_A(8,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-47=0$

$_A(8,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+22=0$

$_A(8,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-10=0$

$_A(8,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-26=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+27=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+19=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+11=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+3=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-5=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-13=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-29=0$

$_A(8,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-37=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+32=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+16=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-16=0$

$_A(8,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-32=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+37=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+29=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+13=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+5=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-11=0$

$_A(8,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-19=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-10=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-18=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-26=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-34=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-42=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-50=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-58=0$

$_A(8,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-66=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+4=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-12=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-28=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-44=0$

$_A(8,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-60=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+10=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+2=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-14=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-22=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-38=0$

$_A(8,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-46=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+16=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-16=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-32=0$

$_A(8,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-48=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+22=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+14=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+6=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-2=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-18=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-26=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-34=0$

$_A(8,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-42=0$

$_A(8,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+28=0$

$_A(8,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-4=0$

$_A(8,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-20=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+34=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+26=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+18=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+10=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+2=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-6=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-22=0$

$_A(8,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-30=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+40=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+24=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+8=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-8=0$

$_A(8,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-24=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+46=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+38=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+22=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+14=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-2=0$

$_A(8,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-10=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-9=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-17=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-25=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-33=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-41=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-49=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-57=0$

$_A(8,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-65=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+6=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-10=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-26=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-42=0$

$_A(8,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-58=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+13=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+5=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-11=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-19=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-35=0$

$_A(8,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-43=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+20=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+4=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-12=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-28=0$

$_A(8,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-44=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+27=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+19=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+11=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+3=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-13=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-21=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-29=0$

$_A(8,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-37=0$

$_A(8,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+34=0$

$_A(8,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+2=0$

$_A(8,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-14=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+41=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+33=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+25=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+17=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+9=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+1=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-15=0$

$_A(8,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-23=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+48=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+32=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+16=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y=0$

$_A(8,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-16=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+55=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+47=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+31=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+23=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+7=0$

$_A(8,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-1=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-8=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-16=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-24=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-32=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-40=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-48=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-56=0$

$_A(8,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-64=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+8=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-8=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-24=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-40=0$

$_A(8,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-56=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+16=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+8=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-8=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-16=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-32=0$

$_A(8,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-40=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+24=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+8=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-8=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-24=0$

$_A(8,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-40=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+32=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+24=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+16=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+8=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-8=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-16=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-24=0$

$_A(8,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-32=0$

$_A(8,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+40=0$

$_A(8,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+8=0$

$_A(8,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-8=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+48=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+40=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+32=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+24=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+16=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+8=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-8=0$

$_A(8,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-16=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+56=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+40=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+24=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+8=0$

$_A(8,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-8=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+64=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+56=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+40=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+32=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+16=0$

$_A(8,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+8=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-15=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-23=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-31=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-39=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-47=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-55=0$

$_A(8,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y-63=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-6=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-22=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-38=0$

$_A(8,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-54=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+19=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+11=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-5=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-13=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-29=0$

$_A(8,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-37=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+28=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+12=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-4=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-20=0$

$_A(8,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-36=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+37=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+29=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+21=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+13=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-3=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-11=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-19=0$

$_A(8,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-27=0$

$_A(8,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+46=0$

$_A(8,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+14=0$

$_A(8,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-2=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+55=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+47=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+39=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+31=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+23=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+15=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-1=0$

$_A(8,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-9=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+64=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+48=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+32=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+16=0$

$_A(8,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+73=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+65=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+49=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+41=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+25=0$

$_A(8,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+17=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+2=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+3=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+4=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+5=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+6=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+7=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+8=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+1=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+3=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+5=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+7=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-2=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-1=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+1=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+2=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+4=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+5=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-3=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-1=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+1=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+3=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+5=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-4=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-3=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-2=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-1=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+1=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+2=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+3=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+4=0$

$_A(-1,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-5=0$

$_A(-1,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-1=0$

$_A(-1,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+1=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-6=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-5=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-4=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-3=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-2=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-1=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+1=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+2=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-7=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-5=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-3=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-1=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+1=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-8=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-7=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-5=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-4=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-2=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-1=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+1=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+2=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+3=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+4=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+5=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+6=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+7=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-1=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+1=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+3=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+5=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-5=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-4=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-2=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-1=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+1=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+2=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-7=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-5=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-3=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-1=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+1=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-9=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-8=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-7=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-6=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-4=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-3=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-2=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-1=0$

$_A(-1,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-11=0$

$_A(-1,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-7=0$

$_A(-1,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-5=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-13=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-12=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-11=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-10=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-9=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-8=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-6=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-5=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-15=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-13=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-11=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-9=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-7=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-17=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-16=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-14=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-13=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-11=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-10=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+1=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+2=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+3=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+4=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+5=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+6=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-3=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-1=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+1=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+3=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-8=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-7=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-5=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-4=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-2=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-1=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-11=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-9=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-7=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-5=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-3=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-14=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-13=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-12=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-11=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-9=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-8=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-7=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-6=0$

$_A(-1,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-17=0$

$_A(-1,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-13=0$

$_A(-1,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-11=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-20=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-19=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-18=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-17=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-16=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-15=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-13=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-12=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-23=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-21=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-19=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-17=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-15=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-26=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-25=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-23=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-22=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-20=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-19=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-2=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-1=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+1=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+2=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+3=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+4=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+5=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-5=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-3=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-1=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+1=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-11=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-10=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-8=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-7=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-5=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-4=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-15=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-13=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-11=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-9=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-7=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-19=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-18=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-17=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-16=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-14=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-13=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-12=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-11=0$

$_A(-1,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-23=0$

$_A(-1,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-19=0$

$_A(-1,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-17=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-27=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-26=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-25=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-24=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-23=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-22=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-20=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-19=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-31=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-29=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-27=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-25=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-23=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-35=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-34=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-32=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-31=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-29=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-28=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-2=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-1=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+1=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+2=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+3=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+4=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-7=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-5=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-3=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-1=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-14=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-13=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-11=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-10=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-8=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-7=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-19=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-17=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-15=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-13=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-11=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-24=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-23=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-22=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-21=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-19=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-18=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-17=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-16=0$

$_A(-1,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-29=0$

$_A(-1,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-25=0$

$_A(-1,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-23=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-34=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-33=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-32=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-31=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-30=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-29=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-27=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-26=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-39=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-37=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-35=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-33=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-31=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-44=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-43=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-41=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-40=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-38=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-37=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-4=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-3=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-2=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-1=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+1=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+2=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+3=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-9=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-7=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-5=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-3=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-17=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-16=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-14=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-13=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-11=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-10=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-23=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-21=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-19=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-17=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-15=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-29=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-28=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-27=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-26=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-24=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-23=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-22=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-21=0$

$_A(-1,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-35=0$

$_A(-1,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-31=0$

$_A(-1,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-29=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-41=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-40=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-39=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-38=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-37=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-36=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-34=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-33=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-47=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-45=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-43=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-41=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-39=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-53=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-52=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-50=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-49=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-47=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-46=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-4=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-3=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-2=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-1=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+1=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+2=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-13=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-11=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-9=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-7=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-5=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-20=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-19=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-17=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-16=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-14=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-13=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-27=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-25=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-23=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-21=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-19=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-34=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-33=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-32=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-31=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-29=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-28=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-27=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-26=0$

$_A(-1,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-41=0$

$_A(-1,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-37=0$

$_A(-1,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-35=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-48=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-47=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-46=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-45=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-44=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-43=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-41=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-40=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-55=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-53=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-51=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-49=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-47=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-62=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-61=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-59=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-58=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-56=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-55=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-6=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-5=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-4=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-3=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-2=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-1=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+1=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-15=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-13=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-11=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-9=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-7=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-23=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-22=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-20=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-19=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-17=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-16=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-31=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-29=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-27=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-25=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-23=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-39=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-38=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-37=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-36=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-34=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-33=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-32=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-31=0$

$_A(-1,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-47=0$

$_A(-1,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-43=0$

$_A(-1,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-41=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-55=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-54=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-53=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-52=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-51=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-50=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-48=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-47=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-63=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-61=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-59=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-57=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-55=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-71=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-70=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-68=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-67=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-65=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-64=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-7=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-6=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-5=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y-4=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y-3=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y-2=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y-1=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-17=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-15=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-13=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-11=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y-9=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-26=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-25=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-23=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-22=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-20=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-19=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-35=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-33=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-31=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-29=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-27=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-44=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-43=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-42=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-41=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-39=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-38=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-37=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-36=0$

$_A(-1,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-53=0$

$_A(-1,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-49=0$

$_A(-1,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-47=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-62=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-61=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-60=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-59=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-58=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-57=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-55=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-54=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-71=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-69=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-67=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-65=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-63=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-80=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-79=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-77=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-76=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-74=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-73=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+1=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+5=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+7=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+9=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+11=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+13=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+15=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+17=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+4=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+8=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+12=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+16=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-1=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+1=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+5=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+7=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+11=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+13=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-2=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+2=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+6=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+10=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+14=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-3=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-1=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+1=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+3=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+7=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+9=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+11=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+13=0$

$_A(-2,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-4=0$

$_A(-2,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+4=0$

$_A(-2,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+8=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-5=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-3=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-1=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+1=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+3=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+5=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+9=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+11=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-6=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-2=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+2=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+6=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+10=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-7=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-5=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-1=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+1=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+5=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+7=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+2=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+4=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+6=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+8=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+10=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+12=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+14=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+16=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-2=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+2=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+6=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+10=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+14=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-4=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-2=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+2=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+4=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+8=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+10=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-6=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-2=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+2=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+6=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+10=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-8=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-6=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-4=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-2=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+2=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+4=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+6=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+8=0$

$_A(-2,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-10=0$

$_A(-2,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-2=0$

$_A(-2,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+2=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-12=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-10=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-8=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-6=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-4=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-2=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+2=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+4=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-14=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-10=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-6=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-2=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+2=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-16=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-14=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-10=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-8=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-4=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-2=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+3=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+5=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+7=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+9=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+11=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+13=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+15=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-4=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+4=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+8=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+12=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-7=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-5=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-1=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+1=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+5=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+7=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-10=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-6=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-2=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+2=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+6=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-13=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-11=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-9=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-7=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-3=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-1=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+1=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+3=0$

$_A(-2,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-16=0$

$_A(-2,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-8=0$

$_A(-2,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-4=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-19=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-17=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-15=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-13=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-11=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-9=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-5=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-3=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-22=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-18=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-14=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-10=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-6=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-25=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-23=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-19=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-17=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-13=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-11=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+2=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+4=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+6=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+8=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+10=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+12=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+14=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-6=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-2=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+2=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+6=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+10=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-10=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-8=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-4=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-2=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+2=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+4=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-14=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-10=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-6=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-2=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+2=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-18=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-16=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-14=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-12=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-8=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-6=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-4=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-2=0$

$_A(-2,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-22=0$

$_A(-2,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-14=0$

$_A(-2,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-10=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-26=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-24=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-22=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-20=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-18=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-16=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-12=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-10=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-30=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-26=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-22=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-18=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-14=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-34=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-32=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-28=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-26=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-22=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-20=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+1=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+3=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+5=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+7=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+9=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+11=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+13=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-8=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-4=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+4=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+8=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-13=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-11=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-7=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-5=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-1=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+1=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-18=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-14=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-10=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-6=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-2=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-23=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-21=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-19=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-17=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-13=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-11=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-9=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-7=0$

$_A(-2,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-28=0$

$_A(-2,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-20=0$

$_A(-2,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-16=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-33=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-31=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-29=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-27=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-25=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-23=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-19=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-17=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-38=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-34=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-30=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-26=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-22=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-43=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-41=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-37=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-35=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-31=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-29=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-2=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+2=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+4=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+6=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+8=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+10=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+12=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-6=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-2=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+2=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+6=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-16=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-14=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-10=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-8=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-4=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-2=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-22=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-18=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-14=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-10=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-6=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-28=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-26=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-24=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-22=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-18=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-16=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-14=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-12=0$

$_A(-2,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-34=0$

$_A(-2,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-26=0$

$_A(-2,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-22=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-40=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-38=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-36=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-34=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-32=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-30=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-26=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-24=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-46=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-42=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-38=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-34=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-30=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-52=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-50=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-46=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-44=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-40=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-38=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-1=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+1=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+3=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+5=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+7=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+9=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+11=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-12=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-8=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-4=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+4=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-19=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-17=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-13=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-11=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-7=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-5=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-26=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-22=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-18=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-14=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-10=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-33=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-31=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-29=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-27=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-23=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-21=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-19=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-17=0$

$_A(-2,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-40=0$

$_A(-2,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-32=0$

$_A(-2,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-28=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-47=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-45=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-43=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-41=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-39=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-37=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-33=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-31=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-54=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-50=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-46=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-42=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-38=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-61=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-59=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-55=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-53=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-49=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-47=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-4=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-2=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+2=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+4=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+6=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+8=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+10=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-14=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-10=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-6=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-2=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+2=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-22=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-20=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-16=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-14=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-10=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-8=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-30=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-26=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-22=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-18=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-14=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-38=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-36=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-34=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-32=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-28=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-26=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-24=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-22=0$

$_A(-2,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-46=0$

$_A(-2,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-38=0$

$_A(-2,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-34=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-54=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-52=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-50=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-48=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-46=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-44=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-40=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-38=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-62=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-58=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-54=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-50=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-46=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-70=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-68=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-64=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-62=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-58=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-56=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-5=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y-3=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y-1=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+1=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+3=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+5=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+7=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+9=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-16=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-12=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-8=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y-4=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-25=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-23=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-19=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-17=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-13=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-11=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-34=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-30=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-26=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-22=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-18=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-43=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-41=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-39=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-37=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-33=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-31=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-29=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-27=0$

$_A(-2,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-52=0$

$_A(-2,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-44=0$

$_A(-2,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-40=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-61=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-59=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-57=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-55=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-53=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-51=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-47=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-45=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-70=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-66=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-62=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-58=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-54=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-79=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-77=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-73=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-71=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-67=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-65=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+2=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+8=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+11=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+14=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+17=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+20=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+23=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+26=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+7=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+13=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+19=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+25=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+3=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+9=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+12=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+18=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+21=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-1=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+5=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+11=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+17=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+23=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-2=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+1=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+4=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+7=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+13=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+16=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+19=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+22=0$

$_A(-3,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-3=0$

$_A(-3,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+9=0$

$_A(-3,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+15=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-4=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-1=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+2=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+5=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+8=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+11=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+17=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+20=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-5=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+1=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+7=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+13=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+19=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-6=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-3=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+3=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+6=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+12=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+15=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+4=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+7=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+10=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+13=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+16=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+19=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+22=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+25=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+5=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+11=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+17=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+23=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-3=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+6=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+9=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+15=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+18=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-5=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+1=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+7=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+13=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+19=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-7=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-4=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-1=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+2=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+8=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+11=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+14=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+17=0$

$_A(-3,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-9=0$

$_A(-3,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+3=0$

$_A(-3,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+9=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-11=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-8=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-5=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-2=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+1=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+4=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+10=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+13=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-13=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-7=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-1=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+5=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+11=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-15=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-12=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-6=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-3=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+3=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+6=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+6=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+9=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+12=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+15=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+18=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+21=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+24=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+3=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+9=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+15=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+21=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-6=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-3=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+3=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+6=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+12=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+15=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-9=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-3=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+3=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+9=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+15=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-12=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-9=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-6=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-3=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+3=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+6=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+9=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+12=0$

$_A(-3,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-15=0$

$_A(-3,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-3=0$

$_A(-3,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+3=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-18=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-15=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-12=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-9=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-6=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-3=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+3=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+6=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-21=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-15=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-9=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-3=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+3=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-24=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-21=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-15=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-12=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-6=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-3=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+2=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+5=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+8=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+11=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+14=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+17=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+20=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+23=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+1=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+7=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+13=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+19=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-9=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-6=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+3=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+9=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+12=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-13=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-7=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-1=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+5=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+11=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-17=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-14=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-11=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-8=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-2=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+1=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+4=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+7=0$

$_A(-3,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-21=0$

$_A(-3,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-9=0$

$_A(-3,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-3=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-25=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-22=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-19=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-16=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-13=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-10=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-4=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-1=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-29=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-23=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-17=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-11=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-5=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-33=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-30=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-24=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-21=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-15=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-12=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+4=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+7=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+10=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+13=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+16=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+19=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+22=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-1=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+5=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+11=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+17=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-12=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-9=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-3=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+6=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+9=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-17=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-11=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-5=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+1=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+7=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-22=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-19=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-16=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-13=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-7=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-4=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-1=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+2=0$

$_A(-3,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-27=0$

$_A(-3,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-15=0$

$_A(-3,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-9=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-32=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-29=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-26=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-23=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-20=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-17=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-11=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-8=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-37=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-31=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-25=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-19=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-13=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-42=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-39=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-33=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-30=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-24=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-21=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+3=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+6=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+9=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+12=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+15=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+18=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+21=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-3=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+3=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+9=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+15=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-15=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-12=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-6=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-3=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+3=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+6=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-21=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-15=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-9=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-3=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+3=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-27=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-24=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-21=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-18=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-12=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-9=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-6=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-3=0$

$_A(-3,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-33=0$

$_A(-3,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-21=0$

$_A(-3,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-15=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-39=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-36=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-33=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-30=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-27=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-24=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-18=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-15=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-45=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-39=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-33=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-27=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-21=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-51=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-48=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-42=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-39=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-33=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-30=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+2=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+5=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+8=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+11=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+14=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+17=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+20=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-5=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+1=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+7=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+13=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-18=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-15=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-9=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-6=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+3=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-25=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-19=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-13=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-7=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-1=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-32=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-29=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-26=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-23=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-17=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-14=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-11=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-8=0$

$_A(-3,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-39=0$

$_A(-3,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-27=0$

$_A(-3,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-21=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-46=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-43=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-40=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-37=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-34=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-31=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-25=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-22=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-53=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-47=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-41=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-35=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-29=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-60=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-57=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-51=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-48=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-42=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-39=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-2=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+1=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+4=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+7=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+10=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+13=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+16=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+19=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-13=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-7=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-1=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+5=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+11=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-21=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-18=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-12=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-9=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-3=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-29=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-23=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-17=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-11=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-5=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-37=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-34=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-31=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-28=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-22=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-19=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-16=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-13=0$

$_A(-3,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-45=0$

$_A(-3,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-33=0$

$_A(-3,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-27=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-53=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-50=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-47=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-44=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-41=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-38=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-32=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-29=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-61=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-55=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-49=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-43=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-37=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-69=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-66=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-60=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-57=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-51=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-48=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-3=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+3=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+6=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+9=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+12=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+15=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+18=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-15=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-9=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y-3=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+3=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+9=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-24=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-21=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-15=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-12=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y-6=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y-3=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-33=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-27=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-21=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-15=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y-9=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-42=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-39=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-36=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-33=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-27=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-24=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-21=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-18=0$

$_A(-3,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-51=0$

$_A(-3,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-39=0$

$_A(-3,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-33=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-60=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-57=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-54=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-51=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-48=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-45=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-39=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-36=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-69=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-63=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-57=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-51=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-45=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-78=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-75=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-69=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-66=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-60=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-57=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+3=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+11=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+15=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+19=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+23=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+27=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+31=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+35=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+2=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+10=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+18=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+26=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+34=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+1=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+5=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+13=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+17=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+25=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+29=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+8=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+16=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+24=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+32=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-1=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+3=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+7=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+11=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+19=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+23=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+27=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+31=0$

$_A(-4,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-2=0$

$_A(-4,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+14=0$

$_A(-4,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+22=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-3=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+1=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+5=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+9=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+13=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+17=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+25=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+29=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-4=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+4=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+12=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+20=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+28=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-5=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-1=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+7=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+11=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+19=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+23=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+6=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+10=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+14=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+18=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+22=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+26=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+30=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+34=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+8=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+16=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+24=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+32=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-2=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+2=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+10=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+14=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+22=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+26=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-4=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+4=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+12=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+20=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+28=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-6=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-2=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+2=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+6=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+14=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+18=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+22=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+26=0$

$_A(-4,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-8=0$

$_A(-4,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+8=0$

$_A(-4,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+16=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-10=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-6=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-2=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+2=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+6=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+10=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+18=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+22=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-12=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-4=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+4=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+12=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+20=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-14=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-10=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-2=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+2=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+10=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+14=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+9=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+13=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+17=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+21=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+25=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+29=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+33=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-2=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+6=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+14=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+22=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+30=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-5=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-1=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+7=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+11=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+19=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+23=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-8=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+8=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+16=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+24=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-11=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-7=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-3=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+1=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+9=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+13=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+17=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+21=0$

$_A(-4,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-14=0$

$_A(-4,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+2=0$

$_A(-4,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+10=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-17=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-13=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-9=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-5=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-1=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+3=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+11=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+15=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-20=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-12=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-4=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+4=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+12=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-23=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-19=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-11=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-7=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+1=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+5=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+4=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+8=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+12=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+16=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+20=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+24=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+28=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+32=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-4=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+4=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+12=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+20=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+28=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-8=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-4=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+4=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+8=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+16=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+20=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-12=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-4=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+4=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+12=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+20=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-16=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-12=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-8=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-4=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+4=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+8=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+12=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+16=0$

$_A(-4,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-20=0$

$_A(-4,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-4=0$

$_A(-4,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+4=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-24=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-20=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-16=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-12=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-8=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-4=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+4=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+8=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-28=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-20=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-12=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-4=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+4=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-32=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-28=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-20=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-16=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-8=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-4=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+7=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+11=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+15=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+19=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+23=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+27=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+31=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-6=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+2=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+10=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+18=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+26=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-11=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-7=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+1=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+5=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+13=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+17=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-16=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-8=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+8=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+16=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-21=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-17=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-13=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-9=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-1=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+3=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+7=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+11=0$

$_A(-4,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-26=0$

$_A(-4,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-10=0$

$_A(-4,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-2=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-31=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-27=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-23=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-19=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-15=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-11=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-3=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+1=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-36=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-28=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-20=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-12=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-4=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-41=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-37=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-29=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-25=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-17=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-13=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+2=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+6=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+10=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+14=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+18=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+22=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+26=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+30=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-8=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+8=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+16=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+24=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-14=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-10=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-2=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+2=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+10=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+14=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-20=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-12=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-4=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+4=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+12=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-26=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-22=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-18=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-14=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-6=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-2=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+2=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+6=0$

$_A(-4,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-32=0$

$_A(-4,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-16=0$

$_A(-4,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-8=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-38=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-34=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-30=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-26=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-22=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-18=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-10=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-6=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-44=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-36=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-28=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-20=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-12=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-50=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-46=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-38=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-34=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-26=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-22=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+5=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+9=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+13=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+17=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+21=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+25=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+29=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-2=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+6=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+14=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+22=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-17=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-13=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-5=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-1=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+7=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+11=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-24=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-16=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-8=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+8=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-31=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-27=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-23=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-19=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-11=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-7=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-3=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+1=0$

$_A(-4,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-38=0$

$_A(-4,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-22=0$

$_A(-4,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-14=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-45=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-41=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-37=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-33=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-29=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-25=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-17=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-13=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-52=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-44=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-36=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-28=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-20=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-59=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-55=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-47=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-43=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-35=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-31=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+4=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+8=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+12=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+16=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+20=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+24=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+28=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-12=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-4=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+4=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+12=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+20=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-20=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-16=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-8=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-4=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+4=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+8=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-28=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-20=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-12=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-4=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+4=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-36=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-32=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-28=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-24=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-16=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-12=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-8=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-4=0$

$_A(-4,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-44=0$

$_A(-4,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-28=0$

$_A(-4,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-20=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-52=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-48=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-44=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-40=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-36=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-32=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-24=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-20=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-60=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-52=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-44=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-36=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-28=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-68=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-64=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-56=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-52=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-44=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-40=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y-1=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+3=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+7=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+11=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+15=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+19=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+23=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+27=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-14=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-6=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+2=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+10=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+18=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-23=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-19=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-11=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-7=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+1=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+5=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-32=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-24=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-16=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-8=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-41=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-37=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-33=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-29=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-21=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-17=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-13=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y-9=0$

$_A(-4,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-50=0$

$_A(-4,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-34=0$

$_A(-4,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-26=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-59=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-55=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-51=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-47=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-43=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-39=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-31=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-27=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-68=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-60=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-52=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-44=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-36=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-77=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-73=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-65=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-61=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-53=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-49=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+4=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+14=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+19=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+24=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+29=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+34=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+39=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+44=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+13=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+23=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+33=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+43=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+2=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+7=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+17=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+22=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+32=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+37=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+1=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+11=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+21=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+31=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+41=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+5=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+10=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+15=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+25=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+30=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+35=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+40=0$

$_A(-5,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-1=0$

$_A(-5,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+19=0$

$_A(-5,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+29=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-2=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+3=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+8=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+13=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+18=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+23=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+33=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+38=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-3=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+7=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+17=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+27=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+37=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-4=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+1=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+11=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+16=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+26=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+31=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+8=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+13=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+18=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+23=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+28=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+33=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+38=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+43=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+11=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+21=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+31=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+41=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-1=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+4=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+14=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+19=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+29=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+34=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-3=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+7=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+17=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+27=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+37=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-5=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+5=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+10=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+20=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+25=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+30=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+35=0$

$_A(-5,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-7=0$

$_A(-5,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+13=0$

$_A(-5,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+23=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-9=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-4=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+1=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+6=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+11=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+16=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+26=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+31=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-11=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-1=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+9=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+19=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+29=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-13=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-8=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+2=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+7=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+17=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+22=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+12=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+17=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+22=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+27=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+32=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+37=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+42=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+9=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+19=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+29=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+39=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-4=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+1=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+11=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+16=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+26=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+31=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-7=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+3=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+13=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+23=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+33=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-10=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-5=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+5=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+15=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+20=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+25=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+30=0$

$_A(-5,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-13=0$

$_A(-5,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+7=0$

$_A(-5,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+17=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-16=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-11=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-6=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-1=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+4=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+9=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+19=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+24=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-19=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-9=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+1=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+11=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+21=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-22=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-17=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-7=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-2=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+8=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+13=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+6=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+11=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+16=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+21=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+26=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+31=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+36=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+41=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+7=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+17=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+27=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+37=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-7=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-2=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+8=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+13=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+23=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+28=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-11=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-1=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+9=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+19=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+29=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-15=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-10=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-5=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+10=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+15=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+20=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+25=0$

$_A(-5,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-19=0$

$_A(-5,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+1=0$

$_A(-5,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+11=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-23=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-18=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-13=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-8=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-3=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+2=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+12=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+17=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-27=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-17=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-7=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+3=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+13=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-31=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-26=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-16=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-11=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-1=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+4=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+10=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+15=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+20=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+25=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+30=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+35=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+40=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+5=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+15=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+25=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+35=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-10=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-5=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+5=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+10=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+20=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+25=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-15=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-5=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+5=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+15=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+25=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-20=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-15=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-10=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-5=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+5=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+10=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+15=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+20=0$

$_A(-5,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-25=0$

$_A(-5,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-5=0$

$_A(-5,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+5=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-30=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-25=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-20=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-15=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-10=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-5=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+5=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+10=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-35=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-25=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-15=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-5=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+5=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-40=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-35=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-25=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-20=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-10=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-5=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+4=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+9=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+14=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+19=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+24=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+29=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+34=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+39=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+3=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+13=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+23=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+33=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-13=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-8=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+2=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+7=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+17=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+22=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-19=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-9=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+1=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+11=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+21=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-25=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-20=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-15=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-10=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+5=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+10=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+15=0$

$_A(-5,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-31=0$

$_A(-5,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-11=0$

$_A(-5,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-1=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-37=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-32=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-27=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-22=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-17=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-12=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-2=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+3=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-43=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-33=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-23=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-13=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-3=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-49=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-44=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-34=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-29=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-19=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-14=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+8=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+13=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+18=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+23=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+28=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+33=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+38=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+1=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+11=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+21=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+31=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-16=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-11=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-1=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+4=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+14=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+19=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-23=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-13=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-3=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+7=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+17=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-30=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-25=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-20=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-15=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-5=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+5=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+10=0$

$_A(-5,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-37=0$

$_A(-5,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-17=0$

$_A(-5,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-7=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-44=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-39=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-34=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-29=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-24=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-19=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-9=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-4=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-51=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-41=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-31=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-21=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-11=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-58=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-53=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-43=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-38=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-28=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-23=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+2=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+7=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+12=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+17=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+22=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+27=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+32=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+37=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-1=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+9=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+19=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+29=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-19=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-14=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-4=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+1=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+11=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+16=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-27=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-17=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-7=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+3=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+13=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-35=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-30=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-25=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-20=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-10=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-5=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+5=0$

$_A(-5,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-43=0$

$_A(-5,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-23=0$

$_A(-5,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-13=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-51=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-46=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-41=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-36=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-31=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-26=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-16=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-11=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-59=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-49=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-39=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-29=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-19=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-67=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-62=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-52=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-47=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-37=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-32=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+1=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+6=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+11=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+16=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+21=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+26=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+31=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+36=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-13=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y-3=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+7=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+17=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+27=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-22=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-17=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-7=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y-2=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+8=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+13=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-31=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-21=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-11=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y-1=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+9=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-40=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-35=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-30=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-25=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-15=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-10=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y-5=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y=0$

$_A(-5,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-49=0$

$_A(-5,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-29=0$

$_A(-5,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-19=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-58=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-53=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-48=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-43=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-38=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-33=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-23=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-18=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-67=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-57=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-47=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-37=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-27=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-76=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-71=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-61=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-56=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-46=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-41=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+5=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+17=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+23=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+29=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+35=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+41=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+47=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+53=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+4=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+16=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+28=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+40=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+52=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+3=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+9=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+21=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+27=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+39=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+45=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+2=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+14=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+26=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+38=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+50=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+1=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+7=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+13=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+19=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+31=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+37=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+43=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+49=0$

$_A(-6,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y=0$

$_A(-6,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+24=0$

$_A(-6,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+36=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-1=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+5=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+11=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+17=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+23=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+29=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+41=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+47=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-2=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+10=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+22=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+34=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+46=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-3=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+3=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+15=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+21=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+33=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+39=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+10=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+16=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+22=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+28=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+34=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+40=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+46=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+52=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+2=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+14=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+26=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+38=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+50=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+6=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+18=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+24=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+36=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+42=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-2=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+10=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+22=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+34=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+46=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-4=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+2=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+8=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+14=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+26=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+32=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+38=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+44=0$

$_A(-6,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-6=0$

$_A(-6,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+18=0$

$_A(-6,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+30=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-8=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-2=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+4=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+10=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+16=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+22=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+34=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+40=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-10=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+2=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+14=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+26=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+38=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-12=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-6=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+6=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+12=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+24=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+30=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+15=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+21=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+27=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+33=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+39=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+45=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+51=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+12=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+24=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+36=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+48=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-3=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+3=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+15=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+21=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+33=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+39=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-6=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+6=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+18=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+30=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+42=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-9=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-3=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+3=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+9=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+21=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+27=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+33=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+39=0$

$_A(-6,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-12=0$

$_A(-6,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+12=0$

$_A(-6,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+24=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-15=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-9=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-3=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+3=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+9=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+15=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+27=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+33=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-18=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-6=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+6=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+18=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+30=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-21=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-15=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-3=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+3=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+15=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+21=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+8=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+14=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+20=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+26=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+32=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+38=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+44=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+50=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-2=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+10=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+22=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+34=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+46=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-6=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+12=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+18=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+30=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+36=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-10=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+2=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+14=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+26=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+38=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-14=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-8=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-2=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+4=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+16=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+22=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+28=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+34=0$

$_A(-6,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-18=0$

$_A(-6,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+6=0$

$_A(-6,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+18=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-22=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-16=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-10=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-4=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+2=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+8=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+20=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+26=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-26=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-14=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-2=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+10=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+22=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-30=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-24=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-12=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-6=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+6=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+12=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+13=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+19=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+25=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+31=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+37=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+43=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+49=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-4=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+8=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+20=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+32=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+44=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-9=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-3=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+9=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+15=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+27=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+33=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-14=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-2=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+10=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+22=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+34=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-19=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-13=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-7=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-1=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+11=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+17=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+23=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+29=0$

$_A(-6,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-24=0$

$_A(-6,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y=0$

$_A(-6,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+12=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-29=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-23=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-17=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-11=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-5=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+1=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+13=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+19=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-34=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-22=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-10=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+2=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+14=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-39=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-33=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-21=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-15=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-3=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+3=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+6=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+12=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+18=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+24=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+30=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+36=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+42=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+48=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-6=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+6=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+18=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+30=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+42=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-12=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-6=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+6=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+12=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+24=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+30=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-18=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-6=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+6=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+18=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+30=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-24=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-18=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-12=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-6=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+6=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+12=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+18=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+24=0$

$_A(-6,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-30=0$

$_A(-6,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-6=0$

$_A(-6,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+6=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-36=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-30=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-24=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-18=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-12=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-6=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+6=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+12=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-42=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-30=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-18=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-6=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+6=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-48=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-42=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-30=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-24=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-12=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-6=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+11=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+17=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+23=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+29=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+35=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+41=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+47=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-8=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+4=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+16=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+28=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+40=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-15=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-9=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+3=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+9=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+21=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+27=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-22=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-10=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+2=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+14=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+26=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-29=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-23=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-17=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-11=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+1=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+7=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+13=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+19=0$

$_A(-6,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-36=0$

$_A(-6,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-12=0$

$_A(-6,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-43=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-37=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-31=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-25=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-19=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-13=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-1=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+5=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-50=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-38=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-26=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-14=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-2=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-57=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-51=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-39=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-33=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-21=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-15=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+4=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+10=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+16=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+22=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+28=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+34=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+40=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+46=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+2=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+14=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+26=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+38=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-18=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-12=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+6=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+18=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+24=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-26=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-14=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-2=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+10=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+22=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-34=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-28=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-22=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-16=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-4=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+2=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+8=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+14=0$

$_A(-6,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-42=0$

$_A(-6,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-18=0$

$_A(-6,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-6=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-50=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-44=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-38=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-32=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-26=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-20=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-8=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-2=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-58=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-46=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-34=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-22=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-10=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-66=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-60=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-48=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-42=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-30=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-24=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+9=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+15=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+21=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+27=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+33=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+39=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+45=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-12=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+12=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+24=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+36=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-21=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-15=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y-3=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+3=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+15=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+21=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-30=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-18=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-6=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+6=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+18=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-39=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-33=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-27=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-21=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-9=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y-3=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+3=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+9=0$

$_A(-6,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-48=0$

$_A(-6,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-24=0$

$_A(-6,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-12=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-57=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-51=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-45=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-39=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-33=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-27=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-15=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y-9=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-66=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-54=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-42=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-30=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-18=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-75=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-69=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-57=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-51=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-39=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-33=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+6=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+13=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+20=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+27=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+34=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+41=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+48=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+55=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+62=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+19=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+33=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+47=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+61=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+4=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+11=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+25=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+32=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+46=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+53=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+3=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+17=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+31=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+45=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+59=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+2=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+9=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+16=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+23=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+37=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+44=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+51=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+58=0$

$_A(-7,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+1=0$

$_A(-7,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+29=0$

$_A(-7,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+43=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+7=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+14=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+21=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+28=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+35=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+49=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+56=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-1=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+13=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+27=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+41=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+55=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-2=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+5=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+19=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+26=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+40=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+47=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+12=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+19=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+26=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+33=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+40=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+47=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+54=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+61=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+17=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+31=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+45=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+59=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+1=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+8=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+22=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+29=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+43=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+50=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-1=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+13=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+27=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+41=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+55=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-3=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+4=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+11=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+18=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+32=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+39=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+46=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+53=0$

$_A(-7,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-5=0$

$_A(-7,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+23=0$

$_A(-7,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+37=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-7=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+7=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+14=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+21=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+28=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+42=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+49=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-9=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+5=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+19=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+33=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+47=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-11=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-4=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+10=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+17=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+31=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+38=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+18=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+25=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+32=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+39=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+46=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+53=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+60=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+1=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+15=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+29=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+43=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+57=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-2=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+5=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+19=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+26=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+40=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+47=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-5=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+9=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+23=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+37=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+51=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-8=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-1=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+6=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+13=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+27=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+34=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+41=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+48=0$

$_A(-7,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-11=0$

$_A(-7,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+17=0$

$_A(-7,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+31=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-14=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-7=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+7=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+14=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+21=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+35=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+42=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-17=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-3=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+11=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+25=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+39=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-20=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-13=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+1=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+8=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+22=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+29=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+10=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+17=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+24=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+31=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+38=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+45=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+52=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+59=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-1=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+13=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+27=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+41=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+55=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-5=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+2=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+16=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+23=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+37=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+44=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-9=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+5=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+19=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+33=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+47=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-13=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-6=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+1=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+8=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+22=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+29=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+36=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+43=0$

$_A(-7,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-17=0$

$_A(-7,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+11=0$

$_A(-7,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+25=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-21=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-14=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-7=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+7=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+14=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+28=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+35=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-25=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-11=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+3=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+17=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+31=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-29=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-22=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-8=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-1=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+13=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+20=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+16=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+23=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+30=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+37=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+44=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+51=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+58=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-3=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+11=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+25=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+39=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+53=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-8=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-1=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+13=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+20=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+34=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+41=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-13=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+1=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+15=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+29=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+43=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-18=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-11=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-4=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+3=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+17=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+24=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+31=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+38=0$

$_A(-7,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-23=0$

$_A(-7,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+5=0$

$_A(-7,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+19=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-28=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-21=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-14=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-7=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+7=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+21=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+28=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-33=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-19=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-5=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+9=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+23=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-38=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-31=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-17=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-10=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+4=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+11=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+8=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+15=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+22=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+29=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+36=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+43=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+50=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+57=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-5=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+9=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+23=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+37=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+51=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-11=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-4=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+10=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+17=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+31=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+38=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-17=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-3=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+11=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+25=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+39=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-23=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-16=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-9=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-2=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+12=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+19=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+26=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+33=0$

$_A(-7,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-29=0$

$_A(-7,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-1=0$

$_A(-7,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+13=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-35=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-28=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-21=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-14=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-7=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+14=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+21=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-41=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-27=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-13=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+1=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+15=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-47=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-40=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-26=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-19=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-5=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+2=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+14=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+21=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+28=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+35=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+42=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+49=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+56=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-7=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+7=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+21=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+35=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+49=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-14=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-7=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+7=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+14=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+28=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+35=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-21=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-7=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+7=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+21=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+35=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-28=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-21=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-14=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-7=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+7=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+14=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+21=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+28=0$

$_A(-7,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-35=0$

$_A(-7,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-7=0$

$_A(-7,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+7=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-42=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-35=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-28=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-21=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-14=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-7=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+7=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+14=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-49=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-35=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-21=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-7=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+7=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-56=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-49=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-35=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-28=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-14=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-7=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+6=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+13=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+20=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+27=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+34=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+41=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+48=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+55=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-9=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+5=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+19=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+33=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+47=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-17=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-10=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+4=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+11=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+25=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+32=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-25=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-11=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+3=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+17=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+31=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-33=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-26=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-19=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-12=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+2=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+9=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+16=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+23=0$

$_A(-7,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-41=0$

$_A(-7,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-13=0$

$_A(-7,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+1=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-49=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-42=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-35=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-28=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-21=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-14=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+7=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-57=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-43=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-29=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-15=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-1=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-65=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-58=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-44=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-37=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-23=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-16=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+12=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+19=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+26=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+33=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+40=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+47=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+54=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-11=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+3=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+17=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+31=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+45=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-20=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-13=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+1=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+8=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+22=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+29=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-29=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-15=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y-1=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+13=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+27=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-38=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-31=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-24=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-17=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y-3=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+4=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+11=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+18=0$

$_A(-7,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-47=0$

$_A(-7,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-19=0$

$_A(-7,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y-5=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-56=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-49=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-42=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-35=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-28=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-21=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y-7=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-65=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-51=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-37=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-23=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y-9=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-74=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-67=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-53=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-46=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-32=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-25=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+7=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+15=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+23=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+31=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+39=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+47=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+55=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+63=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+71=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+6=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+22=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+38=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+54=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+70=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+5=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+13=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+29=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+37=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+53=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+61=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+4=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+20=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+36=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+52=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+68=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+3=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+11=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+19=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+27=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+43=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+51=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+59=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+67=0$

$_A(-8,\,-1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+2=0$

$_A(-8,\,-1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+34=0$

$_A(-8,\,-1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+50=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+1=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+9=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+17=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+25=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+33=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+41=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+57=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+65=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+16=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+32=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+48=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+64=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-1=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+7=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+23=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+31=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+47=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+55=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+14=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+22=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+30=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+38=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+46=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+54=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+62=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+70=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+4=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+20=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+36=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+52=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+68=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+2=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+10=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+26=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+34=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+50=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+58=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+16=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+32=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+48=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+64=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-2=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+6=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+14=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+22=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+38=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+46=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+54=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+62=0$

$_A(-8,\,-2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-4=0$

$_A(-8,\,-2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+28=0$

$_A(-8,\,-2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+44=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-6=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+2=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+10=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+18=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+26=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+34=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+50=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+58=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-8=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+8=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+24=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+40=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+56=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-10=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-2=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+14=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+22=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+38=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+46=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+13=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+21=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+29=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+37=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+45=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+53=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+61=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+69=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+2=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+18=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+34=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+50=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+66=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-1=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+7=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+23=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+31=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+47=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+55=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-4=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+12=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+28=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+44=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+60=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-7=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+1=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+9=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+17=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+33=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+41=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+49=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+57=0$

$_A(-8,\,-3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-10=0$

$_A(-8,\,-3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+22=0$

$_A(-8,\,-3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+38=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-13=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-5=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+3=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+11=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+19=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+27=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+43=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+51=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-16=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+16=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+32=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+48=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-19=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-11=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+5=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+13=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+29=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+37=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+12=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+20=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+28=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+36=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+44=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+52=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+60=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+68=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+16=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+32=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+48=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+64=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-4=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+4=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+20=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+28=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+44=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+52=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-8=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+8=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+24=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+40=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+56=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-12=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-4=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+4=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+12=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+28=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+36=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+44=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+52=0$

$_A(-8,\,-4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-16=0$

$_A(-8,\,-4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+16=0$

$_A(-8,\,-4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+32=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-20=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-12=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-4=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+4=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+12=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+20=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+36=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+44=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-24=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-8=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+8=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+24=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+40=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-28=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-20=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-4=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+4=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+20=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+28=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+19=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+27=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+35=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+43=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+51=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+59=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+67=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-2=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+14=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+30=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+46=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+62=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-7=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+1=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+17=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+25=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+41=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+49=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-12=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+4=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+20=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+36=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+52=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-17=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-9=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-1=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+7=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+23=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+31=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+39=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+47=0$

$_A(-8,\,-5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-22=0$

$_A(-8,\,-5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+10=0$

$_A(-8,\,-5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+26=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-27=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-19=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-11=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-3=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+5=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+13=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+29=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+37=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-32=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-16=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+16=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+32=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-37=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-29=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-13=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-5=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+11=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+19=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+10=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+18=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+26=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+34=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+42=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+50=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+58=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+66=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-4=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+12=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+28=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+44=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+60=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-10=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-2=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+14=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+22=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+38=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+46=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-16=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+16=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+32=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+48=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-22=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-14=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-6=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+2=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+18=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+26=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+34=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+42=0$

$_A(-8,\,-6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-28=0$

$_A(-8,\,-6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+4=0$

$_A(-8,\,-6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+20=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-34=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-26=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-18=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-10=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-2=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+6=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+22=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+30=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-40=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-24=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-8=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+8=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+24=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-46=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-38=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-22=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-14=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+2=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+10=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+17=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+25=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+33=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+41=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+49=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+57=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+65=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-6=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+10=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+26=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+42=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+58=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-13=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-5=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+11=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+19=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+35=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+43=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-20=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-4=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+12=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+28=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+44=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-27=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-19=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-11=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-3=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+13=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+21=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+29=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+37=0$

$_A(-8,\,-7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-34=0$

$_A(-8,\,-7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-2=0$

$_A(-8,\,-7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+14=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-41=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-33=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-25=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-17=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-9=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-1=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+15=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+23=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-48=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-32=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-16=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+16=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-55=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-47=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-31=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-23=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-7=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+1=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+8=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+16=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+24=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+32=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+40=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+48=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+56=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+64=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-8=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+8=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+24=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+40=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+56=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-16=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-8=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+8=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+16=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+32=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+40=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-24=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-8=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+8=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+24=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+40=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-32=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-24=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-16=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-8=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+8=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+16=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+24=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+32=0$

$_A(-8,\,-8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-40=0$

$_A(-8,\,-8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-8=0$

$_A(-8,\,-8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+8=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-48=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-40=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-32=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-24=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-16=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-8=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+8=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+16=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-56=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-40=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-24=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-8=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+8=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-64=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-56=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-40=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-32=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-16=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-8=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+15=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+23=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+31=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+39=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+47=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+55=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+63=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y-10=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+6=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+22=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+38=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+54=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y-19=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y-11=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+5=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+13=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+29=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+37=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y-28=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y-12=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+4=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+20=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+36=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y-37=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y-29=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y-21=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y-13=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+3=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+11=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+19=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+27=0$

$_A(-8,\,-9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y-46=0$

$_A(-8,\,-9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y-14=0$

$_A(-8,\,-9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+2=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y-55=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y-47=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y-39=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y-31=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y-23=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y-15=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+1=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+9=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y-64=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y-48=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y-32=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y-16=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y-73=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y-65=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y-49=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y-41=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y-25=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y-17=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-2=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-4=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-5=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-6=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-7=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-8=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-9=0$

$_A(-1,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-10=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-3=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-5=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-7=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-9=0$

$_A(-1,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-11=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-4=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-5=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-7=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-8=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-10=0$

$_A(-1,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-11=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-5=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-7=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-9=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-11=0$

$_A(-1,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-13=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-6=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-7=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-8=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-9=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-11=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-12=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-13=0$

$_A(-1,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-14=0$

$_A(-1,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-7=0$

$_A(-1,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-11=0$

$_A(-1,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-13=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-8=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-9=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-10=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-11=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-12=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-13=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-15=0$

$_A(-1,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-16=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-9=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-11=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-13=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-15=0$

$_A(-1,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-17=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-10=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-11=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-13=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-14=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-16=0$

$_A(-1,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-17=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-4=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-5=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-6=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-7=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-8=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-9=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-10=0$

$_A(-1,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-11=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-5=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-7=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-9=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-11=0$

$_A(-1,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-13=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-7=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-8=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-10=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-11=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-13=0$

$_A(-1,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-14=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-9=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-11=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-13=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-15=0$

$_A(-1,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-17=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-11=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-12=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-13=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-14=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-16=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-17=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-18=0$

$_A(-1,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-19=0$

$_A(-1,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-13=0$

$_A(-1,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-17=0$

$_A(-1,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-19=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-15=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-16=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-17=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-18=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-19=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-20=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-22=0$

$_A(-1,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-23=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-17=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-19=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-21=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-23=0$

$_A(-1,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-25=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-19=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-20=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-22=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-23=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-25=0$

$_A(-1,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-26=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-6=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-7=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-8=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-9=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-10=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-11=0$

$_A(-1,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-12=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-7=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-9=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-11=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-13=0$

$_A(-1,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-15=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-10=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-11=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-13=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-14=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-16=0$

$_A(-1,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-17=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-13=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-15=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-17=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-19=0$

$_A(-1,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-21=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-16=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-17=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-18=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-19=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-21=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-22=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-23=0$

$_A(-1,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-24=0$

$_A(-1,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-19=0$

$_A(-1,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-23=0$

$_A(-1,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-25=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-22=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-23=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-24=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-25=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-26=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-27=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-29=0$

$_A(-1,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-30=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-25=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-27=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-29=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-31=0$

$_A(-1,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-33=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-28=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-29=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-31=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-32=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-34=0$

$_A(-1,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-35=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-6=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-7=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-8=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-9=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-10=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-11=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-12=0$

$_A(-1,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-13=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-11=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-13=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-15=0$

$_A(-1,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-17=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-13=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-14=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-16=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-17=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-19=0$

$_A(-1,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-20=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-17=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-19=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-21=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-23=0$

$_A(-1,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-25=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-21=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-22=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-23=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-24=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-26=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-27=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-28=0$

$_A(-1,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-29=0$

$_A(-1,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-25=0$

$_A(-1,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-29=0$

$_A(-1,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-31=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-29=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-30=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-31=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-32=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-33=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-34=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-36=0$

$_A(-1,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-37=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-33=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-35=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-37=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-39=0$

$_A(-1,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-41=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-37=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-38=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-40=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-41=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-43=0$

$_A(-1,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-44=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-8=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-9=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-10=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-11=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-12=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-13=0$

$_A(-1,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-14=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-13=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-15=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-17=0$

$_A(-1,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-19=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-16=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-17=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-19=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-20=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-22=0$

$_A(-1,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-23=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-21=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-23=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-25=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-27=0$

$_A(-1,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-29=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-26=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-27=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-28=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-29=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-31=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-32=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-33=0$

$_A(-1,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-34=0$

$_A(-1,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-31=0$

$_A(-1,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-35=0$

$_A(-1,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-37=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-36=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-37=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-38=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-39=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-40=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-41=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-43=0$

$_A(-1,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-44=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-41=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-43=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-45=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-47=0$

$_A(-1,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-49=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-46=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-47=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-49=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-50=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-52=0$

$_A(-1,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-53=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-8=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-9=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-10=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-11=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-12=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-13=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-14=0$

$_A(-1,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-15=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-13=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-15=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-17=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-19=0$

$_A(-1,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-21=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-19=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-20=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-22=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-23=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-25=0$

$_A(-1,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-26=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-25=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-27=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-29=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-31=0$

$_A(-1,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-33=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-31=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-32=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-33=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-34=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-36=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-37=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-38=0$

$_A(-1,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-39=0$

$_A(-1,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-37=0$

$_A(-1,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-41=0$

$_A(-1,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-43=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-43=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-44=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-45=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-46=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-47=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-48=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-50=0$

$_A(-1,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-51=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-49=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-51=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-53=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-55=0$

$_A(-1,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-57=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-55=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-56=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-58=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-59=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-61=0$

$_A(-1,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-62=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-10=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-11=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-12=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-13=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-14=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-15=0$

$_A(-1,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-16=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-15=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-17=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-19=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-21=0$

$_A(-1,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-23=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-22=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-23=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-25=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-26=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-28=0$

$_A(-1,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-29=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-29=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-31=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-33=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-35=0$

$_A(-1,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-37=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-36=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-37=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-38=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-39=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-41=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-42=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-43=0$

$_A(-1,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-44=0$

$_A(-1,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-43=0$

$_A(-1,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-47=0$

$_A(-1,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-49=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-50=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-51=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-52=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-53=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-54=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-55=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-57=0$

$_A(-1,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-58=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-57=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-59=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-61=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-63=0$

$_A(-1,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-65=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-64=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-65=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-67=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-68=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-70=0$

$_A(-1,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-71=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-10=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-11=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-12=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-13=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-14=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-15=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-16=0$

$_A(-1,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-17=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-17=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-19=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-21=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-23=0$

$_A(-1,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-25=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-25=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-26=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-28=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-29=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-31=0$

$_A(-1,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-32=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-33=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-35=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-37=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-39=0$

$_A(-1,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-41=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-41=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-42=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-43=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-44=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-46=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-47=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-48=0$

$_A(-1,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-49=0$

$_A(-1,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-49=0$

$_A(-1,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-53=0$

$_A(-1,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-55=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-57=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-58=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-59=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-60=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-61=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-62=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-64=0$

$_A(-1,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-65=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-65=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-67=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-69=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-71=0$

$_A(-1,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-73=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-73=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-74=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-76=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-77=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-79=0$

$_A(-1,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-80=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-12=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-13=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-14=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-15=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-16=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-17=0$

$_A(-1,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-18=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-19=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-21=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-23=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-25=0$

$_A(-1,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-27=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-28=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-29=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-31=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-32=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-34=0$

$_A(-1,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-35=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-37=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-39=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-41=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-43=0$

$_A(-1,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-45=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-46=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-47=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-48=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-49=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-51=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-52=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-53=0$

$_A(-1,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-54=0$

$_A(-1,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-55=0$

$_A(-1,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-59=0$

$_A(-1,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-61=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-64=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-65=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-66=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-67=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-68=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-69=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-71=0$

$_A(-1,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-72=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-73=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-75=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-77=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-79=0$

$_A(-1,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-81=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-82=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-83=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-85=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-86=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-88=0$

$_A(-1,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-89=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-3=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-7=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-9=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-11=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-13=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-15=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-17=0$

$_A(-2,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-19=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-4=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-8=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-12=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-16=0$

$_A(-2,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-20=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-5=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-7=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-11=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-13=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-17=0$

$_A(-2,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-19=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-6=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-10=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-14=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-18=0$

$_A(-2,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-22=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-7=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-9=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-11=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-13=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-17=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-19=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-21=0$

$_A(-2,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-23=0$

$_A(-2,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-8=0$

$_A(-2,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-16=0$

$_A(-2,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-20=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-9=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-11=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-13=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-15=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-17=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-19=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-23=0$

$_A(-2,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-25=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-10=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-14=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-18=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-22=0$

$_A(-2,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-26=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-11=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-13=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-17=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-19=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-23=0$

$_A(-2,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-25=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-6=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-8=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-10=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-12=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-14=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-16=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-18=0$

$_A(-2,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-20=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-6=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-10=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-14=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-18=0$

$_A(-2,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-22=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-8=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-10=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-14=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-16=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-20=0$

$_A(-2,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-22=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-10=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-14=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-18=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-22=0$

$_A(-2,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-26=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-12=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-14=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-16=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-18=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-22=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-24=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-26=0$

$_A(-2,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-28=0$

$_A(-2,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-14=0$

$_A(-2,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-22=0$

$_A(-2,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-26=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-16=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-18=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-20=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-22=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-24=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-26=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-30=0$

$_A(-2,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-32=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-18=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-22=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-26=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-30=0$

$_A(-2,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-34=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-20=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-22=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-26=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-28=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-32=0$

$_A(-2,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-34=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-9=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-11=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-13=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-15=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-17=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-19=0$

$_A(-2,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-21=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-8=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-12=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-16=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-20=0$

$_A(-2,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-24=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-11=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-13=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-17=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-19=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-23=0$

$_A(-2,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-25=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-14=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-18=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-22=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-26=0$

$_A(-2,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-30=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-17=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-19=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-21=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-23=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-27=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-29=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-31=0$

$_A(-2,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-33=0$

$_A(-2,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-20=0$

$_A(-2,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-28=0$

$_A(-2,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-32=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-23=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-25=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-27=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-29=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-31=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-33=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-37=0$

$_A(-2,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-39=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-26=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-30=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-34=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-38=0$

$_A(-2,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-42=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-29=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-31=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-35=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-37=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-41=0$

$_A(-2,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-43=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-8=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-10=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-12=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-14=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-16=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-18=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-20=0$

$_A(-2,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-22=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-14=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-18=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-22=0$

$_A(-2,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-26=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-14=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-16=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-20=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-22=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-26=0$

$_A(-2,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-28=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-18=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-22=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-26=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-30=0$

$_A(-2,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-34=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-22=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-24=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-26=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-28=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-32=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-34=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-36=0$

$_A(-2,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-38=0$

$_A(-2,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-26=0$

$_A(-2,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-34=0$

$_A(-2,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-38=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-30=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-32=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-34=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-36=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-38=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-40=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-44=0$

$_A(-2,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-46=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-34=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-38=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-42=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-46=0$

$_A(-2,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-50=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-38=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-40=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-44=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-46=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-50=0$

$_A(-2,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-52=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-11=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-13=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-15=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-17=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-19=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-21=0$

$_A(-2,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-23=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-12=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-16=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-20=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-24=0$

$_A(-2,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-28=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-17=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-19=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-23=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-25=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-29=0$

$_A(-2,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-31=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-22=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-26=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-30=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-34=0$

$_A(-2,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-38=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-27=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-29=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-31=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-33=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-37=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-39=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-41=0$

$_A(-2,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-43=0$

$_A(-2,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-32=0$

$_A(-2,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-40=0$

$_A(-2,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-44=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-37=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-39=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-41=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-43=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-45=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-47=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-51=0$

$_A(-2,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-53=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-42=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-46=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-50=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-54=0$

$_A(-2,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-58=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-47=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-49=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-53=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-55=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-59=0$

$_A(-2,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-61=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-10=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-12=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-14=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-16=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-18=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-20=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-22=0$

$_A(-2,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-24=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-14=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-18=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-22=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-26=0$

$_A(-2,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-30=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-20=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-22=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-26=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-28=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-32=0$

$_A(-2,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-34=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-26=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-30=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-34=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-38=0$

$_A(-2,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-42=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-32=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-34=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-36=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-38=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-42=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-44=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-46=0$

$_A(-2,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-48=0$

$_A(-2,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-38=0$

$_A(-2,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-46=0$

$_A(-2,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-50=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-44=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-46=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-48=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-50=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-52=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-54=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-58=0$

$_A(-2,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-60=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-50=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-54=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-58=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-62=0$

$_A(-2,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-66=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-56=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-58=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-62=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-64=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-68=0$

$_A(-2,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-70=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-13=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-15=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-17=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-19=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-21=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-23=0$

$_A(-2,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-25=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-16=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-20=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-24=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-28=0$

$_A(-2,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-32=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-23=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-25=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-29=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-31=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-35=0$

$_A(-2,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-37=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-30=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-34=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-38=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-42=0$

$_A(-2,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-46=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-37=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-39=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-41=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-43=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-47=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-49=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-51=0$

$_A(-2,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-53=0$

$_A(-2,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-44=0$

$_A(-2,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-52=0$

$_A(-2,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-56=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-51=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-53=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-55=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-57=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-59=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-61=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-65=0$

$_A(-2,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-67=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-58=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-62=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-66=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-70=0$

$_A(-2,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-74=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-65=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-67=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-71=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-73=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-77=0$

$_A(-2,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-79=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-12=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-14=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-16=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-18=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-20=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-22=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-24=0$

$_A(-2,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-26=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-18=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-22=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-26=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-30=0$

$_A(-2,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-34=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-26=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-28=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-32=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-34=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-38=0$

$_A(-2,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-40=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-34=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-38=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-42=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-46=0$

$_A(-2,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-50=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-42=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-44=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-46=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-48=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-52=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-54=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-56=0$

$_A(-2,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-58=0$

$_A(-2,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-50=0$

$_A(-2,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-58=0$

$_A(-2,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-62=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-58=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-60=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-62=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-64=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-66=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-68=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-72=0$

$_A(-2,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-74=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-66=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-70=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-74=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-78=0$

$_A(-2,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-82=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-74=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-76=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-80=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-82=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-86=0$

$_A(-2,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-88=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-13=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-15=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-17=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-19=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-21=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-23=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-25=0$

$_A(-2,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-27=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-20=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-24=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-28=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-32=0$

$_A(-2,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-36=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-29=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-31=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-35=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-37=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-41=0$

$_A(-2,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-43=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-38=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-42=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-46=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-50=0$

$_A(-2,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-54=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-47=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-49=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-51=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-53=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-57=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-59=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-61=0$

$_A(-2,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-63=0$

$_A(-2,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-56=0$

$_A(-2,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-64=0$

$_A(-2,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-68=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-65=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-67=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-69=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-71=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-73=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-75=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-79=0$

$_A(-2,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-81=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-74=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-78=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-82=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-86=0$

$_A(-2,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-90=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-83=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-85=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-89=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-91=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-95=0$

$_A(-2,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-97=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-4=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-10=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-13=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-16=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-19=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-22=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-25=0$

$_A(-3,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-28=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-5=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-11=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-17=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-23=0$

$_A(-3,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-29=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-6=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-9=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-15=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-18=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-24=0$

$_A(-3,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-27=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-7=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-13=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-19=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-25=0$

$_A(-3,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-31=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-8=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-11=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-14=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-17=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-23=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-26=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-29=0$

$_A(-3,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-32=0$

$_A(-3,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-9=0$

$_A(-3,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-21=0$

$_A(-3,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-27=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-10=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-13=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-16=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-19=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-22=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-25=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-31=0$

$_A(-3,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-34=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-11=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-17=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-23=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-29=0$

$_A(-3,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-35=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-12=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-15=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-21=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-24=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-30=0$

$_A(-3,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-33=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-8=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-11=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-14=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-17=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-20=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-23=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-26=0$

$_A(-3,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-29=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-7=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-13=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-19=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-25=0$

$_A(-3,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-31=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-9=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-12=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-18=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-21=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-27=0$

$_A(-3,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-30=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-11=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-17=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-23=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-29=0$

$_A(-3,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-35=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-13=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-16=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-19=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-22=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-28=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-31=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-34=0$

$_A(-3,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-37=0$

$_A(-3,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-15=0$

$_A(-3,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-27=0$

$_A(-3,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-33=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-17=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-20=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-23=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-26=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-29=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-32=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-38=0$

$_A(-3,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-41=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-19=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-25=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-31=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-37=0$

$_A(-3,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-43=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-21=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-24=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-30=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-33=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-39=0$

$_A(-3,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-42=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-12=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-15=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-18=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-21=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-24=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-27=0$

$_A(-3,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-30=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-15=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-21=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-27=0$

$_A(-3,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-33=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-12=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-15=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-21=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-24=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-30=0$

$_A(-3,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-33=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-15=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-21=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-27=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-33=0$

$_A(-3,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-39=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-18=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-21=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-24=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-27=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-33=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-36=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-39=0$

$_A(-3,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-42=0$

$_A(-3,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-21=0$

$_A(-3,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-33=0$

$_A(-3,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-39=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-24=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-27=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-30=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-33=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-36=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-39=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-45=0$

$_A(-3,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-48=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-27=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-33=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-39=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-45=0$

$_A(-3,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-51=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-30=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-33=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-39=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-42=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-48=0$

$_A(-3,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-51=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-10=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-13=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-16=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-19=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-22=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-25=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-28=0$

$_A(-3,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-31=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-17=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-23=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-29=0$

$_A(-3,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-35=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-15=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-18=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-24=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-27=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-33=0$

$_A(-3,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-36=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-19=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-25=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-31=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-37=0$

$_A(-3,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-43=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-23=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-26=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-29=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-32=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-38=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-41=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-44=0$

$_A(-3,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-47=0$

$_A(-3,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-27=0$

$_A(-3,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-39=0$

$_A(-3,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-45=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-31=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-34=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-37=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-40=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-43=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-46=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-52=0$

$_A(-3,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-55=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-35=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-41=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-47=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-53=0$

$_A(-3,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-59=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-39=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-42=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-48=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-51=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-57=0$

$_A(-3,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-60=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-14=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-17=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-20=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-23=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-26=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-29=0$

$_A(-3,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-32=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-13=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-19=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-25=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-31=0$

$_A(-3,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-37=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-18=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-21=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-27=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-30=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-36=0$

$_A(-3,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-39=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-23=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-29=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-35=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-41=0$

$_A(-3,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-47=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-28=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-31=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-34=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-37=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-43=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-46=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-49=0$

$_A(-3,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-52=0$

$_A(-3,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-33=0$

$_A(-3,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-45=0$

$_A(-3,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-51=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-38=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-41=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-44=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-47=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-50=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-53=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-59=0$

$_A(-3,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-62=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-43=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-49=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-55=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-61=0$

$_A(-3,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-67=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-48=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-51=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-57=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-60=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-66=0$

$_A(-3,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-69=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-12=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-15=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-18=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-21=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-24=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-27=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-30=0$

$_A(-3,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-33=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-15=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-21=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-27=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-33=0$

$_A(-3,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-39=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-21=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-24=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-30=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-33=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-39=0$

$_A(-3,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-42=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-27=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-33=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-39=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-45=0$

$_A(-3,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-51=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-33=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-36=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-39=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-42=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-48=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-51=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-54=0$

$_A(-3,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-57=0$

$_A(-3,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-39=0$

$_A(-3,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-51=0$

$_A(-3,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-57=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-45=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-48=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-51=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-54=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-57=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-60=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-66=0$

$_A(-3,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-69=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-51=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-57=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-63=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-69=0$

$_A(-3,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-75=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-57=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-60=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-66=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-69=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-75=0$

$_A(-3,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-78=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-13=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-16=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-19=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-22=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-25=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-28=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-31=0$

$_A(-3,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-34=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-17=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-23=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-29=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-35=0$

$_A(-3,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-41=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-24=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-27=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-33=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-36=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-42=0$

$_A(-3,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-45=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-31=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-37=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-43=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-49=0$

$_A(-3,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-55=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-38=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-41=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-44=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-47=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-53=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-56=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-59=0$

$_A(-3,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-62=0$

$_A(-3,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-45=0$

$_A(-3,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-57=0$

$_A(-3,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-63=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-52=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-55=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-58=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-61=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-64=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-67=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-73=0$

$_A(-3,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-76=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-59=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-65=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-71=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-77=0$

$_A(-3,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-83=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-66=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-69=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-75=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-78=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-84=0$

$_A(-3,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-87=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-14=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-17=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-20=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-23=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-26=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-29=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-32=0$

$_A(-3,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-35=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-19=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-25=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-31=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-37=0$

$_A(-3,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-43=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-27=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-30=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-36=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-39=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-45=0$

$_A(-3,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-48=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-35=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-41=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-47=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-53=0$

$_A(-3,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-59=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-43=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-46=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-49=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-52=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-58=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-61=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-64=0$

$_A(-3,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-67=0$

$_A(-3,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-51=0$

$_A(-3,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-63=0$

$_A(-3,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-69=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-59=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-62=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-65=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-68=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-71=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-74=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-80=0$

$_A(-3,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-83=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-67=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-73=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-79=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-85=0$

$_A(-3,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-91=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-75=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-78=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-84=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-87=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-93=0$

$_A(-3,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-96=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-15=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-18=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-21=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-24=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-27=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-30=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-33=0$

$_A(-3,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-36=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-21=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-27=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-33=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-39=0$

$_A(-3,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-45=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-30=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-33=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-39=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-42=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-48=0$

$_A(-3,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-51=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-39=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-45=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-51=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-57=0$

$_A(-3,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-63=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-48=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-51=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-54=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-57=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-63=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-66=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-69=0$

$_A(-3,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-72=0$

$_A(-3,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-57=0$

$_A(-3,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-69=0$

$_A(-3,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-75=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-66=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-69=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-72=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-75=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-78=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-81=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-87=0$

$_A(-3,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-90=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-75=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-81=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-87=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-93=0$

$_A(-3,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-99=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-84=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-87=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-93=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-96=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-102=0$

$_A(-3,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-105=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-5=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-13=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-17=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-21=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-25=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-29=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-33=0$

$_A(-4,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-37=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-6=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-14=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-22=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-30=0$

$_A(-4,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-38=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-7=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-11=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-19=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-23=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-31=0$

$_A(-4,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-35=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-8=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-16=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-24=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-32=0$

$_A(-4,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-40=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-9=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-13=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-17=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-21=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-29=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-33=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-37=0$

$_A(-4,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-41=0$

$_A(-4,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-10=0$

$_A(-4,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-26=0$

$_A(-4,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-34=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-11=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-15=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-19=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-23=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-27=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-31=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-39=0$

$_A(-4,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-43=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-12=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-20=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-28=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-36=0$

$_A(-4,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-44=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-13=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-17=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-25=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-29=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-37=0$

$_A(-4,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-41=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-10=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-14=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-18=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-22=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-26=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-30=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-34=0$

$_A(-4,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-38=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-8=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-16=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-24=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-32=0$

$_A(-4,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-40=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-10=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-14=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-22=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-26=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-34=0$

$_A(-4,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-38=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-12=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-20=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-28=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-36=0$

$_A(-4,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-44=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-14=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-18=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-22=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-26=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-34=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-38=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-42=0$

$_A(-4,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-46=0$

$_A(-4,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-16=0$

$_A(-4,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-32=0$

$_A(-4,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-40=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-18=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-22=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-26=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-30=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-34=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-38=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-46=0$

$_A(-4,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-50=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-20=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-28=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-36=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-44=0$

$_A(-4,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-52=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-22=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-26=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-34=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-38=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-46=0$

$_A(-4,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-50=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-15=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-19=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-23=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-27=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-31=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-35=0$

$_A(-4,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-39=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-18=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-26=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-34=0$

$_A(-4,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-42=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-13=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-17=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-25=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-29=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-37=0$

$_A(-4,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-41=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-16=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-24=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-32=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-40=0$

$_A(-4,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-48=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-19=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-23=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-27=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-31=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-39=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-43=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-47=0$

$_A(-4,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-51=0$

$_A(-4,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-22=0$

$_A(-4,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-38=0$

$_A(-4,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-46=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-25=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-29=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-33=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-37=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-41=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-45=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-53=0$

$_A(-4,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-57=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-28=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-36=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-44=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-52=0$

$_A(-4,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-60=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-31=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-35=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-43=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-47=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-55=0$

$_A(-4,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-59=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-12=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-16=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-20=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-24=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-28=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-32=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-36=0$

$_A(-4,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-40=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-12=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-20=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-28=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-36=0$

$_A(-4,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-44=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-16=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-20=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-28=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-32=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-40=0$

$_A(-4,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-44=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-20=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-28=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-36=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-44=0$

$_A(-4,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-52=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-24=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-28=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-32=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-36=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-44=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-48=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-52=0$

$_A(-4,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-56=0$

$_A(-4,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-28=0$

$_A(-4,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-44=0$

$_A(-4,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-52=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-32=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-36=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-40=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-44=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-48=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-52=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-60=0$

$_A(-4,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-64=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-36=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-44=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-52=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-60=0$

$_A(-4,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-68=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-40=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-44=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-52=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-56=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-64=0$

$_A(-4,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-68=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-13=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-17=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-21=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-25=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-29=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-33=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-37=0$

$_A(-4,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-41=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-14=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-22=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-30=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-38=0$

$_A(-4,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-46=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-19=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-23=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-31=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-35=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-43=0$

$_A(-4,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-47=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-24=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-32=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-40=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-48=0$

$_A(-4,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-56=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-29=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-33=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-37=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-41=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-49=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-53=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-57=0$

$_A(-4,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-61=0$

$_A(-4,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-34=0$

$_A(-4,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-50=0$

$_A(-4,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-58=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-39=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-43=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-47=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-51=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-55=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-59=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-67=0$

$_A(-4,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-71=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-44=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-52=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-60=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-68=0$

$_A(-4,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-76=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-49=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-53=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-61=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-65=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-73=0$

$_A(-4,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-77=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-14=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-18=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-22=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-26=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-30=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-34=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-38=0$

$_A(-4,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-42=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-16=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-24=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-32=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-40=0$

$_A(-4,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-48=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-22=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-26=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-34=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-38=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-46=0$

$_A(-4,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-50=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-28=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-36=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-44=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-52=0$

$_A(-4,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-60=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-34=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-38=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-42=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-46=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-54=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-58=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-62=0$

$_A(-4,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-66=0$

$_A(-4,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-40=0$

$_A(-4,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-56=0$

$_A(-4,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-64=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-46=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-50=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-54=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-58=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-62=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-66=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-74=0$

$_A(-4,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-78=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-52=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-60=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-68=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-76=0$

$_A(-4,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-84=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-58=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-62=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-70=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-74=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-82=0$

$_A(-4,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-86=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-15=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-19=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-23=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-27=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-31=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-35=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-39=0$

$_A(-4,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-43=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-18=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-26=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-34=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-42=0$

$_A(-4,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-50=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-25=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-29=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-37=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-41=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-49=0$

$_A(-4,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-53=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-32=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-40=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-48=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-56=0$

$_A(-4,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-64=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-39=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-43=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-47=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-51=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-59=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-63=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-67=0$

$_A(-4,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-71=0$

$_A(-4,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-46=0$

$_A(-4,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-62=0$

$_A(-4,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-70=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-53=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-57=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-61=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-65=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-69=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-73=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-81=0$

$_A(-4,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-85=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-60=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-68=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-76=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-84=0$

$_A(-4,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-92=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-67=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-71=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-79=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-83=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-91=0$

$_A(-4,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-95=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-16=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-20=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-24=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-28=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-32=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-36=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-40=0$

$_A(-4,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-44=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-20=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-28=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-36=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-44=0$

$_A(-4,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-52=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-28=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-32=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-40=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-44=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-52=0$

$_A(-4,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-56=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-36=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-44=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-52=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-60=0$

$_A(-4,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-68=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-44=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-48=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-52=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-56=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-64=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-68=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-72=0$

$_A(-4,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-76=0$

$_A(-4,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-52=0$

$_A(-4,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-68=0$

$_A(-4,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-76=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-60=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-64=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-68=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-72=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-76=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-80=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-88=0$

$_A(-4,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-92=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-68=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-76=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-84=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-92=0$

$_A(-4,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-100=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-76=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-80=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-88=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-92=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-100=0$

$_A(-4,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-104=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-17=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-21=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-25=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-29=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-33=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-37=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-41=0$

$_A(-4,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-45=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-22=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-30=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-38=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-46=0$

$_A(-4,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-54=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-31=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-35=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-43=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-47=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-55=0$

$_A(-4,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-59=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-40=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-48=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-56=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-64=0$

$_A(-4,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-72=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-49=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-53=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-57=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-61=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-69=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-73=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-77=0$

$_A(-4,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-81=0$

$_A(-4,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-58=0$

$_A(-4,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-74=0$

$_A(-4,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-82=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-67=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-71=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-75=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-79=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-83=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-87=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-95=0$

$_A(-4,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-99=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-76=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-84=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-92=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-100=0$

$_A(-4,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-108=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-85=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-89=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-97=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-101=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-109=0$

$_A(-4,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-113=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-6=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-16=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-21=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-26=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-31=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-36=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-41=0$

$_A(-5,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-46=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-7=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-17=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-27=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-37=0$

$_A(-5,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-47=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-8=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-13=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-23=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-28=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-38=0$

$_A(-5,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-43=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-9=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-19=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-29=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-39=0$

$_A(-5,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-49=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-10=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-15=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-20=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-25=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-35=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-40=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-45=0$

$_A(-5,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-50=0$

$_A(-5,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-11=0$

$_A(-5,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-31=0$

$_A(-5,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-41=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-12=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-17=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-22=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-27=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-32=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-37=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-47=0$

$_A(-5,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-52=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-13=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-23=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-33=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-43=0$

$_A(-5,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-53=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-14=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-19=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-29=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-34=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-44=0$

$_A(-5,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-49=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-12=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-17=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-22=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-27=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-32=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-37=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-42=0$

$_A(-5,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-47=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-19=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-29=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-39=0$

$_A(-5,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-49=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-11=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-16=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-26=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-31=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-41=0$

$_A(-5,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-46=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-13=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-23=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-33=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-43=0$

$_A(-5,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-53=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-15=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-20=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-25=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-30=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-40=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-45=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-50=0$

$_A(-5,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-55=0$

$_A(-5,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-17=0$

$_A(-5,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-37=0$

$_A(-5,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-47=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-19=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-24=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-29=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-34=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-39=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-44=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-54=0$

$_A(-5,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-59=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-21=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-31=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-41=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-51=0$

$_A(-5,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-61=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-23=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-28=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-38=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-43=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-53=0$

$_A(-5,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-58=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-13=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-18=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-23=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-28=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-33=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-38=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-43=0$

$_A(-5,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-48=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-21=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-31=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-41=0$

$_A(-5,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-51=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-14=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-19=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-29=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-34=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-44=0$

$_A(-5,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-49=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-17=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-27=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-37=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-47=0$

$_A(-5,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-57=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-20=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-25=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-30=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-35=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-45=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-50=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-55=0$

$_A(-5,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-60=0$

$_A(-5,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-23=0$

$_A(-5,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-43=0$

$_A(-5,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-53=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-26=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-31=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-36=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-41=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-46=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-51=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-61=0$

$_A(-5,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-66=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-29=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-39=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-49=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-59=0$

$_A(-5,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-69=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-32=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-37=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-47=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-52=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-62=0$

$_A(-5,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-67=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-14=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-19=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-24=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-29=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-34=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-39=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-44=0$

$_A(-5,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-49=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-13=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-23=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-33=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-43=0$

$_A(-5,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-53=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-17=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-22=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-32=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-37=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-47=0$

$_A(-5,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-52=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-21=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-31=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-41=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-51=0$

$_A(-5,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-61=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-25=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-30=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-35=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-40=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-50=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-55=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-60=0$

$_A(-5,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-65=0$

$_A(-5,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-29=0$

$_A(-5,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-49=0$

$_A(-5,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-59=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-33=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-38=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-43=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-48=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-53=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-58=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-68=0$

$_A(-5,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-73=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-37=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-47=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-57=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-67=0$

$_A(-5,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-77=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-41=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-46=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-56=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-61=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-71=0$

$_A(-5,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-76=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-15=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-20=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-25=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-30=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-35=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-40=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-45=0$

$_A(-5,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-50=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-15=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-25=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-35=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-45=0$

$_A(-5,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-55=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-20=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-25=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-35=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-40=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-50=0$

$_A(-5,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-55=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-25=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-35=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-45=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-55=0$

$_A(-5,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-65=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-30=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-35=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-40=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-45=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-55=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-60=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-65=0$

$_A(-5,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-70=0$

$_A(-5,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-35=0$

$_A(-5,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-55=0$

$_A(-5,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-65=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-40=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-45=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-50=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-55=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-60=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-65=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-75=0$

$_A(-5,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-80=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-45=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-55=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-65=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-75=0$

$_A(-5,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-85=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-50=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-55=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-65=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-70=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-80=0$

$_A(-5,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-85=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-16=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-21=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-26=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-31=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-36=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-41=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-46=0$

$_A(-5,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-51=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-17=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-27=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-37=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-47=0$

$_A(-5,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-57=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-23=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-28=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-38=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-43=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-53=0$

$_A(-5,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-58=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-29=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-39=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-49=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-59=0$

$_A(-5,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-69=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-35=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-40=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-45=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-50=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-60=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-65=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-70=0$

$_A(-5,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-75=0$

$_A(-5,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-41=0$

$_A(-5,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-61=0$

$_A(-5,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-71=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-47=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-52=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-57=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-62=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-67=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-72=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-82=0$

$_A(-5,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-87=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-53=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-63=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-73=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-83=0$

$_A(-5,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-93=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-59=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-64=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-74=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-79=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-89=0$

$_A(-5,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-94=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-17=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-22=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-27=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-32=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-37=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-42=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-47=0$

$_A(-5,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-52=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-19=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-29=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-39=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-49=0$

$_A(-5,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-59=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-26=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-31=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-41=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-46=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-56=0$

$_A(-5,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-61=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-33=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-43=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-53=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-63=0$

$_A(-5,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-73=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-40=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-45=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-50=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-55=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-65=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-70=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-75=0$

$_A(-5,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-80=0$

$_A(-5,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-47=0$

$_A(-5,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-67=0$

$_A(-5,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-77=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-54=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-59=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-64=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-69=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-74=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-79=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-89=0$

$_A(-5,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-94=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-61=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-71=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-81=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-91=0$

$_A(-5,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-101=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-68=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-73=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-83=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-88=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-98=0$

$_A(-5,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-103=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-18=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-23=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-28=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-33=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-38=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-43=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-48=0$

$_A(-5,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-53=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-21=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-31=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-41=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-51=0$

$_A(-5,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-61=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-29=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-34=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-44=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-49=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-59=0$

$_A(-5,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-64=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-37=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-47=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-57=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-67=0$

$_A(-5,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-77=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-45=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-50=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-55=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-60=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-70=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-75=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-80=0$

$_A(-5,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-85=0$

$_A(-5,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-53=0$

$_A(-5,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-73=0$

$_A(-5,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-83=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-61=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-66=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-71=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-76=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-81=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-86=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-96=0$

$_A(-5,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-101=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-69=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-79=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-89=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-99=0$

$_A(-5,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-109=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-77=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-82=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-92=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-97=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-107=0$

$_A(-5,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-112=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-19=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-24=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-29=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-34=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-39=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-44=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-49=0$

$_A(-5,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-54=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-23=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-33=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-43=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-53=0$

$_A(-5,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-63=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-32=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-37=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-47=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-52=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-62=0$

$_A(-5,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-67=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-41=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-51=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-61=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-71=0$

$_A(-5,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-81=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-50=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-55=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-60=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-65=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-75=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-80=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-85=0$

$_A(-5,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-90=0$

$_A(-5,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-59=0$

$_A(-5,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-79=0$

$_A(-5,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-89=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-68=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-73=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-78=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-83=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-88=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-93=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-103=0$

$_A(-5,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-108=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-77=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-87=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-97=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-107=0$

$_A(-5,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-117=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-86=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-91=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-101=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-106=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-116=0$

$_A(-5,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-121=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-7=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-13=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-19=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-25=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-31=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-37=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-43=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-49=0$

$_A(-6,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-55=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-8=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-20=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-32=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-44=0$

$_A(-6,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-56=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-9=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-15=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-27=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-33=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-45=0$

$_A(-6,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-51=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-10=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-22=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-34=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-46=0$

$_A(-6,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-58=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-11=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-17=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-23=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-29=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-41=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-47=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-53=0$

$_A(-6,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-59=0$

$_A(-6,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-12=0$

$_A(-6,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-36=0$

$_A(-6,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-48=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-13=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-19=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-25=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-31=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-37=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-43=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-55=0$

$_A(-6,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-61=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-14=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-26=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-38=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-50=0$

$_A(-6,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-62=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-15=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-21=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-33=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-39=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-51=0$

$_A(-6,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-57=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-14=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-20=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-26=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-32=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-38=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-44=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-50=0$

$_A(-6,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-56=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-22=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-34=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-46=0$

$_A(-6,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-58=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-12=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-18=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-30=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-36=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-48=0$

$_A(-6,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-54=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-14=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-26=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-38=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-50=0$

$_A(-6,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-62=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-16=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-22=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-28=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-34=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-46=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-52=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-58=0$

$_A(-6,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-64=0$

$_A(-6,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-18=0$

$_A(-6,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-42=0$

$_A(-6,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-54=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-20=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-26=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-32=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-38=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-44=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-50=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-62=0$

$_A(-6,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-68=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-22=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-34=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-46=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-58=0$

$_A(-6,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-70=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-24=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-30=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-42=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-48=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-60=0$

$_A(-6,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-66=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-15=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-21=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-27=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-33=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-39=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-45=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-51=0$

$_A(-6,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-57=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-12=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-24=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-36=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-48=0$

$_A(-6,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-60=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-15=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-21=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-33=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-39=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-51=0$

$_A(-6,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-57=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-18=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-30=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-42=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-54=0$

$_A(-6,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-66=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-21=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-27=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-33=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-39=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-51=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-57=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-63=0$

$_A(-6,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-69=0$

$_A(-6,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-24=0$

$_A(-6,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-48=0$

$_A(-6,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-60=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-27=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-33=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-39=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-45=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-51=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-57=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-69=0$

$_A(-6,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-75=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-30=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-42=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-54=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-66=0$

$_A(-6,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-78=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-33=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-39=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-51=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-57=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-69=0$

$_A(-6,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-75=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-16=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-22=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-28=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-34=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-40=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-46=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-52=0$

$_A(-6,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-58=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-14=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-26=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-38=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-50=0$

$_A(-6,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-62=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-18=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-24=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-36=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-42=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-54=0$

$_A(-6,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-60=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-22=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-34=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-46=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-58=0$

$_A(-6,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-70=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-26=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-32=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-38=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-44=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-56=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-62=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-68=0$

$_A(-6,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-74=0$

$_A(-6,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-30=0$

$_A(-6,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-54=0$

$_A(-6,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-66=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-34=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-40=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-46=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-52=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-58=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-64=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-76=0$

$_A(-6,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-82=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-38=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-50=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-62=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-74=0$

$_A(-6,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-86=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-42=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-48=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-60=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-66=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-78=0$

$_A(-6,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-84=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-17=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-23=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-29=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-35=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-41=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-47=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-53=0$

$_A(-6,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-59=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-16=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-28=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-40=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-52=0$

$_A(-6,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-64=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-21=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-27=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-39=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-45=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-57=0$

$_A(-6,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-63=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-26=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-38=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-50=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-62=0$

$_A(-6,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-74=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-31=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-37=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-43=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-49=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-61=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-67=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-73=0$

$_A(-6,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-79=0$

$_A(-6,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-36=0$

$_A(-6,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-60=0$

$_A(-6,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-72=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-41=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-47=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-53=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-59=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-65=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-71=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-83=0$

$_A(-6,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-89=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-46=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-58=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-70=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-82=0$

$_A(-6,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-94=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-51=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-57=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-69=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-75=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-87=0$

$_A(-6,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-93=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-18=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-24=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-30=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-36=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-42=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-48=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-54=0$

$_A(-6,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-60=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-18=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-30=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-42=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-54=0$

$_A(-6,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-66=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-24=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-30=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-42=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-48=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-60=0$

$_A(-6,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-66=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-30=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-42=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-54=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-66=0$

$_A(-6,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-78=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-36=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-42=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-48=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-54=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-66=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-72=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-78=0$

$_A(-6,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-84=0$

$_A(-6,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-42=0$

$_A(-6,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-66=0$

$_A(-6,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-78=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-48=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-54=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-60=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-66=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-72=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-78=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-90=0$

$_A(-6,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-96=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-54=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-66=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-78=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-90=0$

$_A(-6,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-102=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-60=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-66=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-78=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-84=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-96=0$

$_A(-6,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-102=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-19=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-25=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-31=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-37=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-43=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-49=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-55=0$

$_A(-6,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-61=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-20=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-32=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-44=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-56=0$

$_A(-6,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-68=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-27=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-33=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-45=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-51=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-63=0$

$_A(-6,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-69=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-34=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-46=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-58=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-70=0$

$_A(-6,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-82=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-41=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-47=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-53=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-59=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-71=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-77=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-83=0$

$_A(-6,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-89=0$

$_A(-6,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-48=0$

$_A(-6,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-72=0$

$_A(-6,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-84=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-55=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-61=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-67=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-73=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-79=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-85=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-97=0$

$_A(-6,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-103=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-62=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-74=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-86=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-98=0$

$_A(-6,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-110=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-69=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-75=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-87=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-93=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-105=0$

$_A(-6,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-111=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-20=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-26=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-32=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-38=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-44=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-50=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-56=0$

$_A(-6,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-62=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-22=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-34=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-46=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-58=0$

$_A(-6,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-70=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-30=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-36=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-48=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-54=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-66=0$

$_A(-6,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-72=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-38=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-50=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-62=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-74=0$

$_A(-6,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-86=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-46=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-52=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-58=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-64=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-76=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-82=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-88=0$

$_A(-6,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-94=0$

$_A(-6,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-54=0$

$_A(-6,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-78=0$

$_A(-6,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-90=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-62=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-68=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-74=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-80=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-86=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-92=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-104=0$

$_A(-6,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-110=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-70=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-82=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-94=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-106=0$

$_A(-6,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-118=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-78=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-84=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-96=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-102=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-114=0$

$_A(-6,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-120=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-21=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-27=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-33=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-39=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-45=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-51=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-57=0$

$_A(-6,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-63=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-24=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-36=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-48=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-60=0$

$_A(-6,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-72=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-33=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-39=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-51=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-57=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-69=0$

$_A(-6,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-75=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-42=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-54=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-66=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-78=0$

$_A(-6,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-90=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-51=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-57=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-63=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-69=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-81=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-87=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-93=0$

$_A(-6,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-99=0$

$_A(-6,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-60=0$

$_A(-6,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-84=0$

$_A(-6,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-96=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-69=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-75=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-81=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-87=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-93=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-99=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-111=0$

$_A(-6,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-117=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-78=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-90=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-102=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-114=0$

$_A(-6,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-126=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-87=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-93=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-105=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-111=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-123=0$

$_A(-6,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-129=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-8=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-15=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-22=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-29=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-36=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-43=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-50=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-57=0$

$_A(-7,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-64=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-9=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-23=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-37=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-51=0$

$_A(-7,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-65=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-10=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-17=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-31=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-38=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-52=0$

$_A(-7,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-59=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-11=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-25=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-39=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-53=0$

$_A(-7,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-67=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-12=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-19=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-26=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-33=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-47=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-54=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-61=0$

$_A(-7,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-68=0$

$_A(-7,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-13=0$

$_A(-7,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-41=0$

$_A(-7,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-55=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-14=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-21=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-28=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-35=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-42=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-49=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-63=0$

$_A(-7,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-70=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-15=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-29=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-43=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-57=0$

$_A(-7,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-71=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-16=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-23=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-37=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-44=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-58=0$

$_A(-7,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-65=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-16=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-23=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-30=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-37=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-44=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-51=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-58=0$

$_A(-7,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-65=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-11=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-25=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-39=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-53=0$

$_A(-7,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-67=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-13=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-20=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-34=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-41=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-55=0$

$_A(-7,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-62=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-15=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-29=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-43=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-57=0$

$_A(-7,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-71=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-17=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-24=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-31=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-38=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-52=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-59=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-66=0$

$_A(-7,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-73=0$

$_A(-7,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-19=0$

$_A(-7,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-47=0$

$_A(-7,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-61=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-21=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-28=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-35=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-42=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-49=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-56=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-70=0$

$_A(-7,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-77=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-23=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-37=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-51=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-65=0$

$_A(-7,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-79=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-25=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-32=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-46=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-53=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-67=0$

$_A(-7,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-74=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-17=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-24=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-31=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-38=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-45=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-52=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-59=0$

$_A(-7,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-66=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-13=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-27=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-41=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-55=0$

$_A(-7,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-69=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-16=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-23=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-37=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-44=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-58=0$

$_A(-7,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-65=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-19=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-33=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-47=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-61=0$

$_A(-7,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-75=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-22=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-29=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-36=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-43=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-57=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-64=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-71=0$

$_A(-7,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-78=0$

$_A(-7,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-25=0$

$_A(-7,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-53=0$

$_A(-7,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-67=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-28=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-35=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-42=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-49=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-56=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-63=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-77=0$

$_A(-7,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-84=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-31=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-45=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-59=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-73=0$

$_A(-7,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-87=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-34=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-41=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-55=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-62=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-76=0$

$_A(-7,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-83=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-18=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-25=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-32=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-39=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-46=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-53=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-60=0$

$_A(-7,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-67=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-15=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-29=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-43=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-57=0$

$_A(-7,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-71=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-19=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-26=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-40=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-47=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-61=0$

$_A(-7,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-68=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-23=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-37=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-51=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-65=0$

$_A(-7,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-79=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-27=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-34=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-41=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-48=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-62=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-69=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-76=0$

$_A(-7,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-83=0$

$_A(-7,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-31=0$

$_A(-7,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-59=0$

$_A(-7,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-73=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-35=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-42=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-49=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-56=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-63=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-70=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-84=0$

$_A(-7,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-91=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-39=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-53=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-67=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-81=0$

$_A(-7,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-95=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-43=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-50=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-64=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-71=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-85=0$

$_A(-7,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-92=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-19=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-26=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-33=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-40=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-47=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-54=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-61=0$

$_A(-7,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-68=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-17=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-31=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-45=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-59=0$

$_A(-7,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-73=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-22=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-29=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-43=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-50=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-64=0$

$_A(-7,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-71=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-27=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-41=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-55=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-69=0$

$_A(-7,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-83=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-32=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-39=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-46=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-53=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-67=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-74=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-81=0$

$_A(-7,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-88=0$

$_A(-7,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-37=0$

$_A(-7,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-65=0$

$_A(-7,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-79=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-42=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-49=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-56=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-63=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-70=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-77=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-91=0$

$_A(-7,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-98=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-47=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-61=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-75=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-89=0$

$_A(-7,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-103=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-52=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-59=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-73=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-80=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-94=0$

$_A(-7,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-101=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-20=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-27=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-34=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-41=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-48=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-55=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-62=0$

$_A(-7,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-69=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-19=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-33=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-47=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-61=0$

$_A(-7,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-75=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-25=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-32=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-46=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-53=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-67=0$

$_A(-7,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-74=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-31=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-45=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-59=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-73=0$

$_A(-7,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-87=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-37=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-44=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-51=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-58=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-72=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-79=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-86=0$

$_A(-7,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-93=0$

$_A(-7,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-43=0$

$_A(-7,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-71=0$

$_A(-7,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-85=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-49=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-56=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-63=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-70=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-77=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-84=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-98=0$

$_A(-7,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-105=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-55=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-69=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-83=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-97=0$

$_A(-7,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-111=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-61=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-68=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-82=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-89=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-103=0$

$_A(-7,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-110=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-21=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-28=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-35=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-42=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-49=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-56=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-63=0$

$_A(-7,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-70=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-21=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-35=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-49=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-63=0$

$_A(-7,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-77=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-28=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-35=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-49=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-56=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-70=0$

$_A(-7,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-77=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-35=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-49=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-63=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-77=0$

$_A(-7,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-91=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-42=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-49=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-56=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-63=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-77=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-84=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-91=0$

$_A(-7,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-98=0$

$_A(-7,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-49=0$

$_A(-7,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-77=0$

$_A(-7,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-91=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-56=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-63=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-70=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-77=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-84=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-91=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-105=0$

$_A(-7,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-112=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-63=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-77=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-91=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-105=0$

$_A(-7,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-119=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-70=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-77=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-91=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-98=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-112=0$

$_A(-7,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-119=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-22=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-29=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-36=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-43=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-50=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-57=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-64=0$

$_A(-7,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-71=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-23=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-37=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-51=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-65=0$

$_A(-7,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-79=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-31=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-38=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-52=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-59=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-73=0$

$_A(-7,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-80=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-39=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-53=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-67=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-81=0$

$_A(-7,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-95=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-47=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-54=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-61=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-68=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-82=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-89=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-96=0$

$_A(-7,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-103=0$

$_A(-7,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-55=0$

$_A(-7,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-83=0$

$_A(-7,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-97=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-63=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-70=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-77=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-84=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-91=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-98=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-112=0$

$_A(-7,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-119=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-71=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-85=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-99=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-113=0$

$_A(-7,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-127=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-79=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-86=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-100=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-107=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-121=0$

$_A(-7,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-128=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-23=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-30=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-37=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-44=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-51=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-58=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-65=0$

$_A(-7,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-72=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-25=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-39=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-53=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-67=0$

$_A(-7,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-81=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-34=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-41=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-55=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-62=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-76=0$

$_A(-7,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-83=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-43=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-57=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-71=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-85=0$

$_A(-7,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-99=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-52=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-59=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-66=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-73=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-87=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-94=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-101=0$

$_A(-7,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-108=0$

$_A(-7,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-61=0$

$_A(-7,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-89=0$

$_A(-7,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-103=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-70=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-77=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-84=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-91=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-98=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-105=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-119=0$

$_A(-7,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-126=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-79=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-93=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-107=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-121=0$

$_A(-7,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-135=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-88=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-95=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-109=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-116=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-130=0$

$_A(-7,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-137=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-9=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-17=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-25=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-33=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-41=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-49=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-57=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-65=0$

$_A(-8,\,-1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-73=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-10=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-26=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-42=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-58=0$

$_A(-8,\,-1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-74=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-11=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-19=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-35=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-43=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-59=0$

$_A(-8,\,-1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-67=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-12=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-28=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-44=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-60=0$

$_A(-8,\,-1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-76=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-13=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-21=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-29=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-37=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-53=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-61=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-69=0$

$_A(-8,\,-1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-77=0$

$_A(-8,\,-1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-14=0$

$_A(-8,\,-1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-46=0$

$_A(-8,\,-1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-62=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-15=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-23=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-31=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-39=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-47=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-55=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-71=0$

$_A(-8,\,-1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-79=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-16=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-32=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-48=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-64=0$

$_A(-8,\,-1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-80=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-17=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-25=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-41=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-49=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-65=0$

$_A(-8,\,-1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-73=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-18=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-26=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-34=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-42=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-50=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-58=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-66=0$

$_A(-8,\,-2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-74=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-12=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-28=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-44=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-60=0$

$_A(-8,\,-2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-76=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-14=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-22=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-38=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-46=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-62=0$

$_A(-8,\,-2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-70=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-16=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-32=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-48=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-64=0$

$_A(-8,\,-2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-80=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-18=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-26=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-34=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-42=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-58=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-66=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-74=0$

$_A(-8,\,-2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-82=0$

$_A(-8,\,-2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-20=0$

$_A(-8,\,-2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-52=0$

$_A(-8,\,-2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-68=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-22=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-30=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-38=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-46=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-54=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-62=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-78=0$

$_A(-8,\,-2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-86=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-24=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-40=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-56=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-72=0$

$_A(-8,\,-2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-88=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-26=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-34=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-50=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-58=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-74=0$

$_A(-8,\,-2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-82=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-19=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-27=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-35=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-43=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-51=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-59=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-67=0$

$_A(-8,\,-3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-75=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-14=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-30=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-46=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-62=0$

$_A(-8,\,-3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-78=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-17=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-25=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-41=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-49=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-65=0$

$_A(-8,\,-3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-73=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-20=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-36=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-52=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-68=0$

$_A(-8,\,-3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-84=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-23=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-31=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-39=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-47=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-63=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-71=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-79=0$

$_A(-8,\,-3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-87=0$

$_A(-8,\,-3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-26=0$

$_A(-8,\,-3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-58=0$

$_A(-8,\,-3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-74=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-29=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-37=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-45=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-53=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-61=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-69=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-85=0$

$_A(-8,\,-3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-93=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-32=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-48=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-64=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-80=0$

$_A(-8,\,-3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-96=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-35=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-43=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-59=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-67=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-83=0$

$_A(-8,\,-3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-91=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-20=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-28=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-36=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-44=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-52=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-60=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-68=0$

$_A(-8,\,-4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-76=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-16=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-32=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-48=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-64=0$

$_A(-8,\,-4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-80=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-20=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-28=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-44=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-52=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-68=0$

$_A(-8,\,-4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-76=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-24=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-40=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-56=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-72=0$

$_A(-8,\,-4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-88=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-28=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-36=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-44=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-52=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-68=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-76=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-84=0$

$_A(-8,\,-4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-92=0$

$_A(-8,\,-4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-32=0$

$_A(-8,\,-4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-64=0$

$_A(-8,\,-4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-80=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-36=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-44=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-52=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-60=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-68=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-76=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-92=0$

$_A(-8,\,-4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-100=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-40=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-56=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-72=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-88=0$

$_A(-8,\,-4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-104=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-44=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-52=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-68=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-76=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-92=0$

$_A(-8,\,-4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-100=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-21=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-29=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-37=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-45=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-53=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-61=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-69=0$

$_A(-8,\,-5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-77=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-18=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-34=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-50=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-66=0$

$_A(-8,\,-5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-82=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-23=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-31=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-47=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-55=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-71=0$

$_A(-8,\,-5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-79=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-28=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-44=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-60=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-76=0$

$_A(-8,\,-5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-92=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-33=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-41=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-49=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-57=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-73=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-81=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-89=0$

$_A(-8,\,-5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-97=0$

$_A(-8,\,-5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-38=0$

$_A(-8,\,-5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-70=0$

$_A(-8,\,-5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-86=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-43=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-51=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-59=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-67=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-75=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-83=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-99=0$

$_A(-8,\,-5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-107=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-48=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-64=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-80=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-96=0$

$_A(-8,\,-5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-112=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-53=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-61=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-77=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-85=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-101=0$

$_A(-8,\,-5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-109=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-22=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-30=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-38=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-46=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-54=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-62=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-70=0$

$_A(-8,\,-6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-78=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-20=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-36=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-52=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-68=0$

$_A(-8,\,-6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-84=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-26=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-34=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-50=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-58=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-74=0$

$_A(-8,\,-6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-82=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-32=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-48=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-64=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-80=0$

$_A(-8,\,-6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-96=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-38=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-46=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-54=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-62=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-78=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-86=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-94=0$

$_A(-8,\,-6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-102=0$

$_A(-8,\,-6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-44=0$

$_A(-8,\,-6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-76=0$

$_A(-8,\,-6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-92=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-50=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-58=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-66=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-74=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-82=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-90=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-106=0$

$_A(-8,\,-6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-114=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-56=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-72=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-88=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-104=0$

$_A(-8,\,-6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-120=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-62=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-70=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-86=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-94=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-110=0$

$_A(-8,\,-6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-118=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-23=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-31=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-39=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-47=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-55=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-63=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-71=0$

$_A(-8,\,-7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-79=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-22=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-38=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-54=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-70=0$

$_A(-8,\,-7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-86=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-29=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-37=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-53=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-61=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-77=0$

$_A(-8,\,-7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-85=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-36=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-52=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-68=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-84=0$

$_A(-8,\,-7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-100=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-43=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-51=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-59=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-67=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-83=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-91=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-99=0$

$_A(-8,\,-7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-107=0$

$_A(-8,\,-7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-50=0$

$_A(-8,\,-7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-82=0$

$_A(-8,\,-7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-98=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-57=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-65=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-73=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-81=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-89=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-97=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-113=0$

$_A(-8,\,-7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-121=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-64=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-80=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-96=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-112=0$

$_A(-8,\,-7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-128=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-71=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-79=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-95=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-103=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-119=0$

$_A(-8,\,-7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-127=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-24=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-32=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-40=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-48=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-56=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-64=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-72=0$

$_A(-8,\,-8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-80=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-24=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-40=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-56=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-72=0$

$_A(-8,\,-8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-88=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-32=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-40=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-56=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-64=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-80=0$

$_A(-8,\,-8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-88=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-40=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-56=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-72=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-88=0$

$_A(-8,\,-8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-104=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-48=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-56=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-64=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-72=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-88=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-96=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-104=0$

$_A(-8,\,-8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-112=0$

$_A(-8,\,-8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-56=0$

$_A(-8,\,-8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-88=0$

$_A(-8,\,-8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-104=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-64=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-72=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-80=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-88=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-96=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-104=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-120=0$

$_A(-8,\,-8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-128=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-72=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-88=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-104=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-120=0$

$_A(-8,\,-8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-136=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-80=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-88=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-104=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-112=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-128=0$

$_A(-8,\,-8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-136=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-25=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-33=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-41=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-49=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-57=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-65=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-73=0$

$_A(-8,\,-9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-81=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-26=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-42=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-58=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-74=0$

$_A(-8,\,-9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-90=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-35=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-43=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-59=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-67=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-83=0$

$_A(-8,\,-9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-91=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-44=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-60=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-76=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-92=0$

$_A(-8,\,-9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-108=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-53=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-61=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-69=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-77=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-93=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-101=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-109=0$

$_A(-8,\,-9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-117=0$

$_A(-8,\,-9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-62=0$

$_A(-8,\,-9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-94=0$

$_A(-8,\,-9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-110=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-71=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-79=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-87=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-95=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-103=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-111=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-127=0$

$_A(-8,\,-9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-135=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y-80=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-96=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-112=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-128=0$

$_A(-8,\,-9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-144=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y-89=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-97=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-113=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-121=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-137=0$

$_A(-8,\,-9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-145=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-2=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-3=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-4=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-5=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-6=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-7=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-8=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+1=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-3=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-5=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-7=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+2=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+1=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-2=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-4=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-5=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+3=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+1=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-3=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-5=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+4=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+3=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+2=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+1=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-2=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-3=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-4=0$

$_A(-1,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+1=0$

$_A(-1,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+6=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+4=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+3=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+2=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+1=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-2=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+3=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+1=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-1=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+8=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+4=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+2=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+1=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-1=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-2=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-3=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-4=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-5=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-6=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-7=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+3=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+1=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-1=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-3=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-5=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+5=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+4=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+2=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+1=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-1=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-2=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+7=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+5=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+3=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+1=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-1=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+9=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+8=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+7=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+6=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+4=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+3=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+2=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+1=0$

$_A(-1,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+7=0$

$_A(-1,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+5=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+12=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+10=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+9=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+8=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+6=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+5=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+15=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+9=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+7=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+17=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+16=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+14=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+10=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-1=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-2=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-3=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-4=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-5=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-6=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+5=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+3=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+1=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-1=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-3=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+8=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+7=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+5=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+4=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+2=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+1=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+11=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+9=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+7=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+5=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+3=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+14=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+13=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+12=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+11=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+9=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+8=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+7=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+6=0$

$_A(-1,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+17=0$

$_A(-1,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+13=0$

$_A(-1,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+11=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+20=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+19=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+18=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+17=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+16=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+15=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+13=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+12=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+23=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+21=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+19=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+17=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+15=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+26=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+25=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+23=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+22=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+20=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+19=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+2=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+1=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-1=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-2=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-3=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-4=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-5=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+7=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+5=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+3=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+1=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-1=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+11=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+10=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+8=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+7=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+5=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+4=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+15=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+13=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+11=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+9=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+7=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+19=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+18=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+17=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+16=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+14=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+13=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+12=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+11=0$

$_A(-1,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+23=0$

$_A(-1,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+19=0$

$_A(-1,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+17=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+27=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+26=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+25=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+24=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+23=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+22=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+20=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+19=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+31=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+29=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+27=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+25=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+23=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+35=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+34=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+32=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+31=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+29=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+28=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+2=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+1=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-1=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-2=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-3=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-4=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+7=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+5=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+3=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+1=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+14=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+13=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+11=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+10=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+8=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+7=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+19=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+17=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+15=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+13=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+11=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+24=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+23=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+22=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+21=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+19=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+18=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+17=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+16=0$

$_A(-1,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+29=0$

$_A(-1,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+25=0$

$_A(-1,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+23=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+34=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+33=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+32=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+31=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+30=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+29=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+27=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+26=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+39=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+37=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+35=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+33=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+31=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+44=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+43=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+41=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+40=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+38=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+37=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+4=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+3=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+2=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+1=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-1=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-2=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-3=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+9=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+7=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+5=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+3=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+17=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+16=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+14=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+13=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+11=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+10=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+23=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+21=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+19=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+17=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+15=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+29=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+28=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+27=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+26=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+24=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+23=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+22=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+21=0$

$_A(-1,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+35=0$

$_A(-1,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+31=0$

$_A(-1,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+29=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+41=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+40=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+39=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+38=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+37=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+36=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+34=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+33=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+47=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+45=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+43=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+41=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+39=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+53=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+52=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+50=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+49=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+47=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+46=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+4=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+3=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+2=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+1=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-1=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-2=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+13=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+11=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+9=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+7=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+5=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+20=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+19=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+17=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+16=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+14=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+13=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+27=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+25=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+23=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+21=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+19=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+34=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+33=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+32=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+31=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+29=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+28=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+27=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+26=0$

$_A(-1,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+41=0$

$_A(-1,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+37=0$

$_A(-1,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+35=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+48=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+47=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+46=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+45=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+44=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+43=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+41=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+40=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+55=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+53=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+51=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+49=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+47=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+62=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+61=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+59=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+58=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+56=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+55=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+6=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+5=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+4=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+3=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+2=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+1=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-1=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+15=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+13=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+11=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+9=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+7=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+23=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+22=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+20=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+19=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+17=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+16=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+31=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+29=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+27=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+25=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+23=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+39=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+38=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+37=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+36=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+34=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+33=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+32=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+31=0$

$_A(-1,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+47=0$

$_A(-1,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+43=0$

$_A(-1,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+41=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+55=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+54=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+53=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+52=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+51=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+50=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+48=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+47=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+63=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+61=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+59=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+57=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+55=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+71=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+70=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+68=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+67=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+65=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+64=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+7=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+6=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+5=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y+4=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y+3=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y+2=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y+1=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+17=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+15=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+13=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+11=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y+9=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+26=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+25=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+23=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+22=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+20=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+19=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+35=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+33=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+31=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+29=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+27=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+44=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+43=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+42=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+41=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+39=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+38=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+37=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+36=0$

$_A(-1,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+53=0$

$_A(-1,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+49=0$

$_A(-1,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+47=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+62=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+61=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+60=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+59=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+58=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+57=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+55=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+54=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+71=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+69=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+67=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+65=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+63=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+80=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+79=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+77=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+76=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+74=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+73=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-1=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-5=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-7=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-9=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-11=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-13=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-15=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-17=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-4=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-8=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-12=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-16=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+1=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-1=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-5=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-7=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-11=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-13=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+2=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-2=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-6=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-10=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-14=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+3=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+1=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-1=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-3=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-7=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-9=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-11=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-13=0$

$_A(-2,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+4=0$

$_A(-2,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-4=0$

$_A(-2,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-8=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+5=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+3=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+1=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-1=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-3=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-5=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-9=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-11=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+6=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+2=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-2=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-6=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-10=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+7=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+5=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+1=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-1=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-5=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-7=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-4=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-6=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-8=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-10=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-12=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-14=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-16=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+2=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-6=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-10=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-14=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+4=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+2=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-4=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-8=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-10=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+6=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+2=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-6=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-10=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+8=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+6=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+4=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+2=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-4=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-6=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-8=0$

$_A(-2,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+2=0$

$_A(-2,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+12=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+8=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+6=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+4=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+2=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-4=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+6=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+2=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-2=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+16=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+8=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+4=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+2=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-3=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-5=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-7=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-9=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-11=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-13=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-15=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+4=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-4=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-8=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-12=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+7=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+5=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+1=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-1=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-5=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-7=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+10=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+6=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+2=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-2=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-6=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+13=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+11=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+9=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+7=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+3=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+1=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-1=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-3=0$

$_A(-2,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+16=0$

$_A(-2,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+8=0$

$_A(-2,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+4=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+19=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+17=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+15=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+13=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+11=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+9=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+5=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+3=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+22=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+18=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+14=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+10=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+6=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+25=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+23=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+19=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+17=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+13=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+11=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-2=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-4=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-6=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-8=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-10=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-12=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-14=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+6=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+2=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-2=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-6=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-10=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+10=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+8=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+4=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+2=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-2=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-4=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+14=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+10=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+6=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+2=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-2=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+18=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+16=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+14=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+12=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+8=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+6=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+4=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+2=0$

$_A(-2,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+14=0$

$_A(-2,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+10=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+24=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+20=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+18=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+16=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+12=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+10=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+30=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+18=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+14=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+34=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+32=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+28=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+20=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-1=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-3=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-5=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-7=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-9=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-11=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-13=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+8=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+4=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-4=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-8=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+13=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+11=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+7=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+5=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+1=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-1=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+18=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+14=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+10=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+6=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+2=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+23=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+21=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+19=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+17=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+13=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+11=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+9=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+7=0$

$_A(-2,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+28=0$

$_A(-2,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+20=0$

$_A(-2,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+16=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+33=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+31=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+29=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+27=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+25=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+23=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+19=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+17=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+38=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+34=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+30=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+26=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+22=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+43=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+41=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+37=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+35=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+31=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+29=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+2=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-2=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-4=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-6=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-8=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-10=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-12=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+6=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+2=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-2=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-6=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+16=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+14=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+10=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+8=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+4=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+2=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+22=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+18=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+14=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+10=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+6=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+28=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+26=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+24=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+22=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+18=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+16=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+14=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+12=0$

$_A(-2,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+34=0$

$_A(-2,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+26=0$

$_A(-2,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+22=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+40=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+38=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+36=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+34=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+32=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+30=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+26=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+24=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+46=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+42=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+38=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+34=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+30=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+52=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+50=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+46=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+44=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+40=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+38=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+1=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-1=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-3=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-5=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-7=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-9=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-11=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+12=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+8=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+4=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-4=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+19=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+17=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+13=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+11=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+7=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+5=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+26=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+22=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+18=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+14=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+10=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+33=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+31=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+29=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+27=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+23=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+21=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+19=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+17=0$

$_A(-2,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+40=0$

$_A(-2,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+32=0$

$_A(-2,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+28=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+47=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+45=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+43=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+41=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+39=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+37=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+33=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+31=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+54=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+50=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+46=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+42=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+38=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+61=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+59=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+55=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+53=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+49=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+47=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+4=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+2=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-2=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-4=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-6=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-8=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-10=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+14=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+10=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+6=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+2=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-2=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+22=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+20=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+16=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+14=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+10=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+8=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+30=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+26=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+22=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+18=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+14=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+38=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+36=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+34=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+32=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+28=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+26=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+24=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+22=0$

$_A(-2,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+46=0$

$_A(-2,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+38=0$

$_A(-2,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+34=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+54=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+52=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+50=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+48=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+46=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+44=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+40=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+38=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+62=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+58=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+54=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+50=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+46=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+70=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+68=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+64=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+62=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+58=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+56=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+5=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y+3=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y+1=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-1=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-3=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-5=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-7=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-9=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+16=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+12=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+8=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y+4=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+25=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+23=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+19=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+17=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+13=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+11=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+34=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+30=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+26=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+22=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+18=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+43=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+41=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+39=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+37=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+33=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+31=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+29=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+27=0$

$_A(-2,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+52=0$

$_A(-2,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+44=0$

$_A(-2,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+40=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+61=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+59=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+57=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+55=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+53=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+51=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+47=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+45=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+70=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+66=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+62=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+58=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+54=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+79=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+77=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+73=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+71=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+67=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+65=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-2=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-8=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-11=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-14=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-17=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-20=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-23=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-26=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-1=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-7=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-13=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-19=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-25=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-3=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-9=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-12=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-18=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-21=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+1=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-5=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-11=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-17=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-23=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+2=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-1=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-4=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-7=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-13=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-16=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-19=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-22=0$

$_A(-3,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+3=0$

$_A(-3,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-9=0$

$_A(-3,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-15=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+4=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+1=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-2=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-5=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-8=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-11=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-17=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-20=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+5=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-1=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-7=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-13=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-19=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+6=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+3=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-3=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-6=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-12=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-15=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-4=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-7=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-10=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-13=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-16=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-19=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-22=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-25=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+1=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-5=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-11=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-17=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-23=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+3=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-6=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-9=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-15=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-18=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+5=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-1=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-7=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-13=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-19=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+7=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+4=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+1=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-2=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-8=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-11=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-14=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-17=0$

$_A(-3,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+9=0$

$_A(-3,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-3=0$

$_A(-3,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-9=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+11=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+8=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+5=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+2=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-1=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-4=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-10=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-13=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+13=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+7=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+1=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-5=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-11=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+15=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+12=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+6=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+3=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-3=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-6=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-6=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-9=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-12=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-15=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-18=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-21=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-24=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+3=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-9=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-15=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-21=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+6=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+3=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-6=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-12=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-15=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+9=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+3=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-9=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-15=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+12=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+9=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+6=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+3=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-6=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-9=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-12=0$

$_A(-3,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+3=0$

$_A(-3,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+18=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+12=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+9=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+6=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+3=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-6=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+9=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+3=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-3=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+24=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+12=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+6=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+3=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-2=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-5=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-8=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-11=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-14=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-17=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-20=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-23=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+5=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-1=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-7=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-13=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-19=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+9=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+6=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-3=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-9=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-12=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+13=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+7=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+1=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-5=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-11=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+17=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+14=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+11=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+8=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+2=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-1=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-4=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-7=0$

$_A(-3,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+21=0$

$_A(-3,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+9=0$

$_A(-3,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+3=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+25=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+22=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+19=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+16=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+13=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+10=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+4=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+1=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+29=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+23=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+17=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+11=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+5=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+33=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+30=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+24=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+21=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+15=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+12=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-4=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-7=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-10=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-13=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-16=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-19=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-22=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+7=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+1=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-5=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-11=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-17=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+12=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+9=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+3=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-6=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-9=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+17=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+11=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+5=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-1=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-7=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+22=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+19=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+16=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+13=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+7=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+4=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+1=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-2=0$

$_A(-3,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+27=0$

$_A(-3,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+15=0$

$_A(-3,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+9=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+32=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+29=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+26=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+23=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+20=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+17=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+11=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+8=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+37=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+31=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+25=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+19=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+13=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+42=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+39=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+33=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+30=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+24=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-3=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-6=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-9=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-12=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-15=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-18=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-21=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+3=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-3=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-9=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-15=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+15=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+12=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+6=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+3=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-3=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-6=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+15=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+9=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+3=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-3=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+27=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+24=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+18=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+12=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+9=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+6=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+3=0$

$_A(-3,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+15=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+36=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+30=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+27=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+24=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+18=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+15=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+45=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+27=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+51=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+48=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+42=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+30=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-2=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-5=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-8=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-11=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-14=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-17=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-20=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+5=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-1=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-7=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-13=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+18=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+15=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+9=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+6=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-3=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+25=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+19=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+13=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+7=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+1=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+32=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+29=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+26=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+23=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+17=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+14=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+11=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+8=0$

$_A(-3,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+39=0$

$_A(-3,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+27=0$

$_A(-3,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+21=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+46=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+43=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+40=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+37=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+34=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+31=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+25=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+22=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+53=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+47=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+41=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+35=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+29=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+60=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+57=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+51=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+48=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+42=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+39=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+2=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-1=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-4=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-7=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-10=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-13=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-16=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-19=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+13=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+7=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+1=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-5=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-11=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+21=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+18=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+12=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+9=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+3=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+29=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+23=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+17=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+11=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+5=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+37=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+34=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+31=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+28=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+22=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+19=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+16=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+13=0$

$_A(-3,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+45=0$

$_A(-3,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+33=0$

$_A(-3,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+27=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+53=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+50=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+47=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+44=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+41=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+38=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+32=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+29=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+61=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+55=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+49=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+43=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+37=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+69=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+66=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+60=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+57=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+51=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+48=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+3=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-3=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-6=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-9=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-12=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-15=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-18=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+15=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+9=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y+3=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-3=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-9=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+24=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+21=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+15=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+12=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y+6=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y+3=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+33=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+27=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+21=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+15=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y+9=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+42=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+39=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+36=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+33=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+27=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+24=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+21=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+18=0$

$_A(-3,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+51=0$

$_A(-3,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+39=0$

$_A(-3,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+33=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+60=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+57=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+54=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+51=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+48=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+45=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+39=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+36=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+69=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+63=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+57=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+51=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+45=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+78=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+75=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+69=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+66=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+60=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+57=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-3=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-11=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-15=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-19=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-23=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-27=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-31=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-35=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-2=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-10=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-18=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-26=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-34=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-1=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-5=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-13=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-17=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-25=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-29=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-8=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-16=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-24=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-32=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+1=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-3=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-7=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-11=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-19=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-23=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-27=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-31=0$

$_A(-4,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+2=0$

$_A(-4,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-14=0$

$_A(-4,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-22=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+3=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-1=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-5=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-9=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-13=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-17=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-25=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-29=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+4=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-4=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-12=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-20=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-28=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+5=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+1=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-7=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-11=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-19=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-23=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-6=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-10=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-14=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-18=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-22=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-26=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-30=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-34=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-8=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-16=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-24=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-32=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+2=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-2=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-10=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-14=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-22=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-26=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+4=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-4=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-12=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-20=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-28=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+6=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+2=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-2=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-6=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-14=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-18=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-22=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-26=0$

$_A(-4,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+8=0$

$_A(-4,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-8=0$

$_A(-4,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-16=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+10=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+6=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+2=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-2=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-6=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-10=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-18=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-22=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+12=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+4=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-4=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-12=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-20=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+14=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+10=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+2=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-2=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-10=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-14=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-9=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-13=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-17=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-21=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-25=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-29=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-33=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+2=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-6=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-14=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-22=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-30=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+5=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+1=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-7=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-11=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-19=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-23=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+8=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-8=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-16=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-24=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+11=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+7=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+3=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-1=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-9=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-13=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-17=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-21=0$

$_A(-4,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+14=0$

$_A(-4,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-2=0$

$_A(-4,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-10=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+17=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+13=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+9=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+5=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+1=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-3=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-11=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-15=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+20=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+12=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+4=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-4=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-12=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+23=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+19=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+11=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+7=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-1=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-5=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-8=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-12=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-16=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-20=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-24=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-28=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-32=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+4=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-12=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-20=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-28=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+8=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+4=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-8=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-16=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-20=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+12=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+4=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-12=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-20=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+16=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+12=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+8=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+4=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-8=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-12=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-16=0$

$_A(-4,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+4=0$

$_A(-4,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+24=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+16=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+12=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+8=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+4=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-8=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+12=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+4=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-4=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+32=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+16=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+8=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+4=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-7=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-11=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-15=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-19=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-23=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-27=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-31=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+6=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-2=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-10=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-18=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-26=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+11=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+7=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-1=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-5=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-13=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-17=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+16=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+8=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-8=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-16=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+21=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+17=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+13=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+9=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+1=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-3=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-7=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-11=0$

$_A(-4,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+26=0$

$_A(-4,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+10=0$

$_A(-4,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+2=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+31=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+27=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+23=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+19=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+15=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+11=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+3=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-1=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+36=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+28=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+20=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+12=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+4=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+41=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+37=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+29=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+25=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+17=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+13=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-2=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-6=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-10=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-14=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-18=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-22=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-26=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-30=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+8=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-8=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-16=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-24=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+14=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+10=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+2=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-2=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-10=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-14=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+20=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+12=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+4=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-4=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-12=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+26=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+22=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+18=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+14=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+6=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+2=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-2=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-6=0$

$_A(-4,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+32=0$

$_A(-4,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+16=0$

$_A(-4,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+8=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+38=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+34=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+30=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+26=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+22=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+18=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+10=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+6=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+44=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+36=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+28=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+20=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+12=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+50=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+46=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+38=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+34=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+26=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+22=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-5=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-9=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-13=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-17=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-21=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-25=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-29=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+2=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-6=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-14=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-22=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+17=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+13=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+5=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+1=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-7=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-11=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+24=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+16=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+8=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-8=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+31=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+27=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+23=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+19=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+11=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+7=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+3=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-1=0$

$_A(-4,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+38=0$

$_A(-4,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+22=0$

$_A(-4,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+14=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+45=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+41=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+37=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+33=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+29=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+25=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+17=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+13=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+52=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+44=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+36=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+28=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+20=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+59=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+55=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+47=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+43=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+35=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+31=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-4=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-8=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-12=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-16=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-20=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-24=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-28=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+12=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+4=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-4=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-12=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-20=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+20=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+16=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+8=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+4=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-4=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-8=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+28=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+20=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+12=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+4=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-4=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+36=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+32=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+28=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+24=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+16=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+12=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+8=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+4=0$

$_A(-4,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+28=0$

$_A(-4,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+20=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+48=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+40=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+36=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+32=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+24=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+20=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+60=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+36=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+28=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+68=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+64=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+56=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+40=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y+1=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-3=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-7=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-11=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-15=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-19=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-23=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-27=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+14=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+6=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-2=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-10=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-18=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+23=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+19=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+11=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+7=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-1=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-5=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+32=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+24=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+16=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+8=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+41=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+37=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+33=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+29=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+21=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+17=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+13=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y+9=0$

$_A(-4,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+50=0$

$_A(-4,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+34=0$

$_A(-4,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+26=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+59=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+55=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+51=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+47=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+43=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+39=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+31=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+27=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+68=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+60=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+52=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+44=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+36=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+77=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+73=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+65=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+61=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+53=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+49=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-4=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-14=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-19=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-24=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-29=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-34=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-39=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-44=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-3=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-13=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-23=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-33=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-43=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-2=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-7=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-17=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-22=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-32=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-37=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-1=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-11=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-21=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-31=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-41=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-5=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-10=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-15=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-25=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-30=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-35=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-40=0$

$_A(-5,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+1=0$

$_A(-5,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-19=0$

$_A(-5,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-29=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+2=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-3=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-8=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-13=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-18=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-23=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-33=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-38=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+3=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-7=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-17=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-27=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-37=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+4=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-1=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-11=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-16=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-26=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-31=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-8=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-13=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-18=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-23=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-28=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-33=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-38=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-43=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-1=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-11=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-21=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-31=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-41=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+1=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-4=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-14=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-19=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-29=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-34=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+3=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-7=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-17=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-27=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-37=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+5=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-5=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-10=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-20=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-25=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-30=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-35=0$

$_A(-5,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+7=0$

$_A(-5,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-13=0$

$_A(-5,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-23=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+9=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+4=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-1=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-6=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-11=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-16=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-26=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-31=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+11=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+1=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-9=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-19=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-29=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+13=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+8=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-2=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-7=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-17=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-22=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-12=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-17=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-22=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-27=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-32=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-37=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-42=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+1=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-9=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-19=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-29=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-39=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+4=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-1=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-11=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-16=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-26=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-31=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+7=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-3=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-13=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-23=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-33=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+10=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+5=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-5=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-15=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-20=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-25=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-30=0$

$_A(-5,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+13=0$

$_A(-5,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-7=0$

$_A(-5,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-17=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+16=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+11=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+6=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+1=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-4=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-9=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-19=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-24=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+19=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+9=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-1=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-11=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-21=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+22=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+17=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+7=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+2=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-8=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-13=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-6=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-11=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-16=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-21=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-26=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-31=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-36=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-41=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+3=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-7=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-17=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-27=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-37=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+7=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+2=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-8=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-13=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-23=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-28=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+11=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+1=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-9=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-19=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-29=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+15=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+10=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+5=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-10=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-15=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-20=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-25=0$

$_A(-5,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+19=0$

$_A(-5,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-1=0$

$_A(-5,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-11=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+23=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+18=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+13=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+8=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+3=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-2=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-12=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-17=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+27=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+17=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+7=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-3=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-13=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+31=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+26=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+16=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+11=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+1=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-4=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-10=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-15=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-20=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-25=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-30=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-35=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-40=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+5=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-15=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-25=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-35=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+10=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+5=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-10=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-20=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-25=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+15=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+5=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-15=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-25=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+20=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+15=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+10=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+5=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-10=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-15=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-20=0$

$_A(-5,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+5=0$

$_A(-5,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+30=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+20=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+15=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+10=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+5=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-10=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+15=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+5=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-5=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+40=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+20=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+10=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+5=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-4=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-9=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-14=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-19=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-24=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-29=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-34=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-39=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+7=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-3=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-13=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-23=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-33=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+13=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+8=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-2=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-7=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-17=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-22=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+19=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+9=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-1=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-11=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-21=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+25=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+20=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+15=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+10=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-5=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-10=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-15=0$

$_A(-5,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+31=0$

$_A(-5,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+11=0$

$_A(-5,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+1=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+37=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+32=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+27=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+22=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+17=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+12=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+2=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-3=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+43=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+33=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+23=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+13=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+3=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+49=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+44=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+34=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+29=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+19=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+14=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-8=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-13=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-18=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-23=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-28=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-33=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-38=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-1=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-11=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-21=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-31=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+16=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+11=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+1=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-4=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-14=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-19=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+23=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+13=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+3=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-7=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-17=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+30=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+25=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+20=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+15=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+5=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-5=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-10=0$

$_A(-5,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+37=0$

$_A(-5,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+17=0$

$_A(-5,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+7=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+44=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+39=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+34=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+29=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+24=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+19=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+9=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+4=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+51=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+41=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+31=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+21=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+11=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+58=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+53=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+43=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+38=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+28=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+23=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-2=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-7=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-12=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-17=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-22=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-27=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-32=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-37=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+1=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-9=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-19=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-29=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+19=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+14=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+4=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-1=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-11=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-16=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+27=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+17=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+7=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-3=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-13=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+35=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+30=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+25=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+20=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+10=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+5=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-5=0$

$_A(-5,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+43=0$

$_A(-5,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+23=0$

$_A(-5,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+13=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+51=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+46=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+41=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+36=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+31=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+26=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+16=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+11=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+59=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+49=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+39=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+29=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+19=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+67=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+62=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+52=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+47=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+37=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+32=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-1=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-6=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-11=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-16=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-21=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-26=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-31=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-36=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+13=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y+3=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-7=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-17=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-27=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+22=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+17=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+7=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y+2=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-8=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-13=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+31=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+21=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+11=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y+1=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-9=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+40=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+35=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+30=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+25=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+15=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+10=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y+5=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y=0$

$_A(-5,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+49=0$

$_A(-5,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+29=0$

$_A(-5,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+19=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+58=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+53=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+48=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+43=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+38=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+33=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+23=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+18=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+67=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+57=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+47=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+37=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+27=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+76=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+71=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+61=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+56=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+46=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+41=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-5=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-17=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-23=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-29=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-35=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-41=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-47=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-53=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-4=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-16=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-28=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-40=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-52=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-3=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-9=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-21=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-27=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-39=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-45=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-2=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-14=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-26=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-38=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-50=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-1=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-7=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-13=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-19=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-31=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-37=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-43=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-49=0$

$_A(-6,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y=0$

$_A(-6,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-24=0$

$_A(-6,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-36=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+1=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-5=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-11=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-17=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-23=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-29=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-41=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-47=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+2=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-10=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-22=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-34=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-46=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+3=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-3=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-15=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-21=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-33=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-39=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-10=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-16=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-22=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-28=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-34=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-40=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-46=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-52=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-2=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-14=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-26=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-38=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-50=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-6=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-18=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-24=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-36=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-42=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+2=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-10=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-22=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-34=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-46=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+4=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-2=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-8=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-14=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-26=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-32=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-38=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-44=0$

$_A(-6,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+6=0$

$_A(-6,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-18=0$

$_A(-6,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-30=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+8=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+2=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-4=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-10=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-16=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-22=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-34=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-40=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+10=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-2=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-14=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-26=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-38=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+12=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+6=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-6=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-12=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-24=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-30=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-15=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-21=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-27=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-33=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-39=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-45=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-51=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-12=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-24=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-36=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-48=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+3=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-3=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-15=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-21=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-33=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-39=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+6=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-6=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-18=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-30=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-42=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+9=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+3=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-3=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-9=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-21=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-27=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-33=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-39=0$

$_A(-6,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+12=0$

$_A(-6,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-12=0$

$_A(-6,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-24=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+15=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+9=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+3=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-3=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-9=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-15=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-27=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-33=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+18=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+6=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-6=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-18=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-30=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+21=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+15=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+3=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-3=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-15=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-21=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-8=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-14=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-20=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-26=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-32=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-38=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-44=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-50=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+2=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-10=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-22=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-34=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-46=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+6=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-12=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-18=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-30=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-36=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+10=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-2=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-14=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-26=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-38=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+14=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+8=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+2=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-4=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-16=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-22=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-28=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-34=0$

$_A(-6,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+18=0$

$_A(-6,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-6=0$

$_A(-6,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-18=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+22=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+16=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+10=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+4=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-2=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-8=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-20=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-26=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+26=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+14=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+2=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-10=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-22=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+30=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+24=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+12=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+6=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-6=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-12=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-13=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-19=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-25=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-31=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-37=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-43=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-49=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+4=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-8=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-20=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-32=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-44=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+9=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+3=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-9=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-15=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-27=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-33=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+14=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+2=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-10=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-22=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-34=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+19=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+13=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+7=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+1=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-11=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-17=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-23=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-29=0$

$_A(-6,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+24=0$

$_A(-6,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y=0$

$_A(-6,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-12=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+29=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+23=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+17=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+11=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+5=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-1=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-13=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-19=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+34=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+22=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+10=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-2=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-14=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+39=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+33=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+21=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+15=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+3=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-3=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-12=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-18=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-24=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-30=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-36=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-42=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-48=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+6=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-18=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-30=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-42=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+12=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+6=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-12=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-24=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-30=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+18=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+6=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-18=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-30=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+24=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+18=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+12=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+6=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-12=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-18=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-24=0$

$_A(-6,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+6=0$

$_A(-6,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+36=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+24=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+18=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+12=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+6=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-12=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+18=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+6=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-6=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+48=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+24=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+12=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+6=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-11=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-17=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-23=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-29=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-35=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-41=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-47=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+8=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-4=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-16=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-28=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-40=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+15=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+9=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-3=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-9=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-21=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-27=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+22=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+10=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-2=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-14=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-26=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+29=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+23=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+17=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+11=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-1=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-7=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-13=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-19=0$

$_A(-6,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+36=0$

$_A(-6,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+12=0$

$_A(-6,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+43=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+37=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+31=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+25=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+19=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+13=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+1=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-5=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+50=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+38=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+26=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+14=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+2=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+57=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+51=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+39=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+33=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+21=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+15=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-4=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-10=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-16=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-22=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-28=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-34=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-40=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-46=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-2=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-14=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-26=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-38=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+18=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+12=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-6=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-18=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-24=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+26=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+14=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+2=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-10=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-22=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+34=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+28=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+22=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+16=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+4=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-2=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-8=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-14=0$

$_A(-6,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+42=0$

$_A(-6,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+18=0$

$_A(-6,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+6=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+50=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+44=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+38=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+32=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+26=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+20=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+8=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+2=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+58=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+46=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+34=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+22=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+10=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+66=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+60=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+48=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+42=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+30=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+24=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-9=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-15=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-21=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-27=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-33=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-39=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-45=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+12=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-12=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-24=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-36=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+21=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+15=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y+3=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-3=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-15=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-21=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+30=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+18=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+6=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-6=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-18=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+39=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+33=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+27=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+21=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+9=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y+3=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-3=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-9=0$

$_A(-6,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+48=0$

$_A(-6,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+24=0$

$_A(-6,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+12=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+57=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+51=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+45=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+39=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+33=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+27=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+15=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y+9=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+66=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+54=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+42=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+30=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+18=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+75=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+69=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+57=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+51=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+39=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+33=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-6=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-13=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-20=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-27=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-34=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-41=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-48=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-55=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-62=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-5=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-19=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-33=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-47=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-61=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-4=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-11=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-25=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-32=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-46=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-53=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-3=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-17=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-31=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-45=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-59=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-2=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-9=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-16=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-23=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-37=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-44=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-51=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-58=0$

$_A(-7,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-1=0$

$_A(-7,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-29=0$

$_A(-7,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-43=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-7=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-14=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-21=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-28=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-35=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-49=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-56=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+1=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-13=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-27=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-41=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-55=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+2=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-5=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-19=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-26=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-40=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-47=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-12=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-19=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-26=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-33=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-40=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-47=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-54=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-61=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-3=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-17=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-31=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-45=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-59=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-1=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-8=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-22=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-29=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-43=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-50=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+1=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-13=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-27=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-41=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-55=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+3=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-4=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-11=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-18=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-32=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-39=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-46=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-53=0$

$_A(-7,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+5=0$

$_A(-7,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-23=0$

$_A(-7,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-37=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+7=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-7=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-14=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-21=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-28=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-42=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-49=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+9=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-5=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-19=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-33=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-47=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+11=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+4=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-10=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-17=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-31=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-38=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-18=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-25=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-32=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-39=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-46=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-53=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-60=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-1=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-15=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-29=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-43=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-57=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+2=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-5=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-19=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-26=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-40=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-47=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+5=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-9=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-23=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-37=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-51=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+8=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+1=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-6=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-13=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-27=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-34=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-41=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-48=0$

$_A(-7,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+11=0$

$_A(-7,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-17=0$

$_A(-7,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-31=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+14=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+7=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-7=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-14=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-21=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-35=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-42=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+17=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+3=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-11=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-25=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-39=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+20=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+13=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-1=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-8=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-22=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-29=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-10=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-17=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-24=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-31=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-38=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-45=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-52=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-59=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+1=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-13=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-27=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-41=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-55=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+5=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-2=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-16=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-23=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-37=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-44=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+9=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-5=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-19=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-33=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-47=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+13=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+6=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-1=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-8=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-22=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-29=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-36=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-43=0$

$_A(-7,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+17=0$

$_A(-7,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-11=0$

$_A(-7,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-25=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+21=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+14=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+7=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-7=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-14=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-28=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-35=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+25=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+11=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-3=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-17=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-31=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+29=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+22=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+8=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+1=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-13=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-20=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-16=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-23=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-30=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-37=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-44=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-51=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-58=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+3=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-11=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-25=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-39=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-53=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+8=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+1=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-13=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-20=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-34=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-41=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+13=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-1=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-15=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-29=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-43=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+18=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+11=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+4=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-3=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-17=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-24=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-31=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-38=0$

$_A(-7,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+23=0$

$_A(-7,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-5=0$

$_A(-7,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-19=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+28=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+21=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+14=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+7=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-7=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-21=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-28=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+33=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+19=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+5=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-9=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-23=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+38=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+31=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+17=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+10=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-4=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-11=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-8=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-15=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-22=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-29=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-36=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-43=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-50=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-57=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+5=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-9=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-23=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-37=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-51=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+11=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+4=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-10=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-17=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-31=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-38=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+17=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+3=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-11=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-25=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-39=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+23=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+16=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+9=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+2=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-12=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-19=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-26=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-33=0$

$_A(-7,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+29=0$

$_A(-7,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+1=0$

$_A(-7,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-13=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+35=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+28=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+21=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+14=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+7=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-14=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-21=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+41=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+27=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+13=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-1=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-15=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+47=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+40=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+26=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+19=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+5=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-2=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-14=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-21=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-28=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-35=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-42=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-49=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-56=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+7=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-21=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-35=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-49=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+14=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+7=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-14=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-28=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-35=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+21=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+7=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-21=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-35=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+28=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+21=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+14=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+7=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-14=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-21=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-28=0$

$_A(-7,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+7=0$

$_A(-7,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+42=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+28=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+21=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+14=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+7=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-14=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+21=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+7=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-7=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+56=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+28=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+14=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+7=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-6=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-13=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-20=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-27=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-34=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-41=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-48=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-55=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+9=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-5=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-19=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-33=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-47=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+17=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+10=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-4=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-11=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-25=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-32=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+25=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+11=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-3=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-17=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-31=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+33=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+26=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+19=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+12=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-2=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-9=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-16=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-23=0$

$_A(-7,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+41=0$

$_A(-7,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+13=0$

$_A(-7,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-1=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+49=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+42=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+35=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+28=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+21=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+14=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-7=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+57=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+43=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+29=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+15=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+1=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+65=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+58=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+44=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+37=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+23=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+16=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-12=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-19=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-26=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-33=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-40=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-47=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-54=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+11=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-3=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-17=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-31=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-45=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+20=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+13=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-1=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-8=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-22=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-29=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+29=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+15=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y+1=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-13=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-27=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+38=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+31=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+24=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+17=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y+3=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-4=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-11=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-18=0$

$_A(-7,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+47=0$

$_A(-7,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+19=0$

$_A(-7,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y+5=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+56=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+49=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+42=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+35=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+28=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+21=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y+7=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+65=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+51=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+37=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+23=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y+9=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+74=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+67=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+53=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+46=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+32=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+25=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-7=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-15=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-23=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-31=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-39=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-47=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-55=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-63=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-71=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-6=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-22=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-38=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-54=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-70=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-5=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-13=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-29=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-37=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-53=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-61=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-4=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-20=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-36=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-52=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-68=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-3=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-11=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-19=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-27=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-43=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-51=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-59=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-67=0$

$_A(-8,\,-1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-2=0$

$_A(-8,\,-1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-34=0$

$_A(-8,\,-1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-50=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-1=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-9=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-17=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-25=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-33=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-41=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-57=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-65=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-16=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-32=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-48=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-64=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+1=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-7=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-23=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-31=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-47=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-55=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-14=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-22=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-30=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-38=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-46=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-54=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-62=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-70=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-4=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-20=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-36=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-52=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-68=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-2=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-10=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-26=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-34=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-50=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-58=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-16=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-32=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-48=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-64=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+2=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-6=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-14=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-22=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-38=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-46=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-54=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-62=0$

$_A(-8,\,-2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+4=0$

$_A(-8,\,-2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-28=0$

$_A(-8,\,-2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-44=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+6=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-2=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-10=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-18=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-26=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-34=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-50=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-58=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+8=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-8=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-24=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-40=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-56=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+10=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+2=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-14=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-22=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-38=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-46=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-13=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-21=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-29=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-37=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-45=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-53=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-61=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-69=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-2=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-18=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-34=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-50=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-66=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+1=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-7=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-23=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-31=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-47=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-55=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+4=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-12=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-28=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-44=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-60=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+7=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-1=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-9=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-17=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-33=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-41=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-49=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-57=0$

$_A(-8,\,-3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+10=0$

$_A(-8,\,-3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-22=0$

$_A(-8,\,-3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-38=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+13=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+5=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-3=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-11=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-19=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-27=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-43=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-51=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+16=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-16=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-32=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-48=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+19=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+11=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-5=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-13=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-29=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-37=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-12=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-20=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-28=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-36=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-44=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-52=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-60=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-68=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-16=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-32=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-48=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-64=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+4=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-4=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-20=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-28=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-44=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-52=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+8=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-8=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-24=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-40=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-56=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+12=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+4=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-4=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-12=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-28=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-36=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-44=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-52=0$

$_A(-8,\,-4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+16=0$

$_A(-8,\,-4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-16=0$

$_A(-8,\,-4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-32=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+20=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+12=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+4=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-4=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-12=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-20=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-36=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-44=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+24=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+8=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-8=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-24=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-40=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+28=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+20=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+4=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-4=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-20=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-28=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-19=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-27=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-35=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-43=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-51=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-59=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-67=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+2=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-14=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-30=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-46=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-62=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+7=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-1=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-17=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-25=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-41=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-49=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+12=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-4=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-20=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-36=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-52=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+17=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+9=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+1=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-7=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-23=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-31=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-39=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-47=0$

$_A(-8,\,-5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+22=0$

$_A(-8,\,-5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-10=0$

$_A(-8,\,-5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-26=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+27=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+19=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+11=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+3=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-5=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-13=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-29=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-37=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+32=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+16=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-16=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-32=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+37=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+29=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+13=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+5=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-11=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-19=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-10=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-18=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-26=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-34=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-42=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-50=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-58=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-66=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+4=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-12=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-28=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-44=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-60=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+10=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+2=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-14=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-22=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-38=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-46=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+16=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-16=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-32=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-48=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+22=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+14=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+6=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-2=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-18=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-26=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-34=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-42=0$

$_A(-8,\,-6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+28=0$

$_A(-8,\,-6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-4=0$

$_A(-8,\,-6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-20=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+34=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+26=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+18=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+10=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+2=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-6=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-22=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-30=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+40=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+24=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+8=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-8=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-24=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+46=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+38=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+22=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+14=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-2=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-10=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-17=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-25=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-33=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-41=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-49=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-57=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-65=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+6=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-10=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-26=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-42=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-58=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+13=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+5=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-11=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-19=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-35=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-43=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+20=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+4=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-12=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-28=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-44=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+27=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+19=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+11=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+3=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-13=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-21=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-29=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-37=0$

$_A(-8,\,-7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+34=0$

$_A(-8,\,-7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+2=0$

$_A(-8,\,-7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-14=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+41=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+33=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+25=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+17=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+9=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+1=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-15=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-23=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+48=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+32=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+16=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-16=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+55=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+47=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+31=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+23=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+7=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-1=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-16=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-24=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-32=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-40=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-48=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-56=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-64=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+8=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-24=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-40=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-56=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+16=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+8=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-16=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-32=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-40=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+24=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+8=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-24=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-40=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+32=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+24=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+16=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+8=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-16=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-24=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-32=0$

$_A(-8,\,-8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+8=0$

$_A(-8,\,-8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+48=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+32=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+24=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+16=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+8=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-16=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+24=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+8=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-8=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+64=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+32=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+16=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+8=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-15=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-23=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-31=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-39=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-47=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-55=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-63=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y+10=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-6=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-22=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-38=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-54=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y+19=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y+11=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-5=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-13=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-29=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-37=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y+28=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y+12=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-4=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-20=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-36=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y+37=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y+29=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y+21=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y+13=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-3=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-11=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-19=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-27=0$

$_A(-8,\,-9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y+46=0$

$_A(-8,\,-9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y+14=0$

$_A(-8,\,-9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-2=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y+55=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y+47=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y+39=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y+31=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y+23=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y+15=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-1=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-9=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y+64=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y+48=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y+32=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y+16=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y+73=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y+65=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y+49=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y+41=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y+25=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y+17=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+2=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+4=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+6=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+8=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+9=0$

$_A(-1,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+10=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+3=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+9=0$

$_A(-1,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+4=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+8=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+10=0$

$_A(-1,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+5=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+9=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+13=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+6=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+8=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+9=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+12=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+13=0$

$_A(-1,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+14=0$

$_A(-1,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+7=0$

$_A(-1,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+13=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+8=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+9=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+10=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+12=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+13=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+15=0$

$_A(-1,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+16=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+9=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+13=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+15=0$

$_A(-1,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+17=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+10=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+11=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+13=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+14=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+16=0$

$_A(-1,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+17=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+4=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+5=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+6=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+7=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+8=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+9=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+10=0$

$_A(-1,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+5=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+7=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+9=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+7=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+8=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+10=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+14=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+9=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+15=0$

$_A(-1,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+17=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+11=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+12=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+14=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+16=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+17=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+18=0$

$_A(-1,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+19=0$

$_A(-1,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+13=0$

$_A(-1,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+17=0$

$_A(-1,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+19=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+15=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+16=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+17=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+18=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+19=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+20=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+22=0$

$_A(-1,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+23=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+17=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+19=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+21=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+23=0$

$_A(-1,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+25=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+19=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+20=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+22=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+23=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+25=0$

$_A(-1,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+26=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+6=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+7=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+8=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+9=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+10=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+11=0$

$_A(-1,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+12=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+7=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+9=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+11=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+13=0$

$_A(-1,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+15=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+10=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+11=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+13=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+14=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+16=0$

$_A(-1,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+17=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+13=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+15=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+17=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+19=0$

$_A(-1,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+21=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+16=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+17=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+18=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+19=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+21=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+22=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+23=0$

$_A(-1,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+24=0$

$_A(-1,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+19=0$

$_A(-1,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+23=0$

$_A(-1,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+25=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+22=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+23=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+24=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+25=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+26=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+27=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+29=0$

$_A(-1,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+30=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+25=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+27=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+29=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+31=0$

$_A(-1,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+33=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+28=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+29=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+31=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+32=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+34=0$

$_A(-1,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+35=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+6=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+7=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+8=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+9=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+10=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+11=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+12=0$

$_A(-1,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+13=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+11=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+13=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+15=0$

$_A(-1,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+17=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+13=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+14=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+16=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+17=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+19=0$

$_A(-1,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+20=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+17=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+19=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+21=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+23=0$

$_A(-1,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+25=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+21=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+22=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+23=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+24=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+26=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+27=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+28=0$

$_A(-1,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+29=0$

$_A(-1,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+25=0$

$_A(-1,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+29=0$

$_A(-1,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+31=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+29=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+30=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+31=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+32=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+33=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+34=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+36=0$

$_A(-1,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+37=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+33=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+35=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+37=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+39=0$

$_A(-1,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+41=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+37=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+38=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+40=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+41=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+43=0$

$_A(-1,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+44=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+8=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+9=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+10=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+11=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+12=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+13=0$

$_A(-1,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+14=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+13=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+15=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+17=0$

$_A(-1,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+19=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+16=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+17=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+19=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+20=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+22=0$

$_A(-1,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+23=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+21=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+23=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+25=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+27=0$

$_A(-1,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+29=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+26=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+27=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+28=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+29=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+31=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+32=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+33=0$

$_A(-1,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+34=0$

$_A(-1,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+31=0$

$_A(-1,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+35=0$

$_A(-1,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+37=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+36=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+37=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+38=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+39=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+40=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+41=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+43=0$

$_A(-1,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+44=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+41=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+43=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+45=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+47=0$

$_A(-1,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+49=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+46=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+47=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+49=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+50=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+52=0$

$_A(-1,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+53=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+8=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+9=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+10=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+11=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+12=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+13=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+14=0$

$_A(-1,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+15=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+13=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+15=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+17=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+19=0$

$_A(-1,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+21=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+19=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+20=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+22=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+23=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+25=0$

$_A(-1,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+26=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+25=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+27=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+29=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+31=0$

$_A(-1,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+33=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+31=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+32=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+33=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+34=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+36=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+37=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+38=0$

$_A(-1,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+39=0$

$_A(-1,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+37=0$

$_A(-1,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+41=0$

$_A(-1,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+43=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+43=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+44=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+45=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+46=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+47=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+48=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+50=0$

$_A(-1,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+51=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+49=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+51=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+53=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+55=0$

$_A(-1,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+57=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+55=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+56=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+58=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+59=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+61=0$

$_A(-1,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+62=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+10=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+11=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+12=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+13=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+14=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+15=0$

$_A(-1,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+16=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+15=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+17=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+19=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+21=0$

$_A(-1,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+23=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+22=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+23=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+25=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+26=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+28=0$

$_A(-1,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+29=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+29=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+31=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+33=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+35=0$

$_A(-1,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+37=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+36=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+37=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+38=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+39=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+41=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+42=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+43=0$

$_A(-1,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+44=0$

$_A(-1,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+43=0$

$_A(-1,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+47=0$

$_A(-1,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+49=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+50=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+51=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+52=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+53=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+54=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+55=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+57=0$

$_A(-1,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+58=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+57=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+59=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+61=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+63=0$

$_A(-1,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+65=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+64=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+65=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+67=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+68=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+70=0$

$_A(-1,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+71=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+10=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+11=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+12=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+13=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+14=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+15=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+16=0$

$_A(-1,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+17=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+17=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+19=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+21=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+23=0$

$_A(-1,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+25=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+25=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+26=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+28=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+29=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+31=0$

$_A(-1,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+32=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+33=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+35=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+37=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+39=0$

$_A(-1,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+41=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+41=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+42=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+43=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+44=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+46=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+47=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+48=0$

$_A(-1,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+49=0$

$_A(-1,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+49=0$

$_A(-1,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+53=0$

$_A(-1,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+55=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+57=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+58=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+59=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+60=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+61=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+62=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+64=0$

$_A(-1,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+65=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+65=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+67=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+69=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+71=0$

$_A(-1,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+73=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+73=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+74=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+76=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+77=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+79=0$

$_A(-1,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+80=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+12=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+13=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+14=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+15=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+16=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+17=0$

$_A(-1,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+18=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+19=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+21=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+23=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+25=0$

$_A(-1,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+27=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+28=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+29=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+31=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+32=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+34=0$

$_A(-1,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+35=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+37=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+39=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+41=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+43=0$

$_A(-1,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+45=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+46=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+47=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+48=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+49=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+51=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+52=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+53=0$

$_A(-1,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+54=0$

$_A(-1,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+55=0$

$_A(-1,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+59=0$

$_A(-1,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+61=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+64=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+65=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+66=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+67=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+68=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+69=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+71=0$

$_A(-1,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+72=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+73=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+75=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+77=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+79=0$

$_A(-1,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+81=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+82=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+83=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+85=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+86=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+88=0$

$_A(-1,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+89=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+3=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+7=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+9=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+11=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+13=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+15=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+17=0$

$_A(-2,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+19=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+4=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+8=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+12=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+16=0$

$_A(-2,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+20=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+5=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+7=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+11=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+13=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+17=0$

$_A(-2,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+19=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+6=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+10=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+14=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+18=0$

$_A(-2,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+22=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+7=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+9=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+11=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+13=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+17=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+19=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+21=0$

$_A(-2,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+23=0$

$_A(-2,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+8=0$

$_A(-2,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+16=0$

$_A(-2,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+20=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+9=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+11=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+13=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+15=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+17=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+19=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+23=0$

$_A(-2,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+25=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+10=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+14=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+18=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+22=0$

$_A(-2,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+26=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+11=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+13=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+17=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+19=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+23=0$

$_A(-2,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+25=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+6=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+8=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+12=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+16=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+18=0$

$_A(-2,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+20=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+6=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+18=0$

$_A(-2,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+8=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+16=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+20=0$

$_A(-2,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+10=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+18=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+26=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+12=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+16=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+18=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+24=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+26=0$

$_A(-2,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+28=0$

$_A(-2,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+14=0$

$_A(-2,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+26=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+16=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+18=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+20=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+24=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+26=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+30=0$

$_A(-2,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+32=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+18=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+26=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+30=0$

$_A(-2,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+34=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+20=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+22=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+26=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+28=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+32=0$

$_A(-2,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+34=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+9=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+11=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+13=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+15=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+17=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+19=0$

$_A(-2,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+21=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+8=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+12=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+16=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+20=0$

$_A(-2,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+24=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+11=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+13=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+17=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+19=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+23=0$

$_A(-2,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+25=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+14=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+18=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+22=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+26=0$

$_A(-2,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+30=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+17=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+19=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+21=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+23=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+27=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+29=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+31=0$

$_A(-2,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+33=0$

$_A(-2,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+20=0$

$_A(-2,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+28=0$

$_A(-2,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+32=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+23=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+25=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+27=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+29=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+31=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+33=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+37=0$

$_A(-2,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+39=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+26=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+30=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+34=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+38=0$

$_A(-2,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+42=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+29=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+31=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+35=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+37=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+41=0$

$_A(-2,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+43=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+8=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+10=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+12=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+14=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+16=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+18=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+20=0$

$_A(-2,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+14=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+18=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+14=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+16=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+20=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+28=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+18=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+30=0$

$_A(-2,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+34=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+22=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+24=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+28=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+32=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+34=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+36=0$

$_A(-2,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+38=0$

$_A(-2,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+26=0$

$_A(-2,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+34=0$

$_A(-2,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+38=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+30=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+32=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+34=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+36=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+38=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+40=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+44=0$

$_A(-2,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+46=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+34=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+38=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+42=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+46=0$

$_A(-2,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+50=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+38=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+40=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+44=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+46=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+50=0$

$_A(-2,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+52=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+11=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+13=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+15=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+17=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+19=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+21=0$

$_A(-2,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+23=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+12=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+16=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+20=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+24=0$

$_A(-2,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+28=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+17=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+19=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+23=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+25=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+29=0$

$_A(-2,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+31=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+22=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+26=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+30=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+34=0$

$_A(-2,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+38=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+27=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+29=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+31=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+33=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+37=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+39=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+41=0$

$_A(-2,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+43=0$

$_A(-2,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+32=0$

$_A(-2,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+40=0$

$_A(-2,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+44=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+37=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+39=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+41=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+43=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+45=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+47=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+51=0$

$_A(-2,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+53=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+42=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+46=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+50=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+54=0$

$_A(-2,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+58=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+47=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+49=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+53=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+55=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+59=0$

$_A(-2,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+61=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+10=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+12=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+14=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+16=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+18=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+20=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+22=0$

$_A(-2,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+24=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+14=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+18=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+22=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+26=0$

$_A(-2,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+30=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+20=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+22=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+26=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+28=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+32=0$

$_A(-2,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+34=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+26=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+30=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+34=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+38=0$

$_A(-2,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+42=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+32=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+34=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+36=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+38=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+42=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+44=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+46=0$

$_A(-2,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+48=0$

$_A(-2,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+38=0$

$_A(-2,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+46=0$

$_A(-2,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+50=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+44=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+46=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+48=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+50=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+52=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+54=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+58=0$

$_A(-2,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+60=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+50=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+54=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+58=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+62=0$

$_A(-2,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+66=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+56=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+58=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+62=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+64=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+68=0$

$_A(-2,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+70=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+13=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+15=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+17=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+19=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+21=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+23=0$

$_A(-2,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+25=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+16=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+20=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+24=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+28=0$

$_A(-2,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+32=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+23=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+25=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+29=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+31=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+35=0$

$_A(-2,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+37=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+30=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+34=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+38=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+42=0$

$_A(-2,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+46=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+37=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+39=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+41=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+43=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+47=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+49=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+51=0$

$_A(-2,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+53=0$

$_A(-2,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+44=0$

$_A(-2,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+52=0$

$_A(-2,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+56=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+51=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+53=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+55=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+57=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+59=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+61=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+65=0$

$_A(-2,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+67=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+58=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+62=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+66=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+70=0$

$_A(-2,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+74=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+65=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+67=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+71=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+73=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+77=0$

$_A(-2,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+79=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+12=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+14=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+16=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+18=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+20=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+22=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+24=0$

$_A(-2,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+26=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+18=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+22=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+26=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+30=0$

$_A(-2,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+34=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+26=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+28=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+32=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+34=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+38=0$

$_A(-2,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+40=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+34=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+38=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+42=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+46=0$

$_A(-2,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+50=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+42=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+44=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+46=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+48=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+52=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+54=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+56=0$

$_A(-2,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+58=0$

$_A(-2,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+50=0$

$_A(-2,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+58=0$

$_A(-2,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+62=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+58=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+60=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+62=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+64=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+66=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+68=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+72=0$

$_A(-2,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+74=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+66=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+70=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+74=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+78=0$

$_A(-2,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+82=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+74=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+76=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+80=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+82=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+86=0$

$_A(-2,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+88=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+13=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+15=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+17=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+19=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+21=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+23=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+25=0$

$_A(-2,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+27=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+20=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+24=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+28=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+32=0$

$_A(-2,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+36=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+29=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+31=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+35=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+37=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+41=0$

$_A(-2,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+43=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+38=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+42=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+46=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+50=0$

$_A(-2,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+54=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+47=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+49=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+51=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+53=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+57=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+59=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+61=0$

$_A(-2,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+63=0$

$_A(-2,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+56=0$

$_A(-2,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+64=0$

$_A(-2,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+68=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+65=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+67=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+69=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+71=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+73=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+75=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+79=0$

$_A(-2,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+81=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+74=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+78=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+82=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+86=0$

$_A(-2,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+90=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+83=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+85=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+89=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+91=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+95=0$

$_A(-2,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+97=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+4=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+10=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+13=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+16=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+19=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+22=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+25=0$

$_A(-3,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+28=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+5=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+11=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+17=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+23=0$

$_A(-3,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+29=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+6=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+9=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+15=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+18=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+24=0$

$_A(-3,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+27=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+7=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+13=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+19=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+25=0$

$_A(-3,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+31=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+8=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+11=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+14=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+17=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+23=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+26=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+29=0$

$_A(-3,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+32=0$

$_A(-3,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+9=0$

$_A(-3,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+21=0$

$_A(-3,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+27=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+10=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+13=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+16=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+19=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+22=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+25=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+31=0$

$_A(-3,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+34=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+11=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+17=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+23=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+29=0$

$_A(-3,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+35=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+12=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+15=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+21=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+24=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+30=0$

$_A(-3,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+33=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+8=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+11=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+14=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+17=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+20=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+23=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+26=0$

$_A(-3,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+29=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+7=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+13=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+19=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+25=0$

$_A(-3,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+31=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+9=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+12=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+18=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+21=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+27=0$

$_A(-3,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+30=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+11=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+17=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+23=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+29=0$

$_A(-3,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+35=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+13=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+16=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+19=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+22=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+28=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+31=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+34=0$

$_A(-3,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+37=0$

$_A(-3,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+15=0$

$_A(-3,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+27=0$

$_A(-3,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+33=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+17=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+20=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+23=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+26=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+29=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+32=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+38=0$

$_A(-3,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+41=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+19=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+25=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+31=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+37=0$

$_A(-3,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+43=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+21=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+24=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+30=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+33=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+39=0$

$_A(-3,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+42=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+12=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+18=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+24=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+27=0$

$_A(-3,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+30=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+27=0$

$_A(-3,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+12=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+24=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+30=0$

$_A(-3,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+15=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+27=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+39=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+18=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+24=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+27=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+36=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+39=0$

$_A(-3,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+42=0$

$_A(-3,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+21=0$

$_A(-3,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+39=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+24=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+27=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+30=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+36=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+39=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+45=0$

$_A(-3,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+48=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+27=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+39=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+45=0$

$_A(-3,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+51=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+30=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+33=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+39=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+42=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+48=0$

$_A(-3,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+51=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+10=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+13=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+16=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+19=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+22=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+25=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+28=0$

$_A(-3,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+31=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+17=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+23=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+29=0$

$_A(-3,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+35=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+15=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+18=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+24=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+27=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+33=0$

$_A(-3,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+36=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+19=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+25=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+31=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+37=0$

$_A(-3,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+43=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+23=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+26=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+29=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+32=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+38=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+41=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+44=0$

$_A(-3,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+47=0$

$_A(-3,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+27=0$

$_A(-3,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+39=0$

$_A(-3,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+45=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+31=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+34=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+37=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+40=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+43=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+46=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+52=0$

$_A(-3,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+55=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+35=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+41=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+47=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+53=0$

$_A(-3,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+59=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+39=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+42=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+48=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+51=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+57=0$

$_A(-3,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+60=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+14=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+17=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+20=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+23=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+26=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+29=0$

$_A(-3,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+32=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+13=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+19=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+25=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+31=0$

$_A(-3,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+37=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+18=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+21=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+27=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+30=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+36=0$

$_A(-3,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+39=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+23=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+29=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+35=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+41=0$

$_A(-3,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+47=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+28=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+31=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+34=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+37=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+43=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+46=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+49=0$

$_A(-3,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+52=0$

$_A(-3,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+33=0$

$_A(-3,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+45=0$

$_A(-3,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+51=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+38=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+41=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+44=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+47=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+50=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+53=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+59=0$

$_A(-3,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+62=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+43=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+49=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+55=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+61=0$

$_A(-3,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+67=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+48=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+51=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+57=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+60=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+66=0$

$_A(-3,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+69=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+12=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+15=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+18=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+24=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+27=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+30=0$

$_A(-3,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+15=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+27=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+21=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+24=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+30=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+42=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+27=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+45=0$

$_A(-3,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+51=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+33=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+36=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+42=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+48=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+51=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+54=0$

$_A(-3,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+57=0$

$_A(-3,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+39=0$

$_A(-3,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+51=0$

$_A(-3,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+57=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+45=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+48=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+51=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+54=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+57=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+60=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+66=0$

$_A(-3,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+69=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+51=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+57=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+63=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+69=0$

$_A(-3,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+75=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+57=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+60=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+66=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+69=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+75=0$

$_A(-3,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+78=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+13=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+16=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+19=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+22=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+25=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+28=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+31=0$

$_A(-3,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+34=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+17=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+23=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+29=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+35=0$

$_A(-3,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+41=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+24=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+27=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+33=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+36=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+42=0$

$_A(-3,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+45=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+31=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+37=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+43=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+49=0$

$_A(-3,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+55=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+38=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+41=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+44=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+47=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+53=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+56=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+59=0$

$_A(-3,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+62=0$

$_A(-3,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+45=0$

$_A(-3,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+57=0$

$_A(-3,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+63=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+52=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+55=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+58=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+61=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+64=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+67=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+73=0$

$_A(-3,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+76=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+59=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+65=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+71=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+77=0$

$_A(-3,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+83=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+66=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+69=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+75=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+78=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+84=0$

$_A(-3,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+87=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+14=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+17=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+20=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+23=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+26=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+29=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+32=0$

$_A(-3,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+35=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+19=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+25=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+31=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+37=0$

$_A(-3,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+43=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+27=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+30=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+36=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+39=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+45=0$

$_A(-3,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+48=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+35=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+41=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+47=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+53=0$

$_A(-3,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+59=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+43=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+46=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+49=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+52=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+58=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+61=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+64=0$

$_A(-3,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+67=0$

$_A(-3,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+51=0$

$_A(-3,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+63=0$

$_A(-3,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+69=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+59=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+62=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+65=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+68=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+71=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+74=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+80=0$

$_A(-3,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+83=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+67=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+73=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+79=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+85=0$

$_A(-3,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+91=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+75=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+78=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+84=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+87=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+93=0$

$_A(-3,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+96=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+15=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+18=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+21=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+24=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+27=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+30=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+33=0$

$_A(-3,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+36=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+21=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+27=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+33=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+39=0$

$_A(-3,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+45=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+30=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+33=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+39=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+42=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+48=0$

$_A(-3,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+51=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+39=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+45=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+51=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+57=0$

$_A(-3,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+63=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+48=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+51=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+54=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+57=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+63=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+66=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+69=0$

$_A(-3,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+72=0$

$_A(-3,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+57=0$

$_A(-3,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+69=0$

$_A(-3,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+75=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+66=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+69=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+72=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+75=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+78=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+81=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+87=0$

$_A(-3,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+90=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+75=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+81=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+87=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+93=0$

$_A(-3,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+99=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+84=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+87=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+93=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+96=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+102=0$

$_A(-3,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+105=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+5=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+13=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+17=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+21=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+25=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+29=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+33=0$

$_A(-4,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+37=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+6=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+14=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+22=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+30=0$

$_A(-4,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+38=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+7=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+11=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+19=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+23=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+31=0$

$_A(-4,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+35=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+8=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+16=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+24=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+32=0$

$_A(-4,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+40=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+9=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+13=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+17=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+21=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+29=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+33=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+37=0$

$_A(-4,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+41=0$

$_A(-4,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+10=0$

$_A(-4,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+26=0$

$_A(-4,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+34=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+11=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+15=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+19=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+23=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+27=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+31=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+39=0$

$_A(-4,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+43=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+12=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+20=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+28=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+36=0$

$_A(-4,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+44=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+13=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+17=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+25=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+29=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+37=0$

$_A(-4,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+41=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+10=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+14=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+18=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+22=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+26=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+30=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+34=0$

$_A(-4,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+38=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+8=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+16=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+24=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+32=0$

$_A(-4,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+40=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+10=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+14=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+22=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+26=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+34=0$

$_A(-4,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+38=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+12=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+20=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+28=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+36=0$

$_A(-4,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+44=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+14=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+18=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+22=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+26=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+34=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+38=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+42=0$

$_A(-4,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+46=0$

$_A(-4,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+16=0$

$_A(-4,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+32=0$

$_A(-4,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+40=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+18=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+22=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+26=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+30=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+34=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+38=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+46=0$

$_A(-4,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+50=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+20=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+28=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+36=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+44=0$

$_A(-4,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+52=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+22=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+26=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+34=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+38=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+46=0$

$_A(-4,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+50=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+15=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+19=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+23=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+27=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+31=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+35=0$

$_A(-4,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+39=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+18=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+26=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+34=0$

$_A(-4,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+42=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+13=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+17=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+25=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+29=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+37=0$

$_A(-4,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+41=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+16=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+24=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+32=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+40=0$

$_A(-4,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+48=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+19=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+23=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+27=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+31=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+39=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+43=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+47=0$

$_A(-4,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+51=0$

$_A(-4,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+22=0$

$_A(-4,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+38=0$

$_A(-4,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+46=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+25=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+29=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+33=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+37=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+41=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+45=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+53=0$

$_A(-4,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+57=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+28=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+36=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+44=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+52=0$

$_A(-4,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+60=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+31=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+35=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+43=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+47=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+55=0$

$_A(-4,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+59=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+12=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+16=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+24=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+32=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+36=0$

$_A(-4,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+40=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+12=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+36=0$

$_A(-4,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+16=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+32=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+40=0$

$_A(-4,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+20=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+36=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+52=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+24=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+32=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+36=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+48=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+52=0$

$_A(-4,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+56=0$

$_A(-4,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+28=0$

$_A(-4,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+52=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+32=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+36=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+40=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+48=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+52=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+60=0$

$_A(-4,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+64=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+36=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+52=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+60=0$

$_A(-4,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+68=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+40=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+44=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+52=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+56=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+64=0$

$_A(-4,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+68=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+13=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+17=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+21=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+25=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+29=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+33=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+37=0$

$_A(-4,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+41=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+14=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+22=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+30=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+38=0$

$_A(-4,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+46=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+19=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+23=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+31=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+35=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+43=0$

$_A(-4,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+47=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+24=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+32=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+40=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+48=0$

$_A(-4,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+56=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+29=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+33=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+37=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+41=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+49=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+53=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+57=0$

$_A(-4,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+61=0$

$_A(-4,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+34=0$

$_A(-4,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+50=0$

$_A(-4,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+58=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+39=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+43=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+47=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+51=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+55=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+59=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+67=0$

$_A(-4,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+71=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+44=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+52=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+60=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+68=0$

$_A(-4,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+76=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+49=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+53=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+61=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+65=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+73=0$

$_A(-4,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+77=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+14=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+18=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+22=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+26=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+30=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+34=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+38=0$

$_A(-4,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+42=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+16=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+24=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+32=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+40=0$

$_A(-4,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+48=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+22=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+26=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+34=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+38=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+46=0$

$_A(-4,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+50=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+28=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+36=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+44=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+52=0$

$_A(-4,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+60=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+34=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+38=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+42=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+46=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+54=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+58=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+62=0$

$_A(-4,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+66=0$

$_A(-4,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+40=0$

$_A(-4,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+56=0$

$_A(-4,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+64=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+46=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+50=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+54=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+58=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+62=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+66=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+74=0$

$_A(-4,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+78=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+52=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+60=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+68=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+76=0$

$_A(-4,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+84=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+58=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+62=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+70=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+74=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+82=0$

$_A(-4,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+86=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+15=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+19=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+23=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+27=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+31=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+35=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+39=0$

$_A(-4,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+43=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+18=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+26=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+34=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+42=0$

$_A(-4,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+50=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+25=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+29=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+37=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+41=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+49=0$

$_A(-4,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+53=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+32=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+40=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+48=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+56=0$

$_A(-4,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+64=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+39=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+43=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+47=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+51=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+59=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+63=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+67=0$

$_A(-4,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+71=0$

$_A(-4,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+46=0$

$_A(-4,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+62=0$

$_A(-4,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+70=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+53=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+57=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+61=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+65=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+69=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+73=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+81=0$

$_A(-4,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+85=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+60=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+68=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+76=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+84=0$

$_A(-4,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+92=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+67=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+71=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+79=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+83=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+91=0$

$_A(-4,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+95=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+16=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+20=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+24=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+28=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+32=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+36=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+40=0$

$_A(-4,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+20=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+28=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+36=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+28=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+32=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+40=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+56=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+36=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+60=0$

$_A(-4,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+68=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+44=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+48=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+56=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+64=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+68=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+72=0$

$_A(-4,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+76=0$

$_A(-4,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+52=0$

$_A(-4,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+68=0$

$_A(-4,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+76=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+60=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+64=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+68=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+72=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+76=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+80=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+88=0$

$_A(-4,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+92=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+68=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+76=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+84=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+92=0$

$_A(-4,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+100=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+76=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+80=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+88=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+92=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+100=0$

$_A(-4,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+104=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+17=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+21=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+25=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+29=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+33=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+37=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+41=0$

$_A(-4,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+45=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+22=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+30=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+38=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+46=0$

$_A(-4,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+54=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+31=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+35=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+43=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+47=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+55=0$

$_A(-4,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+59=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+40=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+48=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+56=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+64=0$

$_A(-4,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+72=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+49=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+53=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+57=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+61=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+69=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+73=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+77=0$

$_A(-4,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+81=0$

$_A(-4,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+58=0$

$_A(-4,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+74=0$

$_A(-4,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+82=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+67=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+71=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+75=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+79=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+83=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+87=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+95=0$

$_A(-4,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+99=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+76=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+84=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+92=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+100=0$

$_A(-4,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+108=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+85=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+89=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+97=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+101=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+109=0$

$_A(-4,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+113=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+6=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+16=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+21=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+26=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+31=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+36=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+41=0$

$_A(-5,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+46=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+7=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+17=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+27=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+37=0$

$_A(-5,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+47=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+8=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+13=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+23=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+28=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+38=0$

$_A(-5,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+43=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+9=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+19=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+29=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+39=0$

$_A(-5,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+49=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+10=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+15=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+20=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+25=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+35=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+40=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+45=0$

$_A(-5,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+50=0$

$_A(-5,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+11=0$

$_A(-5,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+31=0$

$_A(-5,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+41=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+12=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+17=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+22=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+27=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+32=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+37=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+47=0$

$_A(-5,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+52=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+13=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+23=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+33=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+43=0$

$_A(-5,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+53=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+14=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+19=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+29=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+34=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+44=0$

$_A(-5,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+49=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+12=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+17=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+22=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+27=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+32=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+37=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+42=0$

$_A(-5,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+47=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+19=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+29=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+39=0$

$_A(-5,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+49=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+11=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+16=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+26=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+31=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+41=0$

$_A(-5,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+46=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+13=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+23=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+33=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+43=0$

$_A(-5,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+53=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+15=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+20=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+25=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+30=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+40=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+45=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+50=0$

$_A(-5,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+55=0$

$_A(-5,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+17=0$

$_A(-5,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+37=0$

$_A(-5,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+47=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+19=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+24=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+29=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+34=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+39=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+44=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+54=0$

$_A(-5,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+59=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+21=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+31=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+41=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+51=0$

$_A(-5,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+61=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+23=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+28=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+38=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+43=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+53=0$

$_A(-5,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+58=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+13=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+18=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+23=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+28=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+33=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+38=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+43=0$

$_A(-5,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+48=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+21=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+31=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+41=0$

$_A(-5,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+51=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+14=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+19=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+29=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+34=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+44=0$

$_A(-5,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+49=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+17=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+27=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+37=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+47=0$

$_A(-5,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+57=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+20=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+25=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+30=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+35=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+45=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+50=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+55=0$

$_A(-5,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+60=0$

$_A(-5,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+23=0$

$_A(-5,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+43=0$

$_A(-5,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+53=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+26=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+31=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+36=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+41=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+46=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+51=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+61=0$

$_A(-5,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+66=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+29=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+39=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+49=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+59=0$

$_A(-5,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+69=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+32=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+37=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+47=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+52=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+62=0$

$_A(-5,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+67=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+14=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+19=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+24=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+29=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+34=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+39=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+44=0$

$_A(-5,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+49=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+13=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+23=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+33=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+43=0$

$_A(-5,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+53=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+17=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+22=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+32=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+37=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+47=0$

$_A(-5,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+52=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+21=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+31=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+41=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+51=0$

$_A(-5,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+61=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+25=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+30=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+35=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+40=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+50=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+55=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+60=0$

$_A(-5,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+65=0$

$_A(-5,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+29=0$

$_A(-5,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+49=0$

$_A(-5,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+59=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+33=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+38=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+43=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+48=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+53=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+58=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+68=0$

$_A(-5,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+73=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+37=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+47=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+57=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+67=0$

$_A(-5,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+77=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+41=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+46=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+56=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+61=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+71=0$

$_A(-5,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+76=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+15=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+20=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+30=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+40=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+45=0$

$_A(-5,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+50=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+15=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+45=0$

$_A(-5,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+20=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+40=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+50=0$

$_A(-5,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+25=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+45=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+65=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+30=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+40=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+45=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+60=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+65=0$

$_A(-5,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+70=0$

$_A(-5,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+35=0$

$_A(-5,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+65=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+40=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+45=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+50=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+60=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+65=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+75=0$

$_A(-5,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+80=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+45=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+65=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+75=0$

$_A(-5,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+85=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+50=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+55=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+65=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+70=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+80=0$

$_A(-5,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+85=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+16=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+21=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+26=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+31=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+36=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+41=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+46=0$

$_A(-5,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+51=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+17=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+27=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+37=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+47=0$

$_A(-5,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+57=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+23=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+28=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+38=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+43=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+53=0$

$_A(-5,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+58=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+29=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+39=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+49=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+59=0$

$_A(-5,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+69=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+35=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+40=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+45=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+50=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+60=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+65=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+70=0$

$_A(-5,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+75=0$

$_A(-5,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+41=0$

$_A(-5,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+61=0$

$_A(-5,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+71=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+47=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+52=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+57=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+62=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+67=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+72=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+82=0$

$_A(-5,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+87=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+53=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+63=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+73=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+83=0$

$_A(-5,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+93=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+59=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+64=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+74=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+79=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+89=0$

$_A(-5,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+94=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+17=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+22=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+27=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+32=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+37=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+42=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+47=0$

$_A(-5,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+52=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+19=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+29=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+39=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+49=0$

$_A(-5,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+59=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+26=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+31=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+41=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+46=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+56=0$

$_A(-5,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+61=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+33=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+43=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+53=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+63=0$

$_A(-5,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+73=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+40=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+45=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+50=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+55=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+65=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+70=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+75=0$

$_A(-5,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+80=0$

$_A(-5,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+47=0$

$_A(-5,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+67=0$

$_A(-5,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+77=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+54=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+59=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+64=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+69=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+74=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+79=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+89=0$

$_A(-5,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+94=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+61=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+71=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+81=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+91=0$

$_A(-5,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+101=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+68=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+73=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+83=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+88=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+98=0$

$_A(-5,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+103=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+18=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+23=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+28=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+33=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+38=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+43=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+48=0$

$_A(-5,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+53=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+21=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+31=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+41=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+51=0$

$_A(-5,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+61=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+29=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+34=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+44=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+49=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+59=0$

$_A(-5,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+64=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+37=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+47=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+57=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+67=0$

$_A(-5,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+77=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+45=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+50=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+55=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+60=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+70=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+75=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+80=0$

$_A(-5,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+85=0$

$_A(-5,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+53=0$

$_A(-5,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+73=0$

$_A(-5,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+83=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+61=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+66=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+71=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+76=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+81=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+86=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+96=0$

$_A(-5,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+101=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+69=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+79=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+89=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+99=0$

$_A(-5,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+109=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+77=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+82=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+92=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+97=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+107=0$

$_A(-5,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+112=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+19=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+24=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+29=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+34=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+39=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+44=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+49=0$

$_A(-5,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+54=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+23=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+33=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+43=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+53=0$

$_A(-5,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+63=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+32=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+37=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+47=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+52=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+62=0$

$_A(-5,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+67=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+41=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+51=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+61=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+71=0$

$_A(-5,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+81=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+50=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+55=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+60=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+65=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+75=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+80=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+85=0$

$_A(-5,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+90=0$

$_A(-5,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+59=0$

$_A(-5,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+79=0$

$_A(-5,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+89=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+68=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+73=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+78=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+83=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+88=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+93=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+103=0$

$_A(-5,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+108=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+77=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+87=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+97=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+107=0$

$_A(-5,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+117=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+86=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+91=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+101=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+106=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+116=0$

$_A(-5,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+121=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+7=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+13=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+19=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+25=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+31=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+37=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+43=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+49=0$

$_A(-6,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+55=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+8=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+20=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+32=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+44=0$

$_A(-6,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+56=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+9=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+15=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+27=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+33=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+45=0$

$_A(-6,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+51=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+10=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+22=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+34=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+46=0$

$_A(-6,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+58=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+11=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+17=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+23=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+29=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+41=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+47=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+53=0$

$_A(-6,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+59=0$

$_A(-6,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+12=0$

$_A(-6,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+36=0$

$_A(-6,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+48=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+13=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+19=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+25=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+31=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+37=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+43=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+55=0$

$_A(-6,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+61=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+14=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+26=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+38=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+50=0$

$_A(-6,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+62=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+15=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+21=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+33=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+39=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+51=0$

$_A(-6,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+57=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+14=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+20=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+26=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+32=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+38=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+44=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+50=0$

$_A(-6,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+56=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+22=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+34=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+46=0$

$_A(-6,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+58=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+12=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+18=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+30=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+36=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+48=0$

$_A(-6,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+54=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+14=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+26=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+38=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+50=0$

$_A(-6,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+62=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+16=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+22=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+28=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+34=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+46=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+52=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+58=0$

$_A(-6,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+64=0$

$_A(-6,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+18=0$

$_A(-6,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+42=0$

$_A(-6,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+54=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+20=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+26=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+32=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+38=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+44=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+50=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+62=0$

$_A(-6,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+68=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+22=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+34=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+46=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+58=0$

$_A(-6,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+70=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+24=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+30=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+42=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+48=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+60=0$

$_A(-6,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+66=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+15=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+21=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+27=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+33=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+39=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+45=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+51=0$

$_A(-6,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+57=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+12=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+24=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+36=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+48=0$

$_A(-6,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+60=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+15=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+21=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+33=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+39=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+51=0$

$_A(-6,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+57=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+18=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+30=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+42=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+54=0$

$_A(-6,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+66=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+21=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+27=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+33=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+39=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+51=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+57=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+63=0$

$_A(-6,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+69=0$

$_A(-6,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+24=0$

$_A(-6,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+48=0$

$_A(-6,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+60=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+27=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+33=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+39=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+45=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+51=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+57=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+69=0$

$_A(-6,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+75=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+30=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+42=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+54=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+66=0$

$_A(-6,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+78=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+33=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+39=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+51=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+57=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+69=0$

$_A(-6,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+75=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+16=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+22=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+28=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+34=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+40=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+46=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+52=0$

$_A(-6,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+58=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+14=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+26=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+38=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+50=0$

$_A(-6,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+62=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+18=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+24=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+36=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+42=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+54=0$

$_A(-6,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+60=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+22=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+34=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+46=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+58=0$

$_A(-6,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+70=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+26=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+32=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+38=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+44=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+56=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+62=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+68=0$

$_A(-6,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+74=0$

$_A(-6,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+30=0$

$_A(-6,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+54=0$

$_A(-6,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+66=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+34=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+40=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+46=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+52=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+58=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+64=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+76=0$

$_A(-6,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+82=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+38=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+50=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+62=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+74=0$

$_A(-6,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+86=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+42=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+48=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+60=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+66=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+78=0$

$_A(-6,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+84=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+17=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+23=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+29=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+35=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+41=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+47=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+53=0$

$_A(-6,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+59=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+16=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+28=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+40=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+52=0$

$_A(-6,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+64=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+21=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+27=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+39=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+45=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+57=0$

$_A(-6,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+63=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+26=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+38=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+50=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+62=0$

$_A(-6,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+74=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+31=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+37=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+43=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+49=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+61=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+67=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+73=0$

$_A(-6,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+79=0$

$_A(-6,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+36=0$

$_A(-6,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+60=0$

$_A(-6,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+72=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+41=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+47=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+53=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+59=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+65=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+71=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+83=0$

$_A(-6,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+89=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+46=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+58=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+70=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+82=0$

$_A(-6,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+94=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+51=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+57=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+69=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+75=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+87=0$

$_A(-6,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+93=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+18=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+24=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+36=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+48=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+54=0$

$_A(-6,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+60=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+18=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+54=0$

$_A(-6,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+24=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+48=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+60=0$

$_A(-6,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+30=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+54=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+78=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+36=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+48=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+54=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+72=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+78=0$

$_A(-6,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+84=0$

$_A(-6,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+42=0$

$_A(-6,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+78=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+48=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+54=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+60=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+72=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+78=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+90=0$

$_A(-6,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+96=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+54=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+78=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+90=0$

$_A(-6,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+102=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+60=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+66=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+78=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+84=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+96=0$

$_A(-6,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+102=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+19=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+25=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+31=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+37=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+43=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+49=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+55=0$

$_A(-6,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+61=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+20=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+32=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+44=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+56=0$

$_A(-6,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+68=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+27=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+33=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+45=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+51=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+63=0$

$_A(-6,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+69=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+34=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+46=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+58=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+70=0$

$_A(-6,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+82=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+41=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+47=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+53=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+59=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+71=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+77=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+83=0$

$_A(-6,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+89=0$

$_A(-6,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+48=0$

$_A(-6,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+72=0$

$_A(-6,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+84=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+55=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+61=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+67=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+73=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+79=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+85=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+97=0$

$_A(-6,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+103=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+62=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+74=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+86=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+98=0$

$_A(-6,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+110=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+69=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+75=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+87=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+93=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+105=0$

$_A(-6,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+111=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+20=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+26=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+32=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+38=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+44=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+50=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+56=0$

$_A(-6,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+62=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+22=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+34=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+46=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+58=0$

$_A(-6,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+70=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+30=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+36=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+48=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+54=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+66=0$

$_A(-6,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+72=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+38=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+50=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+62=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+74=0$

$_A(-6,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+86=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+46=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+52=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+58=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+64=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+76=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+82=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+88=0$

$_A(-6,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+94=0$

$_A(-6,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+54=0$

$_A(-6,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+78=0$

$_A(-6,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+90=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+62=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+68=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+74=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+80=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+86=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+92=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+104=0$

$_A(-6,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+110=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+70=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+82=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+94=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+106=0$

$_A(-6,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+118=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+78=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+84=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+96=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+102=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+114=0$

$_A(-6,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+120=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+21=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+27=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+33=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+39=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+45=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+51=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+57=0$

$_A(-6,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+63=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+24=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+36=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+48=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+60=0$

$_A(-6,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+72=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+33=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+39=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+51=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+57=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+69=0$

$_A(-6,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+75=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+42=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+54=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+66=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+78=0$

$_A(-6,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+90=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+51=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+57=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+63=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+69=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+81=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+87=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+93=0$

$_A(-6,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+99=0$

$_A(-6,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+60=0$

$_A(-6,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+84=0$

$_A(-6,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+96=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+69=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+75=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+81=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+87=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+93=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+99=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+111=0$

$_A(-6,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+117=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+78=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+90=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+102=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+114=0$

$_A(-6,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+126=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+87=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+93=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+105=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+111=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+123=0$

$_A(-6,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+129=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+8=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+15=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+22=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+29=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+36=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+43=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+50=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+57=0$

$_A(-7,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+64=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+9=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+23=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+37=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+51=0$

$_A(-7,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+65=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+10=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+17=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+31=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+38=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+52=0$

$_A(-7,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+59=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+11=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+25=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+39=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+53=0$

$_A(-7,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+67=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+12=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+19=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+26=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+33=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+47=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+54=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+61=0$

$_A(-7,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+68=0$

$_A(-7,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+13=0$

$_A(-7,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+41=0$

$_A(-7,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+55=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+14=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+21=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+28=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+35=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+42=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+49=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+63=0$

$_A(-7,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+70=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+15=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+29=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+43=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+57=0$

$_A(-7,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+71=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+16=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+23=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+37=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+44=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+58=0$

$_A(-7,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+65=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+16=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+23=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+30=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+37=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+44=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+51=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+58=0$

$_A(-7,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+65=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+11=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+25=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+39=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+53=0$

$_A(-7,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+67=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+13=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+20=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+34=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+41=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+55=0$

$_A(-7,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+62=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+15=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+29=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+43=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+57=0$

$_A(-7,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+71=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+17=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+24=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+31=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+38=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+52=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+59=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+66=0$

$_A(-7,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+73=0$

$_A(-7,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+19=0$

$_A(-7,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+47=0$

$_A(-7,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+61=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+21=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+28=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+35=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+42=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+49=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+56=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+70=0$

$_A(-7,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+77=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+23=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+37=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+51=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+65=0$

$_A(-7,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+79=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+25=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+32=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+46=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+53=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+67=0$

$_A(-7,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+74=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+17=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+24=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+31=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+38=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+45=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+52=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+59=0$

$_A(-7,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+66=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+13=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+27=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+41=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+55=0$

$_A(-7,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+69=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+16=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+23=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+37=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+44=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+58=0$

$_A(-7,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+65=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+19=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+33=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+47=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+61=0$

$_A(-7,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+75=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+22=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+29=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+36=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+43=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+57=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+64=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+71=0$

$_A(-7,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+78=0$

$_A(-7,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+25=0$

$_A(-7,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+53=0$

$_A(-7,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+67=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+28=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+35=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+42=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+49=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+56=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+63=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+77=0$

$_A(-7,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+84=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+31=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+45=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+59=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+73=0$

$_A(-7,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+87=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+34=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+41=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+55=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+62=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+76=0$

$_A(-7,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+83=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+18=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+25=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+32=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+39=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+46=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+53=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+60=0$

$_A(-7,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+67=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+15=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+29=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+43=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+57=0$

$_A(-7,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+71=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+19=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+26=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+40=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+47=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+61=0$

$_A(-7,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+68=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+23=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+37=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+51=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+65=0$

$_A(-7,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+79=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+27=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+34=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+41=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+48=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+62=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+69=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+76=0$

$_A(-7,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+83=0$

$_A(-7,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+31=0$

$_A(-7,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+59=0$

$_A(-7,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+73=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+35=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+42=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+49=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+56=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+63=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+70=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+84=0$

$_A(-7,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+91=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+39=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+53=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+67=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+81=0$

$_A(-7,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+95=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+43=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+50=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+64=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+71=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+85=0$

$_A(-7,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+92=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+19=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+26=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+33=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+40=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+47=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+54=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+61=0$

$_A(-7,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+68=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+17=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+31=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+45=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+59=0$

$_A(-7,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+73=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+22=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+29=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+43=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+50=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+64=0$

$_A(-7,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+71=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+27=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+41=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+55=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+69=0$

$_A(-7,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+83=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+32=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+39=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+46=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+53=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+67=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+74=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+81=0$

$_A(-7,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+88=0$

$_A(-7,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+37=0$

$_A(-7,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+65=0$

$_A(-7,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+79=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+42=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+49=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+56=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+63=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+70=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+77=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+91=0$

$_A(-7,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+98=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+47=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+61=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+75=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+89=0$

$_A(-7,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+103=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+52=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+59=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+73=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+80=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+94=0$

$_A(-7,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+101=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+20=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+27=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+34=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+41=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+48=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+55=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+62=0$

$_A(-7,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+69=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+19=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+33=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+47=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+61=0$

$_A(-7,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+75=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+25=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+32=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+46=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+53=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+67=0$

$_A(-7,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+74=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+31=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+45=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+59=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+73=0$

$_A(-7,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+87=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+37=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+44=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+51=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+58=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+72=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+79=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+86=0$

$_A(-7,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+93=0$

$_A(-7,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+43=0$

$_A(-7,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+71=0$

$_A(-7,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+85=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+49=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+56=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+63=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+70=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+77=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+84=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+98=0$

$_A(-7,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+105=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+55=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+69=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+83=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+97=0$

$_A(-7,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+111=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+61=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+68=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+82=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+89=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+103=0$

$_A(-7,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+110=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+21=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+28=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+42=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+56=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+63=0$

$_A(-7,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+70=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+21=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+63=0$

$_A(-7,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+28=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+56=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+70=0$

$_A(-7,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+35=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+63=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+91=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+42=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+56=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+63=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+84=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+91=0$

$_A(-7,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+98=0$

$_A(-7,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+49=0$

$_A(-7,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+91=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+56=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+63=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+70=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+84=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+91=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+105=0$

$_A(-7,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+112=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+63=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+91=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+105=0$

$_A(-7,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+119=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+70=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+77=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+91=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+98=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+112=0$

$_A(-7,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+119=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+22=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+29=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+36=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+43=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+50=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+57=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+64=0$

$_A(-7,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+71=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+23=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+37=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+51=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+65=0$

$_A(-7,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+79=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+31=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+38=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+52=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+59=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+73=0$

$_A(-7,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+80=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+39=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+53=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+67=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+81=0$

$_A(-7,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+95=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+47=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+54=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+61=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+68=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+82=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+89=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+96=0$

$_A(-7,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+103=0$

$_A(-7,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+55=0$

$_A(-7,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+83=0$

$_A(-7,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+97=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+63=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+70=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+77=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+84=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+91=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+98=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+112=0$

$_A(-7,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+119=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+71=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+85=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+99=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+113=0$

$_A(-7,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+127=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+79=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+86=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+100=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+107=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+121=0$

$_A(-7,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+128=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+23=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+30=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+37=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+44=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+51=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+58=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+65=0$

$_A(-7,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+72=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+25=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+39=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+53=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+67=0$

$_A(-7,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+81=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+34=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+41=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+55=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+62=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+76=0$

$_A(-7,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+83=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+43=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+57=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+71=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+85=0$

$_A(-7,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+99=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+52=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+59=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+66=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+73=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+87=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+94=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+101=0$

$_A(-7,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+108=0$

$_A(-7,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+61=0$

$_A(-7,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+89=0$

$_A(-7,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+103=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+70=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+77=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+84=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+91=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+98=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+105=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+119=0$

$_A(-7,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+126=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+79=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+93=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+107=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+121=0$

$_A(-7,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+135=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+88=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+95=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+109=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+116=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+130=0$

$_A(-7,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+137=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+9=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+17=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+25=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+33=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+41=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+49=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+57=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+65=0$

$_A(-8,\,-1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+73=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+10=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+26=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+42=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+58=0$

$_A(-8,\,-1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+74=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+11=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+19=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+35=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+43=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+59=0$

$_A(-8,\,-1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+67=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+12=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+28=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+44=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+60=0$

$_A(-8,\,-1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+76=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+13=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+21=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+29=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+37=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+53=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+61=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+69=0$

$_A(-8,\,-1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+77=0$

$_A(-8,\,-1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+14=0$

$_A(-8,\,-1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+46=0$

$_A(-8,\,-1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+62=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+15=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+23=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+31=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+39=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+47=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+55=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+71=0$

$_A(-8,\,-1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+79=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+16=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+32=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+48=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+64=0$

$_A(-8,\,-1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+80=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+17=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+25=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+41=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+49=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+65=0$

$_A(-8,\,-1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+73=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+18=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+26=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+34=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+42=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+50=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+58=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+66=0$

$_A(-8,\,-2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+74=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+12=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+28=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+44=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+60=0$

$_A(-8,\,-2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+76=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+14=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+22=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+38=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+46=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+62=0$

$_A(-8,\,-2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+70=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+16=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+32=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+48=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+64=0$

$_A(-8,\,-2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+80=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+18=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+26=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+34=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+42=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+58=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+66=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+74=0$

$_A(-8,\,-2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+82=0$

$_A(-8,\,-2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+20=0$

$_A(-8,\,-2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+52=0$

$_A(-8,\,-2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+68=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+22=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+30=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+38=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+46=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+54=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+62=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+78=0$

$_A(-8,\,-2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+86=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+24=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+40=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+56=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+72=0$

$_A(-8,\,-2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+88=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+26=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+34=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+50=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+58=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+74=0$

$_A(-8,\,-2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+82=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+19=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+27=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+35=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+43=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+51=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+59=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+67=0$

$_A(-8,\,-3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+75=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+14=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+30=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+46=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+62=0$

$_A(-8,\,-3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+78=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+17=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+25=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+41=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+49=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+65=0$

$_A(-8,\,-3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+73=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+20=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+36=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+52=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+68=0$

$_A(-8,\,-3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+84=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+23=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+31=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+39=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+47=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+63=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+71=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+79=0$

$_A(-8,\,-3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+87=0$

$_A(-8,\,-3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+26=0$

$_A(-8,\,-3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+58=0$

$_A(-8,\,-3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+74=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+29=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+37=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+45=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+53=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+61=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+69=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+85=0$

$_A(-8,\,-3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+93=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+32=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+48=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+64=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+80=0$

$_A(-8,\,-3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+96=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+35=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+43=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+59=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+67=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+83=0$

$_A(-8,\,-3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+91=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+20=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+28=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+36=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+44=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+52=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+60=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+68=0$

$_A(-8,\,-4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+76=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+16=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+32=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+48=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+64=0$

$_A(-8,\,-4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+80=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+20=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+28=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+44=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+52=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+68=0$

$_A(-8,\,-4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+76=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+24=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+40=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+56=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+72=0$

$_A(-8,\,-4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+88=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+28=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+36=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+44=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+52=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+68=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+76=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+84=0$

$_A(-8,\,-4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+92=0$

$_A(-8,\,-4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+32=0$

$_A(-8,\,-4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+64=0$

$_A(-8,\,-4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+80=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+36=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+44=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+52=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+60=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+68=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+76=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+92=0$

$_A(-8,\,-4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+100=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+40=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+56=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+72=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+88=0$

$_A(-8,\,-4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+104=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+44=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+52=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+68=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+76=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+92=0$

$_A(-8,\,-4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+100=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+21=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+29=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+37=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+45=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+53=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+61=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+69=0$

$_A(-8,\,-5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+77=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+18=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+34=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+50=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+66=0$

$_A(-8,\,-5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+82=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+23=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+31=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+47=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+55=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+71=0$

$_A(-8,\,-5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+79=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+28=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+44=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+60=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+76=0$

$_A(-8,\,-5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+92=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+33=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+41=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+49=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+57=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+73=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+81=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+89=0$

$_A(-8,\,-5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+97=0$

$_A(-8,\,-5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+38=0$

$_A(-8,\,-5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+70=0$

$_A(-8,\,-5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+86=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+43=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+51=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+59=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+67=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+75=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+83=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+99=0$

$_A(-8,\,-5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+107=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+48=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+64=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+80=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+96=0$

$_A(-8,\,-5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+112=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+53=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+61=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+77=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+85=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+101=0$

$_A(-8,\,-5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+109=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+22=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+30=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+38=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+46=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+54=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+62=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+70=0$

$_A(-8,\,-6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+78=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+20=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+36=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+52=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+68=0$

$_A(-8,\,-6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+84=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+26=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+34=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+50=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+58=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+74=0$

$_A(-8,\,-6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+82=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+32=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+48=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+64=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+80=0$

$_A(-8,\,-6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+96=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+38=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+46=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+54=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+62=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+78=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+86=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+94=0$

$_A(-8,\,-6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+102=0$

$_A(-8,\,-6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+44=0$

$_A(-8,\,-6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+76=0$

$_A(-8,\,-6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+92=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+50=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+58=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+66=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+74=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+82=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+90=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+106=0$

$_A(-8,\,-6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+114=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+56=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+72=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+88=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+104=0$

$_A(-8,\,-6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+120=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+62=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+70=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+86=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+94=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+110=0$

$_A(-8,\,-6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+118=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+23=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+31=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+39=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+47=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+55=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+63=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+71=0$

$_A(-8,\,-7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+79=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+22=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+38=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+54=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+70=0$

$_A(-8,\,-7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+86=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+29=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+37=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+53=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+61=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+77=0$

$_A(-8,\,-7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+85=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+36=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+52=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+68=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+84=0$

$_A(-8,\,-7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+100=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+43=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+51=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+59=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+67=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+83=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+91=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+99=0$

$_A(-8,\,-7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+107=0$

$_A(-8,\,-7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+50=0$

$_A(-8,\,-7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+82=0$

$_A(-8,\,-7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+98=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+57=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+65=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+73=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+81=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+89=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+97=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+113=0$

$_A(-8,\,-7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+121=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+64=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+80=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+96=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+112=0$

$_A(-8,\,-7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+128=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+71=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+79=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+95=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+103=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+119=0$

$_A(-8,\,-7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+127=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+24=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+32=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+48=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+64=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+72=0$

$_A(-8,\,-8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+80=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+24=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+72=0$

$_A(-8,\,-8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+32=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+64=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+80=0$

$_A(-8,\,-8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+40=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+72=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+104=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+48=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+64=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+72=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+96=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+104=0$

$_A(-8,\,-8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+112=0$

$_A(-8,\,-8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+56=0$

$_A(-8,\,-8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+104=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+64=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+72=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+80=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+96=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+104=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+120=0$

$_A(-8,\,-8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+128=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+72=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+104=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+120=0$

$_A(-8,\,-8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+136=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+80=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+88=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+104=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+112=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+128=0$

$_A(-8,\,-8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+136=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+25=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+33=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+41=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+49=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+57=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+65=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+73=0$

$_A(-8,\,-9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+81=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+26=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+42=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+58=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+74=0$

$_A(-8,\,-9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+90=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+35=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+43=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+59=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+67=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+83=0$

$_A(-8,\,-9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+91=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+44=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+60=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+76=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+92=0$

$_A(-8,\,-9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+108=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+53=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+61=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+69=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+77=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+93=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+101=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+109=0$

$_A(-8,\,-9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+117=0$

$_A(-8,\,-9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+62=0$

$_A(-8,\,-9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+94=0$

$_A(-8,\,-9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+110=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+71=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+79=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+87=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+95=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+103=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+111=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+127=0$

$_A(-8,\,-9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+135=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y+80=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+96=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+112=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+128=0$

$_A(-8,\,-9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+144=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y+89=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+97=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+113=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+121=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+137=0$

$_A(-8,\,-9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+145=0$

$_A(-1,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+2=0$

$_A(-1,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+3=0$

$_A(-1,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+4=0$

$_A(-1,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+5=0$

$_A(-1,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+6=0$

$_A(-1,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+7=0$

$_A(-1,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+8=0$

$_A(-1,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+9=0$

$_A(-1,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+10=0$

$_A(-1,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+3=0$

$_A(-1,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+5=0$

$_A(-1,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+7=0$

$_A(-1,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+9=0$

$_A(-1,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+11=0$

$_A(-1,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+4=0$

$_A(-1,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+5=0$

$_A(-1,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+7=0$

$_A(-1,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+8=0$

$_A(-1,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+10=0$

$_A(-1,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+11=0$

$_A(-1,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+5=0$

$_A(-1,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+7=0$

$_A(-1,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+9=0$

$_A(-1,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+11=0$

$_A(-1,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+13=0$

$_A(-1,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+6=0$

$_A(-1,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+7=0$

$_A(-1,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+8=0$

$_A(-1,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+9=0$

$_A(-1,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+11=0$

$_A(-1,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+12=0$

$_A(-1,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+13=0$

$_A(-1,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+14=0$

$_A(-1,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+7=0$

$_A(-1,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+11=0$

$_A(-1,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+13=0$

$_A(-1,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+8=0$

$_A(-1,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+9=0$

$_A(-1,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+10=0$

$_A(-1,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+11=0$

$_A(-1,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+12=0$

$_A(-1,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+13=0$

$_A(-1,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+15=0$

$_A(-1,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+16=0$

$_A(-1,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+9=0$

$_A(-1,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+11=0$

$_A(-1,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+13=0$

$_A(-1,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+15=0$

$_A(-1,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+17=0$

$_A(-1,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+10=0$

$_A(-1,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+11=0$

$_A(-1,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+13=0$

$_A(-1,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+14=0$

$_A(-1,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+16=0$

$_A(-1,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+17=0$

$_A(-1,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+4=0$

$_A(-1,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+5=0$

$_A(-1,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+6=0$

$_A(-1,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+7=0$

$_A(-1,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+8=0$

$_A(-1,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+9=0$

$_A(-1,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+10=0$

$_A(-1,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+11=0$

$_A(-1,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(-1,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+7=0$

$_A(-1,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+9=0$

$_A(-1,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+11=0$

$_A(-1,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+13=0$

$_A(-1,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+7=0$

$_A(-1,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+8=0$

$_A(-1,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+10=0$

$_A(-1,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+11=0$

$_A(-1,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+13=0$

$_A(-1,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+14=0$

$_A(-1,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+9=0$

$_A(-1,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+11=0$

$_A(-1,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+13=0$

$_A(-1,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+15=0$

$_A(-1,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+17=0$

$_A(-1,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+11=0$

$_A(-1,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+12=0$

$_A(-1,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+13=0$

$_A(-1,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+14=0$

$_A(-1,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+16=0$

$_A(-1,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+17=0$

$_A(-1,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+18=0$

$_A(-1,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+19=0$

$_A(-1,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+13=0$

$_A(-1,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+17=0$

$_A(-1,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+19=0$

$_A(-1,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+15=0$

$_A(-1,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+16=0$

$_A(-1,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+17=0$

$_A(-1,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+18=0$

$_A(-1,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+19=0$

$_A(-1,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+20=0$

$_A(-1,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+22=0$

$_A(-1,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+23=0$

$_A(-1,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+17=0$

$_A(-1,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+19=0$

$_A(-1,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+21=0$

$_A(-1,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+23=0$

$_A(-1,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+25=0$

$_A(-1,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+19=0$

$_A(-1,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+20=0$

$_A(-1,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+22=0$

$_A(-1,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+23=0$

$_A(-1,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+25=0$

$_A(-1,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+26=0$

$_A(-1,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(-1,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+6=0$

$_A(-1,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+7=0$

$_A(-1,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+8=0$

$_A(-1,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+9=0$

$_A(-1,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+10=0$

$_A(-1,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+11=0$

$_A(-1,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+12=0$

$_A(-1,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(-1,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+9=0$

$_A(-1,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+11=0$

$_A(-1,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+13=0$

$_A(-1,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+15=0$

$_A(-1,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+10=0$

$_A(-1,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+11=0$

$_A(-1,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+13=0$

$_A(-1,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+14=0$

$_A(-1,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+16=0$

$_A(-1,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+17=0$

$_A(-1,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+13=0$

$_A(-1,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+15=0$

$_A(-1,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+17=0$

$_A(-1,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+19=0$

$_A(-1,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+21=0$

$_A(-1,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+16=0$

$_A(-1,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+17=0$

$_A(-1,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+18=0$

$_A(-1,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+19=0$

$_A(-1,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+21=0$

$_A(-1,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+22=0$

$_A(-1,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+23=0$

$_A(-1,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+24=0$

$_A(-1,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+19=0$

$_A(-1,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+23=0$

$_A(-1,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+25=0$

$_A(-1,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+22=0$

$_A(-1,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+23=0$

$_A(-1,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+24=0$

$_A(-1,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+25=0$

$_A(-1,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+26=0$

$_A(-1,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+27=0$

$_A(-1,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+29=0$

$_A(-1,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+30=0$

$_A(-1,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+25=0$

$_A(-1,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+27=0$

$_A(-1,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+29=0$

$_A(-1,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+31=0$

$_A(-1,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+33=0$

$_A(-1,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+28=0$

$_A(-1,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+29=0$

$_A(-1,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+31=0$

$_A(-1,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+32=0$

$_A(-1,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+34=0$

$_A(-1,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+35=0$

$_A(-1,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+6=0$

$_A(-1,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+7=0$

$_A(-1,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+8=0$

$_A(-1,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+9=0$

$_A(-1,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+10=0$

$_A(-1,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+11=0$

$_A(-1,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+12=0$

$_A(-1,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+13=0$

$_A(-1,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(-1,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+11=0$

$_A(-1,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+13=0$

$_A(-1,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+15=0$

$_A(-1,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+17=0$

$_A(-1,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+13=0$

$_A(-1,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+14=0$

$_A(-1,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+16=0$

$_A(-1,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+17=0$

$_A(-1,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+19=0$

$_A(-1,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+20=0$

$_A(-1,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+17=0$

$_A(-1,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+19=0$

$_A(-1,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+21=0$

$_A(-1,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+23=0$

$_A(-1,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+25=0$

$_A(-1,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+21=0$

$_A(-1,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+22=0$

$_A(-1,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+23=0$

$_A(-1,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+24=0$

$_A(-1,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+26=0$

$_A(-1,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+27=0$

$_A(-1,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+28=0$

$_A(-1,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+29=0$

$_A(-1,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+25=0$

$_A(-1,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+29=0$

$_A(-1,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+31=0$

$_A(-1,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+29=0$

$_A(-1,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+30=0$

$_A(-1,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+31=0$

$_A(-1,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+32=0$

$_A(-1,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+33=0$

$_A(-1,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+34=0$

$_A(-1,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+36=0$

$_A(-1,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+37=0$

$_A(-1,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+33=0$

$_A(-1,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+35=0$

$_A(-1,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+37=0$

$_A(-1,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+39=0$

$_A(-1,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+41=0$

$_A(-1,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+37=0$

$_A(-1,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+38=0$

$_A(-1,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+40=0$

$_A(-1,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+41=0$

$_A(-1,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+43=0$

$_A(-1,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+44=0$

$_A(-1,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-1,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+8=0$

$_A(-1,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+9=0$

$_A(-1,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+10=0$

$_A(-1,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+11=0$

$_A(-1,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+12=0$

$_A(-1,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+13=0$

$_A(-1,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+14=0$

$_A(-1,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(-1,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+13=0$

$_A(-1,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+15=0$

$_A(-1,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+17=0$

$_A(-1,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+19=0$

$_A(-1,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+16=0$

$_A(-1,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+17=0$

$_A(-1,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+19=0$

$_A(-1,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+20=0$

$_A(-1,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+22=0$

$_A(-1,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+23=0$

$_A(-1,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+21=0$

$_A(-1,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+23=0$

$_A(-1,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+25=0$

$_A(-1,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+27=0$

$_A(-1,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+29=0$

$_A(-1,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+26=0$

$_A(-1,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+27=0$

$_A(-1,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+28=0$

$_A(-1,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+29=0$

$_A(-1,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+31=0$

$_A(-1,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+32=0$

$_A(-1,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+33=0$

$_A(-1,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+34=0$

$_A(-1,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+31=0$

$_A(-1,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+35=0$

$_A(-1,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+37=0$

$_A(-1,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+36=0$

$_A(-1,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+37=0$

$_A(-1,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+38=0$

$_A(-1,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+39=0$

$_A(-1,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+40=0$

$_A(-1,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+41=0$

$_A(-1,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+43=0$

$_A(-1,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+44=0$

$_A(-1,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+41=0$

$_A(-1,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+43=0$

$_A(-1,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+45=0$

$_A(-1,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+47=0$

$_A(-1,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+49=0$

$_A(-1,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+46=0$

$_A(-1,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+47=0$

$_A(-1,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+49=0$

$_A(-1,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+50=0$

$_A(-1,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+52=0$

$_A(-1,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+53=0$

$_A(-1,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+8=0$

$_A(-1,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+9=0$

$_A(-1,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+10=0$

$_A(-1,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+11=0$

$_A(-1,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+12=0$

$_A(-1,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+13=0$

$_A(-1,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+14=0$

$_A(-1,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+15=0$

$_A(-1,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+13=0$

$_A(-1,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+15=0$

$_A(-1,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+17=0$

$_A(-1,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+19=0$

$_A(-1,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+21=0$

$_A(-1,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+19=0$

$_A(-1,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+20=0$

$_A(-1,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+22=0$

$_A(-1,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+23=0$

$_A(-1,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+25=0$

$_A(-1,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+26=0$

$_A(-1,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+25=0$

$_A(-1,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+27=0$

$_A(-1,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+29=0$

$_A(-1,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+31=0$

$_A(-1,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+33=0$

$_A(-1,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+31=0$

$_A(-1,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+32=0$

$_A(-1,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+33=0$

$_A(-1,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+34=0$

$_A(-1,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+36=0$

$_A(-1,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+37=0$

$_A(-1,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+38=0$

$_A(-1,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+39=0$

$_A(-1,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+37=0$

$_A(-1,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+41=0$

$_A(-1,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+43=0$

$_A(-1,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+43=0$

$_A(-1,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+44=0$

$_A(-1,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+45=0$

$_A(-1,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+46=0$

$_A(-1,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+47=0$

$_A(-1,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+48=0$

$_A(-1,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+50=0$

$_A(-1,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+51=0$

$_A(-1,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+49=0$

$_A(-1,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+51=0$

$_A(-1,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+53=0$

$_A(-1,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+55=0$

$_A(-1,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+57=0$

$_A(-1,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+55=0$

$_A(-1,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+56=0$

$_A(-1,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+58=0$

$_A(-1,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+59=0$

$_A(-1,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+61=0$

$_A(-1,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+62=0$

$_A(-1,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-1,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+10=0$

$_A(-1,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+11=0$

$_A(-1,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+12=0$

$_A(-1,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+13=0$

$_A(-1,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+14=0$

$_A(-1,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+15=0$

$_A(-1,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+16=0$

$_A(-1,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+15=0$

$_A(-1,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+17=0$

$_A(-1,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+19=0$

$_A(-1,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+21=0$

$_A(-1,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+23=0$

$_A(-1,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+22=0$

$_A(-1,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+23=0$

$_A(-1,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+25=0$

$_A(-1,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+26=0$

$_A(-1,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+28=0$

$_A(-1,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+29=0$

$_A(-1,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+29=0$

$_A(-1,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+31=0$

$_A(-1,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+33=0$

$_A(-1,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+35=0$

$_A(-1,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+37=0$

$_A(-1,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+36=0$

$_A(-1,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+37=0$

$_A(-1,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+38=0$

$_A(-1,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+39=0$

$_A(-1,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+41=0$

$_A(-1,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+42=0$

$_A(-1,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+43=0$

$_A(-1,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+44=0$

$_A(-1,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+43=0$

$_A(-1,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+47=0$

$_A(-1,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+49=0$

$_A(-1,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+50=0$

$_A(-1,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+51=0$

$_A(-1,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+52=0$

$_A(-1,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+53=0$

$_A(-1,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+54=0$

$_A(-1,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+55=0$

$_A(-1,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+57=0$

$_A(-1,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+58=0$

$_A(-1,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+57=0$

$_A(-1,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+59=0$

$_A(-1,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+61=0$

$_A(-1,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+63=0$

$_A(-1,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+65=0$

$_A(-1,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+64=0$

$_A(-1,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+65=0$

$_A(-1,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+67=0$

$_A(-1,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+68=0$

$_A(-1,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+70=0$

$_A(-1,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+71=0$

$_A(-1,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+10=0$

$_A(-1,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+11=0$

$_A(-1,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+12=0$

$_A(-1,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+13=0$

$_A(-1,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+14=0$

$_A(-1,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+15=0$

$_A(-1,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+16=0$

$_A(-1,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+17=0$

$_A(-1,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+17=0$

$_A(-1,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+19=0$

$_A(-1,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+21=0$

$_A(-1,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+23=0$

$_A(-1,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+25=0$

$_A(-1,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+25=0$

$_A(-1,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+26=0$

$_A(-1,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+28=0$

$_A(-1,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+29=0$

$_A(-1,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+31=0$

$_A(-1,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+32=0$

$_A(-1,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+33=0$

$_A(-1,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+35=0$

$_A(-1,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+37=0$

$_A(-1,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+39=0$

$_A(-1,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+41=0$

$_A(-1,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+41=0$

$_A(-1,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+42=0$

$_A(-1,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+43=0$

$_A(-1,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+44=0$

$_A(-1,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+46=0$

$_A(-1,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+47=0$

$_A(-1,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+48=0$

$_A(-1,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+49=0$

$_A(-1,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+49=0$

$_A(-1,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+53=0$

$_A(-1,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+55=0$

$_A(-1,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+57=0$

$_A(-1,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+58=0$

$_A(-1,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+59=0$

$_A(-1,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+60=0$

$_A(-1,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+61=0$

$_A(-1,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+62=0$

$_A(-1,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+64=0$

$_A(-1,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+65=0$

$_A(-1,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+65=0$

$_A(-1,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+67=0$

$_A(-1,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+69=0$

$_A(-1,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+71=0$

$_A(-1,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+73=0$

$_A(-1,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+73=0$

$_A(-1,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+74=0$

$_A(-1,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+76=0$

$_A(-1,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+77=0$

$_A(-1,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+79=0$

$_A(-1,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+80=0$

$_A(-1,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-1,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+12=0$

$_A(-1,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+13=0$

$_A(-1,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+14=0$

$_A(-1,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+15=0$

$_A(-1,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+16=0$

$_A(-1,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+17=0$

$_A(-1,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+18=0$

$_A(-1,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+19=0$

$_A(-1,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+21=0$

$_A(-1,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+23=0$

$_A(-1,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+25=0$

$_A(-1,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+27=0$

$_A(-1,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+28=0$

$_A(-1,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+29=0$

$_A(-1,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+31=0$

$_A(-1,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+32=0$

$_A(-1,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+34=0$

$_A(-1,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+35=0$

$_A(-1,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+37=0$

$_A(-1,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+39=0$

$_A(-1,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+41=0$

$_A(-1,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+43=0$

$_A(-1,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+45=0$

$_A(-1,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+46=0$

$_A(-1,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+47=0$

$_A(-1,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+48=0$

$_A(-1,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+49=0$

$_A(-1,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+51=0$

$_A(-1,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+52=0$

$_A(-1,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+53=0$

$_A(-1,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+54=0$

$_A(-1,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+55=0$

$_A(-1,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+59=0$

$_A(-1,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+61=0$

$_A(-1,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+64=0$

$_A(-1,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+65=0$

$_A(-1,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+66=0$

$_A(-1,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+67=0$

$_A(-1,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+68=0$

$_A(-1,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+69=0$

$_A(-1,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+71=0$

$_A(-1,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+72=0$

$_A(-1,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+73=0$

$_A(-1,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+75=0$

$_A(-1,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+77=0$

$_A(-1,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+79=0$

$_A(-1,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+81=0$

$_A(-1,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+82=0$

$_A(-1,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+83=0$

$_A(-1,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+85=0$

$_A(-1,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+86=0$

$_A(-1,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+88=0$

$_A(-1,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+89=0$

$_A(-2,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+3=0$

$_A(-2,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+5=0$

$_A(-2,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+7=0$

$_A(-2,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+9=0$

$_A(-2,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+11=0$

$_A(-2,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+13=0$

$_A(-2,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+15=0$

$_A(-2,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+17=0$

$_A(-2,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+19=0$

$_A(-2,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+4=0$

$_A(-2,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+8=0$

$_A(-2,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+12=0$

$_A(-2,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+16=0$

$_A(-2,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+20=0$

$_A(-2,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+5=0$

$_A(-2,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+7=0$

$_A(-2,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+11=0$

$_A(-2,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+13=0$

$_A(-2,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+17=0$

$_A(-2,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+19=0$

$_A(-2,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+6=0$

$_A(-2,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+10=0$

$_A(-2,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+14=0$

$_A(-2,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+18=0$

$_A(-2,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+22=0$

$_A(-2,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+7=0$

$_A(-2,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+9=0$

$_A(-2,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+11=0$

$_A(-2,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+13=0$

$_A(-2,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+17=0$

$_A(-2,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+19=0$

$_A(-2,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+21=0$

$_A(-2,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+23=0$

$_A(-2,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+8=0$

$_A(-2,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+16=0$

$_A(-2,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+20=0$

$_A(-2,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+9=0$

$_A(-2,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+11=0$

$_A(-2,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+13=0$

$_A(-2,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+15=0$

$_A(-2,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+17=0$

$_A(-2,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+19=0$

$_A(-2,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+23=0$

$_A(-2,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+25=0$

$_A(-2,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+10=0$

$_A(-2,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+14=0$

$_A(-2,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+18=0$

$_A(-2,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+22=0$

$_A(-2,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+26=0$

$_A(-2,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+11=0$

$_A(-2,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+13=0$

$_A(-2,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+17=0$

$_A(-2,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+19=0$

$_A(-2,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+23=0$

$_A(-2,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+25=0$

$_A(-2,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+6=0$

$_A(-2,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+8=0$

$_A(-2,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+10=0$

$_A(-2,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+12=0$

$_A(-2,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+14=0$

$_A(-2,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+16=0$

$_A(-2,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+18=0$

$_A(-2,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+20=0$

$_A(-2,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+6=0$

$_A(-2,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+10=0$

$_A(-2,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+14=0$

$_A(-2,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+18=0$

$_A(-2,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+22=0$

$_A(-2,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+8=0$

$_A(-2,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+10=0$

$_A(-2,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+14=0$

$_A(-2,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+16=0$

$_A(-2,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+20=0$

$_A(-2,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+22=0$

$_A(-2,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+10=0$

$_A(-2,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+14=0$

$_A(-2,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+18=0$

$_A(-2,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+22=0$

$_A(-2,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+26=0$

$_A(-2,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+12=0$

$_A(-2,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+14=0$

$_A(-2,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+16=0$

$_A(-2,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+18=0$

$_A(-2,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+22=0$

$_A(-2,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+24=0$

$_A(-2,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+26=0$

$_A(-2,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+28=0$

$_A(-2,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+14=0$

$_A(-2,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+22=0$

$_A(-2,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+26=0$

$_A(-2,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+16=0$

$_A(-2,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+18=0$

$_A(-2,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+20=0$

$_A(-2,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+22=0$

$_A(-2,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+24=0$

$_A(-2,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+26=0$

$_A(-2,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+30=0$

$_A(-2,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+32=0$

$_A(-2,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+18=0$

$_A(-2,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+22=0$

$_A(-2,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+26=0$

$_A(-2,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+30=0$

$_A(-2,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+34=0$

$_A(-2,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+20=0$

$_A(-2,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+22=0$

$_A(-2,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+26=0$

$_A(-2,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+28=0$

$_A(-2,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+32=0$

$_A(-2,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+34=0$

$_A(-2,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-2,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+9=0$

$_A(-2,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+11=0$

$_A(-2,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+13=0$

$_A(-2,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+15=0$

$_A(-2,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+17=0$

$_A(-2,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+19=0$

$_A(-2,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+21=0$

$_A(-2,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+8=0$

$_A(-2,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+12=0$

$_A(-2,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+16=0$

$_A(-2,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+20=0$

$_A(-2,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+24=0$

$_A(-2,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+11=0$

$_A(-2,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+13=0$

$_A(-2,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+17=0$

$_A(-2,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+19=0$

$_A(-2,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+23=0$

$_A(-2,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+25=0$

$_A(-2,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+14=0$

$_A(-2,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+18=0$

$_A(-2,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+22=0$

$_A(-2,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+26=0$

$_A(-2,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+30=0$

$_A(-2,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+17=0$

$_A(-2,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+19=0$

$_A(-2,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+21=0$

$_A(-2,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+23=0$

$_A(-2,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+27=0$

$_A(-2,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+29=0$

$_A(-2,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+31=0$

$_A(-2,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+33=0$

$_A(-2,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+20=0$

$_A(-2,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+28=0$

$_A(-2,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+32=0$

$_A(-2,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+23=0$

$_A(-2,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+25=0$

$_A(-2,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+27=0$

$_A(-2,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+29=0$

$_A(-2,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+31=0$

$_A(-2,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+33=0$

$_A(-2,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+37=0$

$_A(-2,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+39=0$

$_A(-2,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+26=0$

$_A(-2,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+30=0$

$_A(-2,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+34=0$

$_A(-2,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+38=0$

$_A(-2,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+42=0$

$_A(-2,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+29=0$

$_A(-2,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+31=0$

$_A(-2,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+35=0$

$_A(-2,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+37=0$

$_A(-2,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+41=0$

$_A(-2,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+43=0$

$_A(-2,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+8=0$

$_A(-2,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+10=0$

$_A(-2,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+12=0$

$_A(-2,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+14=0$

$_A(-2,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+16=0$

$_A(-2,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+18=0$

$_A(-2,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+20=0$

$_A(-2,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+22=0$

$_A(-2,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(-2,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+14=0$

$_A(-2,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+18=0$

$_A(-2,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+22=0$

$_A(-2,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+26=0$

$_A(-2,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+14=0$

$_A(-2,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+16=0$

$_A(-2,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+20=0$

$_A(-2,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+22=0$

$_A(-2,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+26=0$

$_A(-2,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+28=0$

$_A(-2,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+18=0$

$_A(-2,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+22=0$

$_A(-2,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+26=0$

$_A(-2,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+30=0$

$_A(-2,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+34=0$

$_A(-2,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+22=0$

$_A(-2,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+24=0$

$_A(-2,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+26=0$

$_A(-2,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+28=0$

$_A(-2,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+32=0$

$_A(-2,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+34=0$

$_A(-2,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+36=0$

$_A(-2,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+38=0$

$_A(-2,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+26=0$

$_A(-2,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+34=0$

$_A(-2,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+38=0$

$_A(-2,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+30=0$

$_A(-2,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+32=0$

$_A(-2,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+34=0$

$_A(-2,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+36=0$

$_A(-2,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+38=0$

$_A(-2,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+40=0$

$_A(-2,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+44=0$

$_A(-2,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+46=0$

$_A(-2,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+34=0$

$_A(-2,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+38=0$

$_A(-2,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+42=0$

$_A(-2,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+46=0$

$_A(-2,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+50=0$

$_A(-2,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+38=0$

$_A(-2,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+40=0$

$_A(-2,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+44=0$

$_A(-2,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+46=0$

$_A(-2,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+50=0$

$_A(-2,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+52=0$

$_A(-2,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-2,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+11=0$

$_A(-2,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+13=0$

$_A(-2,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+15=0$

$_A(-2,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+17=0$

$_A(-2,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+19=0$

$_A(-2,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+21=0$

$_A(-2,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+23=0$

$_A(-2,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+12=0$

$_A(-2,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+16=0$

$_A(-2,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+20=0$

$_A(-2,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+24=0$

$_A(-2,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+28=0$

$_A(-2,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+17=0$

$_A(-2,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+19=0$

$_A(-2,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+23=0$

$_A(-2,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+25=0$

$_A(-2,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+29=0$

$_A(-2,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+31=0$

$_A(-2,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+22=0$

$_A(-2,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+26=0$

$_A(-2,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+30=0$

$_A(-2,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+34=0$

$_A(-2,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+38=0$

$_A(-2,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+27=0$

$_A(-2,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+29=0$

$_A(-2,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+31=0$

$_A(-2,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+33=0$

$_A(-2,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+37=0$

$_A(-2,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+39=0$

$_A(-2,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+41=0$

$_A(-2,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+43=0$

$_A(-2,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+32=0$

$_A(-2,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+40=0$

$_A(-2,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+44=0$

$_A(-2,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+37=0$

$_A(-2,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+39=0$

$_A(-2,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+41=0$

$_A(-2,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+43=0$

$_A(-2,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+45=0$

$_A(-2,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+47=0$

$_A(-2,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+51=0$

$_A(-2,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+53=0$

$_A(-2,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+42=0$

$_A(-2,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+46=0$

$_A(-2,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+50=0$

$_A(-2,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+54=0$

$_A(-2,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+58=0$

$_A(-2,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+47=0$

$_A(-2,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+49=0$

$_A(-2,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+53=0$

$_A(-2,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+55=0$

$_A(-2,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+59=0$

$_A(-2,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+61=0$

$_A(-2,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+10=0$

$_A(-2,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+12=0$

$_A(-2,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+14=0$

$_A(-2,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+16=0$

$_A(-2,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+18=0$

$_A(-2,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+20=0$

$_A(-2,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+22=0$

$_A(-2,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+24=0$

$_A(-2,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+14=0$

$_A(-2,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+18=0$

$_A(-2,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+22=0$

$_A(-2,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+26=0$

$_A(-2,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+30=0$

$_A(-2,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+20=0$

$_A(-2,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+22=0$

$_A(-2,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+26=0$

$_A(-2,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+28=0$

$_A(-2,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+32=0$

$_A(-2,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+34=0$

$_A(-2,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+26=0$

$_A(-2,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+30=0$

$_A(-2,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+34=0$

$_A(-2,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+38=0$

$_A(-2,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+42=0$

$_A(-2,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+32=0$

$_A(-2,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+34=0$

$_A(-2,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+36=0$

$_A(-2,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+38=0$

$_A(-2,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+42=0$

$_A(-2,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+44=0$

$_A(-2,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+46=0$

$_A(-2,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+48=0$

$_A(-2,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+38=0$

$_A(-2,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+46=0$

$_A(-2,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+50=0$

$_A(-2,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+44=0$

$_A(-2,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+46=0$

$_A(-2,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+48=0$

$_A(-2,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+50=0$

$_A(-2,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+52=0$

$_A(-2,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+54=0$

$_A(-2,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+58=0$

$_A(-2,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+60=0$

$_A(-2,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+50=0$

$_A(-2,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+54=0$

$_A(-2,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+58=0$

$_A(-2,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+62=0$

$_A(-2,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+66=0$

$_A(-2,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+56=0$

$_A(-2,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+58=0$

$_A(-2,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+62=0$

$_A(-2,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+64=0$

$_A(-2,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+68=0$

$_A(-2,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+70=0$

$_A(-2,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-2,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+13=0$

$_A(-2,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+15=0$

$_A(-2,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+17=0$

$_A(-2,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+19=0$

$_A(-2,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+21=0$

$_A(-2,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+23=0$

$_A(-2,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+25=0$

$_A(-2,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+16=0$

$_A(-2,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+20=0$

$_A(-2,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+24=0$

$_A(-2,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+28=0$

$_A(-2,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+32=0$

$_A(-2,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+23=0$

$_A(-2,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+25=0$

$_A(-2,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+29=0$

$_A(-2,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+31=0$

$_A(-2,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+35=0$

$_A(-2,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+37=0$

$_A(-2,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+30=0$

$_A(-2,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+34=0$

$_A(-2,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+38=0$

$_A(-2,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+42=0$

$_A(-2,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+46=0$

$_A(-2,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+37=0$

$_A(-2,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+39=0$

$_A(-2,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+41=0$

$_A(-2,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+43=0$

$_A(-2,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+47=0$

$_A(-2,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+49=0$

$_A(-2,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+51=0$

$_A(-2,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+53=0$

$_A(-2,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+44=0$

$_A(-2,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+52=0$

$_A(-2,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+56=0$

$_A(-2,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+51=0$

$_A(-2,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+53=0$

$_A(-2,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+55=0$

$_A(-2,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+57=0$

$_A(-2,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+59=0$

$_A(-2,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+61=0$

$_A(-2,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+65=0$

$_A(-2,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+67=0$

$_A(-2,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+58=0$

$_A(-2,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+62=0$

$_A(-2,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+66=0$

$_A(-2,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+70=0$

$_A(-2,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+74=0$

$_A(-2,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+65=0$

$_A(-2,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+67=0$

$_A(-2,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+71=0$

$_A(-2,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+73=0$

$_A(-2,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+77=0$

$_A(-2,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+79=0$

$_A(-2,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+12=0$

$_A(-2,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+14=0$

$_A(-2,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+16=0$

$_A(-2,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+18=0$

$_A(-2,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+20=0$

$_A(-2,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+22=0$

$_A(-2,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+24=0$

$_A(-2,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+26=0$

$_A(-2,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+18=0$

$_A(-2,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+22=0$

$_A(-2,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+26=0$

$_A(-2,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+30=0$

$_A(-2,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+34=0$

$_A(-2,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+26=0$

$_A(-2,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+28=0$

$_A(-2,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+32=0$

$_A(-2,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+34=0$

$_A(-2,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+38=0$

$_A(-2,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+40=0$

$_A(-2,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+34=0$

$_A(-2,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+38=0$

$_A(-2,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+42=0$

$_A(-2,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+46=0$

$_A(-2,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+50=0$

$_A(-2,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+42=0$

$_A(-2,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+44=0$

$_A(-2,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+46=0$

$_A(-2,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+48=0$

$_A(-2,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+52=0$

$_A(-2,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+54=0$

$_A(-2,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+56=0$

$_A(-2,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+58=0$

$_A(-2,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+50=0$

$_A(-2,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+58=0$

$_A(-2,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+62=0$

$_A(-2,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+58=0$

$_A(-2,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+60=0$

$_A(-2,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+62=0$

$_A(-2,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+64=0$

$_A(-2,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+66=0$

$_A(-2,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+68=0$

$_A(-2,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+72=0$

$_A(-2,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+74=0$

$_A(-2,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+66=0$

$_A(-2,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+70=0$

$_A(-2,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+74=0$

$_A(-2,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+78=0$

$_A(-2,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+82=0$

$_A(-2,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+74=0$

$_A(-2,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+76=0$

$_A(-2,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+80=0$

$_A(-2,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+82=0$

$_A(-2,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+86=0$

$_A(-2,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+88=0$

$_A(-2,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+13=0$

$_A(-2,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+15=0$

$_A(-2,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+17=0$

$_A(-2,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+19=0$

$_A(-2,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+21=0$

$_A(-2,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+23=0$

$_A(-2,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+25=0$

$_A(-2,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+27=0$

$_A(-2,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+20=0$

$_A(-2,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+24=0$

$_A(-2,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+28=0$

$_A(-2,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+32=0$

$_A(-2,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+36=0$

$_A(-2,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+29=0$

$_A(-2,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+31=0$

$_A(-2,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+35=0$

$_A(-2,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+37=0$

$_A(-2,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+41=0$

$_A(-2,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+43=0$

$_A(-2,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+38=0$

$_A(-2,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+42=0$

$_A(-2,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+46=0$

$_A(-2,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+50=0$

$_A(-2,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+54=0$

$_A(-2,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+47=0$

$_A(-2,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+49=0$

$_A(-2,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+51=0$

$_A(-2,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+53=0$

$_A(-2,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+57=0$

$_A(-2,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+59=0$

$_A(-2,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+61=0$

$_A(-2,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+63=0$

$_A(-2,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+56=0$

$_A(-2,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+64=0$

$_A(-2,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+68=0$

$_A(-2,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+65=0$

$_A(-2,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+67=0$

$_A(-2,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+69=0$

$_A(-2,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+71=0$

$_A(-2,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+73=0$

$_A(-2,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+75=0$

$_A(-2,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+79=0$

$_A(-2,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+81=0$

$_A(-2,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+74=0$

$_A(-2,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+78=0$

$_A(-2,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+82=0$

$_A(-2,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+86=0$

$_A(-2,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+90=0$

$_A(-2,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+83=0$

$_A(-2,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+85=0$

$_A(-2,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+89=0$

$_A(-2,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+91=0$

$_A(-2,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+95=0$

$_A(-2,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+97=0$

$_A(-3,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+4=0$

$_A(-3,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+7=0$

$_A(-3,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+10=0$

$_A(-3,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+13=0$

$_A(-3,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+16=0$

$_A(-3,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+19=0$

$_A(-3,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+22=0$

$_A(-3,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+25=0$

$_A(-3,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+28=0$

$_A(-3,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+5=0$

$_A(-3,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+11=0$

$_A(-3,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+17=0$

$_A(-3,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+23=0$

$_A(-3,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+29=0$

$_A(-3,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+6=0$

$_A(-3,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+9=0$

$_A(-3,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+15=0$

$_A(-3,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+18=0$

$_A(-3,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+24=0$

$_A(-3,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+27=0$

$_A(-3,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+7=0$

$_A(-3,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+13=0$

$_A(-3,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+19=0$

$_A(-3,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+25=0$

$_A(-3,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+31=0$

$_A(-3,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+8=0$

$_A(-3,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+11=0$

$_A(-3,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+14=0$

$_A(-3,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+17=0$

$_A(-3,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+23=0$

$_A(-3,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+26=0$

$_A(-3,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+29=0$

$_A(-3,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+32=0$

$_A(-3,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+9=0$

$_A(-3,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+21=0$

$_A(-3,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+27=0$

$_A(-3,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+10=0$

$_A(-3,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+13=0$

$_A(-3,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+16=0$

$_A(-3,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+19=0$

$_A(-3,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+22=0$

$_A(-3,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+25=0$

$_A(-3,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+31=0$

$_A(-3,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+34=0$

$_A(-3,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+11=0$

$_A(-3,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+17=0$

$_A(-3,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+23=0$

$_A(-3,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+29=0$

$_A(-3,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+35=0$

$_A(-3,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+12=0$

$_A(-3,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+15=0$

$_A(-3,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+21=0$

$_A(-3,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+24=0$

$_A(-3,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+30=0$

$_A(-3,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+33=0$

$_A(-3,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+8=0$

$_A(-3,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+11=0$

$_A(-3,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+14=0$

$_A(-3,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+17=0$

$_A(-3,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+20=0$

$_A(-3,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+23=0$

$_A(-3,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+26=0$

$_A(-3,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+29=0$

$_A(-3,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(-3,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+13=0$

$_A(-3,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+19=0$

$_A(-3,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+25=0$

$_A(-3,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+31=0$

$_A(-3,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+9=0$

$_A(-3,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+12=0$

$_A(-3,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+18=0$

$_A(-3,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+21=0$

$_A(-3,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+27=0$

$_A(-3,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+30=0$

$_A(-3,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+11=0$

$_A(-3,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+17=0$

$_A(-3,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+23=0$

$_A(-3,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+29=0$

$_A(-3,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+35=0$

$_A(-3,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+13=0$

$_A(-3,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+16=0$

$_A(-3,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+19=0$

$_A(-3,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+22=0$

$_A(-3,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+28=0$

$_A(-3,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+31=0$

$_A(-3,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+34=0$

$_A(-3,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+37=0$

$_A(-3,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+15=0$

$_A(-3,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+27=0$

$_A(-3,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+33=0$

$_A(-3,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+17=0$

$_A(-3,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+20=0$

$_A(-3,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+23=0$

$_A(-3,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+26=0$

$_A(-3,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+29=0$

$_A(-3,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+32=0$

$_A(-3,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+38=0$

$_A(-3,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+41=0$

$_A(-3,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+19=0$

$_A(-3,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+25=0$

$_A(-3,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+31=0$

$_A(-3,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+37=0$

$_A(-3,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+43=0$

$_A(-3,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+21=0$

$_A(-3,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+24=0$

$_A(-3,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+30=0$

$_A(-3,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+33=0$

$_A(-3,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+39=0$

$_A(-3,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+42=0$

$_A(-3,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-3,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+12=0$

$_A(-3,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+15=0$

$_A(-3,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+18=0$

$_A(-3,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+21=0$

$_A(-3,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+24=0$

$_A(-3,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+27=0$

$_A(-3,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+30=0$

$_A(-3,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(-3,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+15=0$

$_A(-3,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+21=0$

$_A(-3,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+27=0$

$_A(-3,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+33=0$

$_A(-3,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+12=0$

$_A(-3,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+15=0$

$_A(-3,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+21=0$

$_A(-3,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+24=0$

$_A(-3,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+30=0$

$_A(-3,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+33=0$

$_A(-3,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+15=0$

$_A(-3,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+21=0$

$_A(-3,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+27=0$

$_A(-3,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+33=0$

$_A(-3,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+39=0$

$_A(-3,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+18=0$

$_A(-3,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+21=0$

$_A(-3,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+24=0$

$_A(-3,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+27=0$

$_A(-3,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+33=0$

$_A(-3,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+36=0$

$_A(-3,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+39=0$

$_A(-3,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+42=0$

$_A(-3,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+21=0$

$_A(-3,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+33=0$

$_A(-3,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+39=0$

$_A(-3,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+24=0$

$_A(-3,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+27=0$

$_A(-3,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+30=0$

$_A(-3,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+33=0$

$_A(-3,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+36=0$

$_A(-3,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+39=0$

$_A(-3,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+45=0$

$_A(-3,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+48=0$

$_A(-3,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+27=0$

$_A(-3,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+33=0$

$_A(-3,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+39=0$

$_A(-3,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+45=0$

$_A(-3,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+51=0$

$_A(-3,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+30=0$

$_A(-3,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+33=0$

$_A(-3,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+39=0$

$_A(-3,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+42=0$

$_A(-3,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+48=0$

$_A(-3,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+51=0$

$_A(-3,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+10=0$

$_A(-3,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+13=0$

$_A(-3,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+16=0$

$_A(-3,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+19=0$

$_A(-3,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+22=0$

$_A(-3,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+25=0$

$_A(-3,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+28=0$

$_A(-3,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+31=0$

$_A(-3,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(-3,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+17=0$

$_A(-3,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+23=0$

$_A(-3,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+29=0$

$_A(-3,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+35=0$

$_A(-3,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+15=0$

$_A(-3,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+18=0$

$_A(-3,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+24=0$

$_A(-3,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+27=0$

$_A(-3,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+33=0$

$_A(-3,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+36=0$

$_A(-3,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+19=0$

$_A(-3,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+25=0$

$_A(-3,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+31=0$

$_A(-3,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+37=0$

$_A(-3,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+43=0$

$_A(-3,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+23=0$

$_A(-3,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+26=0$

$_A(-3,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+29=0$

$_A(-3,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+32=0$

$_A(-3,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+38=0$

$_A(-3,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+41=0$

$_A(-3,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+44=0$

$_A(-3,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+47=0$

$_A(-3,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+27=0$

$_A(-3,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+39=0$

$_A(-3,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+45=0$

$_A(-3,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+31=0$

$_A(-3,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+34=0$

$_A(-3,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+37=0$

$_A(-3,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+40=0$

$_A(-3,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+43=0$

$_A(-3,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+46=0$

$_A(-3,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+52=0$

$_A(-3,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+55=0$

$_A(-3,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+35=0$

$_A(-3,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+41=0$

$_A(-3,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+47=0$

$_A(-3,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+53=0$

$_A(-3,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+59=0$

$_A(-3,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+39=0$

$_A(-3,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+42=0$

$_A(-3,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+48=0$

$_A(-3,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+51=0$

$_A(-3,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+57=0$

$_A(-3,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+60=0$

$_A(-3,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-3,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+14=0$

$_A(-3,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+17=0$

$_A(-3,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+20=0$

$_A(-3,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+23=0$

$_A(-3,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+26=0$

$_A(-3,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+29=0$

$_A(-3,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+32=0$

$_A(-3,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+13=0$

$_A(-3,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+19=0$

$_A(-3,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+25=0$

$_A(-3,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+31=0$

$_A(-3,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+37=0$

$_A(-3,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+18=0$

$_A(-3,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+21=0$

$_A(-3,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+27=0$

$_A(-3,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+30=0$

$_A(-3,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+36=0$

$_A(-3,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+39=0$

$_A(-3,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+23=0$

$_A(-3,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+29=0$

$_A(-3,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+35=0$

$_A(-3,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+41=0$

$_A(-3,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+47=0$

$_A(-3,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+28=0$

$_A(-3,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+31=0$

$_A(-3,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+34=0$

$_A(-3,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+37=0$

$_A(-3,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+43=0$

$_A(-3,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+46=0$

$_A(-3,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+49=0$

$_A(-3,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+52=0$

$_A(-3,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+33=0$

$_A(-3,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+45=0$

$_A(-3,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+51=0$

$_A(-3,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+38=0$

$_A(-3,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+41=0$

$_A(-3,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+44=0$

$_A(-3,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+47=0$

$_A(-3,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+50=0$

$_A(-3,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+53=0$

$_A(-3,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+59=0$

$_A(-3,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+62=0$

$_A(-3,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+43=0$

$_A(-3,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+49=0$

$_A(-3,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+55=0$

$_A(-3,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+61=0$

$_A(-3,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+67=0$

$_A(-3,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+48=0$

$_A(-3,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+51=0$

$_A(-3,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+57=0$

$_A(-3,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+60=0$

$_A(-3,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+66=0$

$_A(-3,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+69=0$

$_A(-3,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+12=0$

$_A(-3,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+15=0$

$_A(-3,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+18=0$

$_A(-3,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+21=0$

$_A(-3,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+24=0$

$_A(-3,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+27=0$

$_A(-3,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+30=0$

$_A(-3,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+33=0$

$_A(-3,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+15=0$

$_A(-3,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+21=0$

$_A(-3,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+27=0$

$_A(-3,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+33=0$

$_A(-3,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+39=0$

$_A(-3,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+21=0$

$_A(-3,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+24=0$

$_A(-3,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+30=0$

$_A(-3,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+33=0$

$_A(-3,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+39=0$

$_A(-3,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+42=0$

$_A(-3,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+27=0$

$_A(-3,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+33=0$

$_A(-3,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+39=0$

$_A(-3,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+45=0$

$_A(-3,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+51=0$

$_A(-3,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+33=0$

$_A(-3,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+36=0$

$_A(-3,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+39=0$

$_A(-3,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+42=0$

$_A(-3,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+48=0$

$_A(-3,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+51=0$

$_A(-3,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+54=0$

$_A(-3,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+57=0$

$_A(-3,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+39=0$

$_A(-3,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+51=0$

$_A(-3,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+57=0$

$_A(-3,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+45=0$

$_A(-3,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+48=0$

$_A(-3,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+51=0$

$_A(-3,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+54=0$

$_A(-3,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+57=0$

$_A(-3,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+60=0$

$_A(-3,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+66=0$

$_A(-3,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+69=0$

$_A(-3,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+51=0$

$_A(-3,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+57=0$

$_A(-3,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+63=0$

$_A(-3,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+69=0$

$_A(-3,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+75=0$

$_A(-3,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+57=0$

$_A(-3,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+60=0$

$_A(-3,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+66=0$

$_A(-3,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+69=0$

$_A(-3,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+75=0$

$_A(-3,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+78=0$

$_A(-3,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+13=0$

$_A(-3,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+16=0$

$_A(-3,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+19=0$

$_A(-3,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+22=0$

$_A(-3,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+25=0$

$_A(-3,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+28=0$

$_A(-3,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+31=0$

$_A(-3,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+34=0$

$_A(-3,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+17=0$

$_A(-3,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+23=0$

$_A(-3,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+29=0$

$_A(-3,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+35=0$

$_A(-3,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+41=0$

$_A(-3,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+24=0$

$_A(-3,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+27=0$

$_A(-3,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+33=0$

$_A(-3,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+36=0$

$_A(-3,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+42=0$

$_A(-3,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+45=0$

$_A(-3,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+31=0$

$_A(-3,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+37=0$

$_A(-3,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+43=0$

$_A(-3,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+49=0$

$_A(-3,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+55=0$

$_A(-3,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+38=0$

$_A(-3,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+41=0$

$_A(-3,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+44=0$

$_A(-3,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+47=0$

$_A(-3,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+53=0$

$_A(-3,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+56=0$

$_A(-3,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+59=0$

$_A(-3,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+62=0$

$_A(-3,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+45=0$

$_A(-3,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+57=0$

$_A(-3,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+63=0$

$_A(-3,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+52=0$

$_A(-3,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+55=0$

$_A(-3,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+58=0$

$_A(-3,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+61=0$

$_A(-3,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+64=0$

$_A(-3,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+67=0$

$_A(-3,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+73=0$

$_A(-3,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+76=0$

$_A(-3,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+59=0$

$_A(-3,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+65=0$

$_A(-3,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+71=0$

$_A(-3,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+77=0$

$_A(-3,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+83=0$

$_A(-3,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+66=0$

$_A(-3,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+69=0$

$_A(-3,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+75=0$

$_A(-3,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+78=0$

$_A(-3,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+84=0$

$_A(-3,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+87=0$

$_A(-3,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+14=0$

$_A(-3,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+17=0$

$_A(-3,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+20=0$

$_A(-3,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+23=0$

$_A(-3,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+26=0$

$_A(-3,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+29=0$

$_A(-3,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+32=0$

$_A(-3,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+35=0$

$_A(-3,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+19=0$

$_A(-3,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+25=0$

$_A(-3,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+31=0$

$_A(-3,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+37=0$

$_A(-3,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+43=0$

$_A(-3,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+27=0$

$_A(-3,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+30=0$

$_A(-3,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+36=0$

$_A(-3,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+39=0$

$_A(-3,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+45=0$

$_A(-3,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+48=0$

$_A(-3,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+35=0$

$_A(-3,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+41=0$

$_A(-3,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+47=0$

$_A(-3,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+53=0$

$_A(-3,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+59=0$

$_A(-3,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+43=0$

$_A(-3,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+46=0$

$_A(-3,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+49=0$

$_A(-3,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+52=0$

$_A(-3,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+58=0$

$_A(-3,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+61=0$

$_A(-3,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+64=0$

$_A(-3,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+67=0$

$_A(-3,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+51=0$

$_A(-3,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+63=0$

$_A(-3,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+69=0$

$_A(-3,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+59=0$

$_A(-3,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+62=0$

$_A(-3,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+65=0$

$_A(-3,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+68=0$

$_A(-3,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+71=0$

$_A(-3,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+74=0$

$_A(-3,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+80=0$

$_A(-3,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+83=0$

$_A(-3,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+67=0$

$_A(-3,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+73=0$

$_A(-3,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+79=0$

$_A(-3,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+85=0$

$_A(-3,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+91=0$

$_A(-3,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+75=0$

$_A(-3,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+78=0$

$_A(-3,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+84=0$

$_A(-3,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+87=0$

$_A(-3,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+93=0$

$_A(-3,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+96=0$

$_A(-3,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+15=0$

$_A(-3,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+18=0$

$_A(-3,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+21=0$

$_A(-3,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+24=0$

$_A(-3,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+27=0$

$_A(-3,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+30=0$

$_A(-3,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+33=0$

$_A(-3,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+36=0$

$_A(-3,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+21=0$

$_A(-3,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+27=0$

$_A(-3,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+33=0$

$_A(-3,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+39=0$

$_A(-3,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+45=0$

$_A(-3,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+30=0$

$_A(-3,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+33=0$

$_A(-3,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+39=0$

$_A(-3,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+42=0$

$_A(-3,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+48=0$

$_A(-3,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+51=0$

$_A(-3,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+39=0$

$_A(-3,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+45=0$

$_A(-3,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+51=0$

$_A(-3,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+57=0$

$_A(-3,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+63=0$

$_A(-3,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+48=0$

$_A(-3,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+51=0$

$_A(-3,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+54=0$

$_A(-3,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+57=0$

$_A(-3,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+63=0$

$_A(-3,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+66=0$

$_A(-3,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+69=0$

$_A(-3,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+72=0$

$_A(-3,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+57=0$

$_A(-3,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+69=0$

$_A(-3,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+75=0$

$_A(-3,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+66=0$

$_A(-3,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+69=0$

$_A(-3,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+72=0$

$_A(-3,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+75=0$

$_A(-3,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+78=0$

$_A(-3,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+81=0$

$_A(-3,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+87=0$

$_A(-3,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+90=0$

$_A(-3,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+75=0$

$_A(-3,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+81=0$

$_A(-3,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+87=0$

$_A(-3,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+93=0$

$_A(-3,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+99=0$

$_A(-3,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+84=0$

$_A(-3,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+87=0$

$_A(-3,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+93=0$

$_A(-3,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+96=0$

$_A(-3,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+102=0$

$_A(-3,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+105=0$

$_A(-4,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+5=0$

$_A(-4,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+9=0$

$_A(-4,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+13=0$

$_A(-4,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+17=0$

$_A(-4,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+21=0$

$_A(-4,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+25=0$

$_A(-4,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+29=0$

$_A(-4,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+33=0$

$_A(-4,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+37=0$

$_A(-4,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+6=0$

$_A(-4,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+14=0$

$_A(-4,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+22=0$

$_A(-4,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+30=0$

$_A(-4,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+38=0$

$_A(-4,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+7=0$

$_A(-4,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+11=0$

$_A(-4,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+19=0$

$_A(-4,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+23=0$

$_A(-4,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+31=0$

$_A(-4,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+35=0$

$_A(-4,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+8=0$

$_A(-4,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+16=0$

$_A(-4,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+24=0$

$_A(-4,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+32=0$

$_A(-4,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+40=0$

$_A(-4,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+9=0$

$_A(-4,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+13=0$

$_A(-4,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+17=0$

$_A(-4,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+21=0$

$_A(-4,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+29=0$

$_A(-4,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+33=0$

$_A(-4,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+37=0$

$_A(-4,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+41=0$

$_A(-4,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+10=0$

$_A(-4,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+26=0$

$_A(-4,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+34=0$

$_A(-4,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+11=0$

$_A(-4,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+15=0$

$_A(-4,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+19=0$

$_A(-4,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+23=0$

$_A(-4,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+27=0$

$_A(-4,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+31=0$

$_A(-4,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+39=0$

$_A(-4,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+43=0$

$_A(-4,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+12=0$

$_A(-4,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+20=0$

$_A(-4,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+28=0$

$_A(-4,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+36=0$

$_A(-4,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+44=0$

$_A(-4,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+13=0$

$_A(-4,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+17=0$

$_A(-4,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+25=0$

$_A(-4,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+29=0$

$_A(-4,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+37=0$

$_A(-4,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+41=0$

$_A(-4,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+10=0$

$_A(-4,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+14=0$

$_A(-4,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+18=0$

$_A(-4,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+22=0$

$_A(-4,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+26=0$

$_A(-4,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+30=0$

$_A(-4,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+34=0$

$_A(-4,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+38=0$

$_A(-4,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+8=0$

$_A(-4,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+16=0$

$_A(-4,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+24=0$

$_A(-4,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+32=0$

$_A(-4,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+40=0$

$_A(-4,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+10=0$

$_A(-4,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+14=0$

$_A(-4,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+22=0$

$_A(-4,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+26=0$

$_A(-4,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+34=0$

$_A(-4,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+38=0$

$_A(-4,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+12=0$

$_A(-4,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+20=0$

$_A(-4,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+28=0$

$_A(-4,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+36=0$

$_A(-4,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+44=0$

$_A(-4,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+14=0$

$_A(-4,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+18=0$

$_A(-4,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+22=0$

$_A(-4,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+26=0$

$_A(-4,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+34=0$

$_A(-4,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+38=0$

$_A(-4,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+42=0$

$_A(-4,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+46=0$

$_A(-4,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+16=0$

$_A(-4,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+32=0$

$_A(-4,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+40=0$

$_A(-4,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+18=0$

$_A(-4,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+22=0$

$_A(-4,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+26=0$

$_A(-4,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+30=0$

$_A(-4,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+34=0$

$_A(-4,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+38=0$

$_A(-4,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+46=0$

$_A(-4,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+50=0$

$_A(-4,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+20=0$

$_A(-4,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+28=0$

$_A(-4,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+36=0$

$_A(-4,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+44=0$

$_A(-4,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+52=0$

$_A(-4,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+22=0$

$_A(-4,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+26=0$

$_A(-4,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+34=0$

$_A(-4,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+38=0$

$_A(-4,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+46=0$

$_A(-4,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+50=0$

$_A(-4,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-4,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+15=0$

$_A(-4,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+19=0$

$_A(-4,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+23=0$

$_A(-4,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+27=0$

$_A(-4,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+31=0$

$_A(-4,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+35=0$

$_A(-4,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+39=0$

$_A(-4,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(-4,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+18=0$

$_A(-4,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+26=0$

$_A(-4,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+34=0$

$_A(-4,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+42=0$

$_A(-4,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+13=0$

$_A(-4,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+17=0$

$_A(-4,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+25=0$

$_A(-4,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+29=0$

$_A(-4,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+37=0$

$_A(-4,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+41=0$

$_A(-4,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+16=0$

$_A(-4,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+24=0$

$_A(-4,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+32=0$

$_A(-4,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+40=0$

$_A(-4,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+48=0$

$_A(-4,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+19=0$

$_A(-4,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+23=0$

$_A(-4,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+27=0$

$_A(-4,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+31=0$

$_A(-4,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+39=0$

$_A(-4,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+43=0$

$_A(-4,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+47=0$

$_A(-4,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+51=0$

$_A(-4,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+22=0$

$_A(-4,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+38=0$

$_A(-4,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+46=0$

$_A(-4,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+25=0$

$_A(-4,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+29=0$

$_A(-4,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+33=0$

$_A(-4,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+37=0$

$_A(-4,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+41=0$

$_A(-4,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+45=0$

$_A(-4,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+53=0$

$_A(-4,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+57=0$

$_A(-4,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+28=0$

$_A(-4,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+36=0$

$_A(-4,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+44=0$

$_A(-4,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+52=0$

$_A(-4,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+60=0$

$_A(-4,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+31=0$

$_A(-4,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+35=0$

$_A(-4,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+43=0$

$_A(-4,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+47=0$

$_A(-4,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+55=0$

$_A(-4,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+59=0$

$_A(-4,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+12=0$

$_A(-4,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+16=0$

$_A(-4,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+20=0$

$_A(-4,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+24=0$

$_A(-4,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+28=0$

$_A(-4,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+32=0$

$_A(-4,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+36=0$

$_A(-4,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+40=0$

$_A(-4,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+12=0$

$_A(-4,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+20=0$

$_A(-4,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+28=0$

$_A(-4,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+36=0$

$_A(-4,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+44=0$

$_A(-4,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+16=0$

$_A(-4,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+20=0$

$_A(-4,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+28=0$

$_A(-4,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+32=0$

$_A(-4,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+40=0$

$_A(-4,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+44=0$

$_A(-4,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+20=0$

$_A(-4,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+28=0$

$_A(-4,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+36=0$

$_A(-4,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+44=0$

$_A(-4,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+52=0$

$_A(-4,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+24=0$

$_A(-4,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+28=0$

$_A(-4,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+32=0$

$_A(-4,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+36=0$

$_A(-4,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+44=0$

$_A(-4,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+48=0$

$_A(-4,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+52=0$

$_A(-4,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+56=0$

$_A(-4,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+28=0$

$_A(-4,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+44=0$

$_A(-4,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+52=0$

$_A(-4,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+32=0$

$_A(-4,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+36=0$

$_A(-4,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+40=0$

$_A(-4,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+44=0$

$_A(-4,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+48=0$

$_A(-4,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+52=0$

$_A(-4,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+60=0$

$_A(-4,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+64=0$

$_A(-4,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+36=0$

$_A(-4,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+44=0$

$_A(-4,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+52=0$

$_A(-4,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+60=0$

$_A(-4,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+68=0$

$_A(-4,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+40=0$

$_A(-4,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+44=0$

$_A(-4,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+52=0$

$_A(-4,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+56=0$

$_A(-4,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+64=0$

$_A(-4,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+68=0$

$_A(-4,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+13=0$

$_A(-4,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+17=0$

$_A(-4,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+21=0$

$_A(-4,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+25=0$

$_A(-4,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+29=0$

$_A(-4,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+33=0$

$_A(-4,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+37=0$

$_A(-4,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+41=0$

$_A(-4,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+14=0$

$_A(-4,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+22=0$

$_A(-4,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+30=0$

$_A(-4,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+38=0$

$_A(-4,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+46=0$

$_A(-4,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+19=0$

$_A(-4,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+23=0$

$_A(-4,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+31=0$

$_A(-4,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+35=0$

$_A(-4,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+43=0$

$_A(-4,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+47=0$

$_A(-4,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+24=0$

$_A(-4,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+32=0$

$_A(-4,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+40=0$

$_A(-4,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+48=0$

$_A(-4,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+56=0$

$_A(-4,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+29=0$

$_A(-4,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+33=0$

$_A(-4,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+37=0$

$_A(-4,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+41=0$

$_A(-4,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+49=0$

$_A(-4,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+53=0$

$_A(-4,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+57=0$

$_A(-4,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+61=0$

$_A(-4,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+34=0$

$_A(-4,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+50=0$

$_A(-4,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+58=0$

$_A(-4,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+39=0$

$_A(-4,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+43=0$

$_A(-4,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+47=0$

$_A(-4,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+51=0$

$_A(-4,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+55=0$

$_A(-4,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+59=0$

$_A(-4,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+67=0$

$_A(-4,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+71=0$

$_A(-4,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+44=0$

$_A(-4,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+52=0$

$_A(-4,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+60=0$

$_A(-4,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+68=0$

$_A(-4,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+76=0$

$_A(-4,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+49=0$

$_A(-4,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+53=0$

$_A(-4,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+61=0$

$_A(-4,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+65=0$

$_A(-4,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+73=0$

$_A(-4,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+77=0$

$_A(-4,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+14=0$

$_A(-4,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+18=0$

$_A(-4,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+22=0$

$_A(-4,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+26=0$

$_A(-4,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+30=0$

$_A(-4,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+34=0$

$_A(-4,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+38=0$

$_A(-4,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+42=0$

$_A(-4,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+16=0$

$_A(-4,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+24=0$

$_A(-4,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+32=0$

$_A(-4,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+40=0$

$_A(-4,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+48=0$

$_A(-4,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+22=0$

$_A(-4,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+26=0$

$_A(-4,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+34=0$

$_A(-4,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+38=0$

$_A(-4,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+46=0$

$_A(-4,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+50=0$

$_A(-4,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+28=0$

$_A(-4,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+36=0$

$_A(-4,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+44=0$

$_A(-4,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+52=0$

$_A(-4,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+60=0$

$_A(-4,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+34=0$

$_A(-4,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+38=0$

$_A(-4,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+42=0$

$_A(-4,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+46=0$

$_A(-4,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+54=0$

$_A(-4,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+58=0$

$_A(-4,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+62=0$

$_A(-4,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+66=0$

$_A(-4,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+40=0$

$_A(-4,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+56=0$

$_A(-4,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+64=0$

$_A(-4,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+46=0$

$_A(-4,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+50=0$

$_A(-4,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+54=0$

$_A(-4,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+58=0$

$_A(-4,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+62=0$

$_A(-4,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+66=0$

$_A(-4,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+74=0$

$_A(-4,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+78=0$

$_A(-4,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+52=0$

$_A(-4,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+60=0$

$_A(-4,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+68=0$

$_A(-4,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+76=0$

$_A(-4,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+84=0$

$_A(-4,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+58=0$

$_A(-4,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+62=0$

$_A(-4,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+70=0$

$_A(-4,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+74=0$

$_A(-4,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+82=0$

$_A(-4,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+86=0$

$_A(-4,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+15=0$

$_A(-4,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+19=0$

$_A(-4,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+23=0$

$_A(-4,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+27=0$

$_A(-4,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+31=0$

$_A(-4,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+35=0$

$_A(-4,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+39=0$

$_A(-4,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+43=0$

$_A(-4,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+18=0$

$_A(-4,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+26=0$

$_A(-4,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+34=0$

$_A(-4,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+42=0$

$_A(-4,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+50=0$

$_A(-4,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+25=0$

$_A(-4,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+29=0$

$_A(-4,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+37=0$

$_A(-4,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+41=0$

$_A(-4,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+49=0$

$_A(-4,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+53=0$

$_A(-4,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+32=0$

$_A(-4,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+40=0$

$_A(-4,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+48=0$

$_A(-4,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+56=0$

$_A(-4,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+64=0$

$_A(-4,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+39=0$

$_A(-4,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+43=0$

$_A(-4,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+47=0$

$_A(-4,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+51=0$

$_A(-4,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+59=0$

$_A(-4,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+63=0$

$_A(-4,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+67=0$

$_A(-4,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+71=0$

$_A(-4,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+46=0$

$_A(-4,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+62=0$

$_A(-4,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+70=0$

$_A(-4,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+53=0$

$_A(-4,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+57=0$

$_A(-4,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+61=0$

$_A(-4,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+65=0$

$_A(-4,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+69=0$

$_A(-4,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+73=0$

$_A(-4,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+81=0$

$_A(-4,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+85=0$

$_A(-4,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+60=0$

$_A(-4,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+68=0$

$_A(-4,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+76=0$

$_A(-4,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+84=0$

$_A(-4,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+92=0$

$_A(-4,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+67=0$

$_A(-4,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+71=0$

$_A(-4,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+79=0$

$_A(-4,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+83=0$

$_A(-4,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+91=0$

$_A(-4,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+95=0$

$_A(-4,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+16=0$

$_A(-4,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+20=0$

$_A(-4,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+24=0$

$_A(-4,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+28=0$

$_A(-4,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+32=0$

$_A(-4,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+36=0$

$_A(-4,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+40=0$

$_A(-4,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+44=0$

$_A(-4,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+20=0$

$_A(-4,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+28=0$

$_A(-4,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+36=0$

$_A(-4,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+44=0$

$_A(-4,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+52=0$

$_A(-4,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+28=0$

$_A(-4,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+32=0$

$_A(-4,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+40=0$

$_A(-4,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+44=0$

$_A(-4,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+52=0$

$_A(-4,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+56=0$

$_A(-4,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+36=0$

$_A(-4,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+44=0$

$_A(-4,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+52=0$

$_A(-4,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+60=0$

$_A(-4,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+68=0$

$_A(-4,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+44=0$

$_A(-4,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+48=0$

$_A(-4,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+52=0$

$_A(-4,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+56=0$

$_A(-4,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+64=0$

$_A(-4,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+68=0$

$_A(-4,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+72=0$

$_A(-4,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+76=0$

$_A(-4,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+52=0$

$_A(-4,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+68=0$

$_A(-4,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+76=0$

$_A(-4,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+60=0$

$_A(-4,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+64=0$

$_A(-4,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+68=0$

$_A(-4,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+72=0$

$_A(-4,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+76=0$

$_A(-4,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+80=0$

$_A(-4,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+88=0$

$_A(-4,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+92=0$

$_A(-4,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+68=0$

$_A(-4,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+76=0$

$_A(-4,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+84=0$

$_A(-4,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+92=0$

$_A(-4,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+100=0$

$_A(-4,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+76=0$

$_A(-4,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+80=0$

$_A(-4,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+88=0$

$_A(-4,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+92=0$

$_A(-4,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+100=0$

$_A(-4,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+104=0$

$_A(-4,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+17=0$

$_A(-4,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+21=0$

$_A(-4,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+25=0$

$_A(-4,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+29=0$

$_A(-4,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+33=0$

$_A(-4,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+37=0$

$_A(-4,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+41=0$

$_A(-4,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+45=0$

$_A(-4,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+22=0$

$_A(-4,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+30=0$

$_A(-4,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+38=0$

$_A(-4,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+46=0$

$_A(-4,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+54=0$

$_A(-4,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+31=0$

$_A(-4,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+35=0$

$_A(-4,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+43=0$

$_A(-4,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+47=0$

$_A(-4,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+55=0$

$_A(-4,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+59=0$

$_A(-4,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+40=0$

$_A(-4,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+48=0$

$_A(-4,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+56=0$

$_A(-4,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+64=0$

$_A(-4,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+72=0$

$_A(-4,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+49=0$

$_A(-4,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+53=0$

$_A(-4,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+57=0$

$_A(-4,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+61=0$

$_A(-4,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+69=0$

$_A(-4,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+73=0$

$_A(-4,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+77=0$

$_A(-4,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+81=0$

$_A(-4,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+58=0$

$_A(-4,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+74=0$

$_A(-4,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+82=0$

$_A(-4,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+67=0$

$_A(-4,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+71=0$

$_A(-4,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+75=0$

$_A(-4,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+79=0$

$_A(-4,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+83=0$

$_A(-4,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+87=0$

$_A(-4,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+95=0$

$_A(-4,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+99=0$

$_A(-4,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+76=0$

$_A(-4,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+84=0$

$_A(-4,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+92=0$

$_A(-4,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+100=0$

$_A(-4,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+108=0$

$_A(-4,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+85=0$

$_A(-4,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+89=0$

$_A(-4,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+97=0$

$_A(-4,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+101=0$

$_A(-4,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+109=0$

$_A(-4,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+113=0$

$_A(-5,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+6=0$

$_A(-5,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+11=0$

$_A(-5,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+16=0$

$_A(-5,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+21=0$

$_A(-5,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+26=0$

$_A(-5,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+31=0$

$_A(-5,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+36=0$

$_A(-5,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+41=0$

$_A(-5,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+46=0$

$_A(-5,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+7=0$

$_A(-5,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+17=0$

$_A(-5,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+27=0$

$_A(-5,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+37=0$

$_A(-5,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+47=0$

$_A(-5,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+8=0$

$_A(-5,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+13=0$

$_A(-5,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+23=0$

$_A(-5,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+28=0$

$_A(-5,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+38=0$

$_A(-5,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+43=0$

$_A(-5,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+9=0$

$_A(-5,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+19=0$

$_A(-5,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+29=0$

$_A(-5,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+39=0$

$_A(-5,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+49=0$

$_A(-5,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+10=0$

$_A(-5,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+15=0$

$_A(-5,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+20=0$

$_A(-5,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+25=0$

$_A(-5,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+35=0$

$_A(-5,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+40=0$

$_A(-5,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+45=0$

$_A(-5,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+50=0$

$_A(-5,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+11=0$

$_A(-5,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+31=0$

$_A(-5,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+41=0$

$_A(-5,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+12=0$

$_A(-5,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+17=0$

$_A(-5,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+22=0$

$_A(-5,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+27=0$

$_A(-5,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+32=0$

$_A(-5,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+37=0$

$_A(-5,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+47=0$

$_A(-5,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+52=0$

$_A(-5,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+13=0$

$_A(-5,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+23=0$

$_A(-5,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+33=0$

$_A(-5,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+43=0$

$_A(-5,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+53=0$

$_A(-5,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+14=0$

$_A(-5,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+19=0$

$_A(-5,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+29=0$

$_A(-5,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+34=0$

$_A(-5,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+44=0$

$_A(-5,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+49=0$

$_A(-5,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+12=0$

$_A(-5,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+17=0$

$_A(-5,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+22=0$

$_A(-5,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+27=0$

$_A(-5,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+32=0$

$_A(-5,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+37=0$

$_A(-5,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+42=0$

$_A(-5,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+47=0$

$_A(-5,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(-5,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+19=0$

$_A(-5,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+29=0$

$_A(-5,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+39=0$

$_A(-5,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+49=0$

$_A(-5,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+11=0$

$_A(-5,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+16=0$

$_A(-5,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+26=0$

$_A(-5,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+31=0$

$_A(-5,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+41=0$

$_A(-5,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+46=0$

$_A(-5,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+13=0$

$_A(-5,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+23=0$

$_A(-5,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+33=0$

$_A(-5,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+43=0$

$_A(-5,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+53=0$

$_A(-5,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+15=0$

$_A(-5,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+20=0$

$_A(-5,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+25=0$

$_A(-5,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+30=0$

$_A(-5,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+40=0$

$_A(-5,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+45=0$

$_A(-5,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+50=0$

$_A(-5,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+55=0$

$_A(-5,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+17=0$

$_A(-5,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+37=0$

$_A(-5,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+47=0$

$_A(-5,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+19=0$

$_A(-5,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+24=0$

$_A(-5,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+29=0$

$_A(-5,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+34=0$

$_A(-5,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+39=0$

$_A(-5,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+44=0$

$_A(-5,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+54=0$

$_A(-5,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+59=0$

$_A(-5,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+21=0$

$_A(-5,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+31=0$

$_A(-5,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+41=0$

$_A(-5,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+51=0$

$_A(-5,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+61=0$

$_A(-5,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+23=0$

$_A(-5,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+28=0$

$_A(-5,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+38=0$

$_A(-5,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+43=0$

$_A(-5,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+53=0$

$_A(-5,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+58=0$

$_A(-5,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+13=0$

$_A(-5,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+18=0$

$_A(-5,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+23=0$

$_A(-5,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+28=0$

$_A(-5,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+33=0$

$_A(-5,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+38=0$

$_A(-5,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+43=0$

$_A(-5,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+48=0$

$_A(-5,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(-5,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+21=0$

$_A(-5,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+31=0$

$_A(-5,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+41=0$

$_A(-5,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+51=0$

$_A(-5,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+14=0$

$_A(-5,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+19=0$

$_A(-5,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+29=0$

$_A(-5,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+34=0$

$_A(-5,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+44=0$

$_A(-5,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+49=0$

$_A(-5,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+17=0$

$_A(-5,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+27=0$

$_A(-5,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+37=0$

$_A(-5,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+47=0$

$_A(-5,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+57=0$

$_A(-5,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+20=0$

$_A(-5,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+25=0$

$_A(-5,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+30=0$

$_A(-5,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+35=0$

$_A(-5,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+45=0$

$_A(-5,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+50=0$

$_A(-5,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+55=0$

$_A(-5,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+60=0$

$_A(-5,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+23=0$

$_A(-5,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+43=0$

$_A(-5,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+53=0$

$_A(-5,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+26=0$

$_A(-5,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+31=0$

$_A(-5,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+36=0$

$_A(-5,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+41=0$

$_A(-5,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+46=0$

$_A(-5,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+51=0$

$_A(-5,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+61=0$

$_A(-5,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+66=0$

$_A(-5,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+29=0$

$_A(-5,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+39=0$

$_A(-5,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+49=0$

$_A(-5,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+59=0$

$_A(-5,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+69=0$

$_A(-5,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+32=0$

$_A(-5,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+37=0$

$_A(-5,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+47=0$

$_A(-5,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+52=0$

$_A(-5,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+62=0$

$_A(-5,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+67=0$

$_A(-5,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+14=0$

$_A(-5,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+19=0$

$_A(-5,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+24=0$

$_A(-5,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+29=0$

$_A(-5,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+34=0$

$_A(-5,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+39=0$

$_A(-5,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+44=0$

$_A(-5,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+49=0$

$_A(-5,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+13=0$

$_A(-5,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+23=0$

$_A(-5,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+33=0$

$_A(-5,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+43=0$

$_A(-5,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+53=0$

$_A(-5,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+17=0$

$_A(-5,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+22=0$

$_A(-5,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+32=0$

$_A(-5,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+37=0$

$_A(-5,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+47=0$

$_A(-5,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+52=0$

$_A(-5,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+21=0$

$_A(-5,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+31=0$

$_A(-5,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+41=0$

$_A(-5,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+51=0$

$_A(-5,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+61=0$

$_A(-5,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+25=0$

$_A(-5,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+30=0$

$_A(-5,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+35=0$

$_A(-5,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+40=0$

$_A(-5,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+50=0$

$_A(-5,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+55=0$

$_A(-5,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+60=0$

$_A(-5,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+65=0$

$_A(-5,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+29=0$

$_A(-5,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+49=0$

$_A(-5,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+59=0$

$_A(-5,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+33=0$

$_A(-5,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+38=0$

$_A(-5,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+43=0$

$_A(-5,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+48=0$

$_A(-5,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+53=0$

$_A(-5,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+58=0$

$_A(-5,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+68=0$

$_A(-5,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+73=0$

$_A(-5,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+37=0$

$_A(-5,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+47=0$

$_A(-5,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+57=0$

$_A(-5,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+67=0$

$_A(-5,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+77=0$

$_A(-5,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+41=0$

$_A(-5,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+46=0$

$_A(-5,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+56=0$

$_A(-5,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+61=0$

$_A(-5,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+71=0$

$_A(-5,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+76=0$

$_A(-5,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+15=0$

$_A(-5,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+20=0$

$_A(-5,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+25=0$

$_A(-5,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+30=0$

$_A(-5,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+35=0$

$_A(-5,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+40=0$

$_A(-5,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+45=0$

$_A(-5,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+50=0$

$_A(-5,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+15=0$

$_A(-5,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+25=0$

$_A(-5,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+35=0$

$_A(-5,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+45=0$

$_A(-5,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+55=0$

$_A(-5,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+20=0$

$_A(-5,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+25=0$

$_A(-5,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+35=0$

$_A(-5,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+40=0$

$_A(-5,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+50=0$

$_A(-5,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+55=0$

$_A(-5,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+25=0$

$_A(-5,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+35=0$

$_A(-5,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+45=0$

$_A(-5,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+55=0$

$_A(-5,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+65=0$

$_A(-5,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+30=0$

$_A(-5,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+35=0$

$_A(-5,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+40=0$

$_A(-5,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+45=0$

$_A(-5,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+55=0$

$_A(-5,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+60=0$

$_A(-5,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+65=0$

$_A(-5,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+70=0$

$_A(-5,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+35=0$

$_A(-5,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+55=0$

$_A(-5,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+65=0$

$_A(-5,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+40=0$

$_A(-5,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+45=0$

$_A(-5,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+50=0$

$_A(-5,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+55=0$

$_A(-5,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+60=0$

$_A(-5,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+65=0$

$_A(-5,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+75=0$

$_A(-5,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+80=0$

$_A(-5,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+45=0$

$_A(-5,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+55=0$

$_A(-5,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+65=0$

$_A(-5,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+75=0$

$_A(-5,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+85=0$

$_A(-5,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+50=0$

$_A(-5,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+55=0$

$_A(-5,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+65=0$

$_A(-5,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+70=0$

$_A(-5,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+80=0$

$_A(-5,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+85=0$

$_A(-5,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+16=0$

$_A(-5,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+21=0$

$_A(-5,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+26=0$

$_A(-5,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+31=0$

$_A(-5,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+36=0$

$_A(-5,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+41=0$

$_A(-5,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+46=0$

$_A(-5,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+51=0$

$_A(-5,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+17=0$

$_A(-5,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+27=0$

$_A(-5,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+37=0$

$_A(-5,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+47=0$

$_A(-5,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+57=0$

$_A(-5,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+23=0$

$_A(-5,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+28=0$

$_A(-5,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+38=0$

$_A(-5,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+43=0$

$_A(-5,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+53=0$

$_A(-5,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+58=0$

$_A(-5,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+29=0$

$_A(-5,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+39=0$

$_A(-5,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+49=0$

$_A(-5,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+59=0$

$_A(-5,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+69=0$

$_A(-5,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+35=0$

$_A(-5,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+40=0$

$_A(-5,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+45=0$

$_A(-5,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+50=0$

$_A(-5,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+60=0$

$_A(-5,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+65=0$

$_A(-5,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+70=0$

$_A(-5,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+75=0$

$_A(-5,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+41=0$

$_A(-5,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+61=0$

$_A(-5,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+71=0$

$_A(-5,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+47=0$

$_A(-5,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+52=0$

$_A(-5,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+57=0$

$_A(-5,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+62=0$

$_A(-5,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+67=0$

$_A(-5,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+72=0$

$_A(-5,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+82=0$

$_A(-5,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+87=0$

$_A(-5,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+53=0$

$_A(-5,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+63=0$

$_A(-5,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+73=0$

$_A(-5,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+83=0$

$_A(-5,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+93=0$

$_A(-5,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+59=0$

$_A(-5,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+64=0$

$_A(-5,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+74=0$

$_A(-5,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+79=0$

$_A(-5,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+89=0$

$_A(-5,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+94=0$

$_A(-5,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+17=0$

$_A(-5,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+22=0$

$_A(-5,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+27=0$

$_A(-5,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+32=0$

$_A(-5,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+37=0$

$_A(-5,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+42=0$

$_A(-5,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+47=0$

$_A(-5,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+52=0$

$_A(-5,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+19=0$

$_A(-5,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+29=0$

$_A(-5,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+39=0$

$_A(-5,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+49=0$

$_A(-5,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+59=0$

$_A(-5,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+26=0$

$_A(-5,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+31=0$

$_A(-5,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+41=0$

$_A(-5,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+46=0$

$_A(-5,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+56=0$

$_A(-5,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+61=0$

$_A(-5,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+33=0$

$_A(-5,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+43=0$

$_A(-5,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+53=0$

$_A(-5,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+63=0$

$_A(-5,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+73=0$

$_A(-5,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+40=0$

$_A(-5,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+45=0$

$_A(-5,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+50=0$

$_A(-5,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+55=0$

$_A(-5,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+65=0$

$_A(-5,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+70=0$

$_A(-5,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+75=0$

$_A(-5,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+80=0$

$_A(-5,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+47=0$

$_A(-5,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+67=0$

$_A(-5,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+77=0$

$_A(-5,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+54=0$

$_A(-5,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+59=0$

$_A(-5,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+64=0$

$_A(-5,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+69=0$

$_A(-5,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+74=0$

$_A(-5,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+79=0$

$_A(-5,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+89=0$

$_A(-5,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+94=0$

$_A(-5,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+61=0$

$_A(-5,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+71=0$

$_A(-5,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+81=0$

$_A(-5,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+91=0$

$_A(-5,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+101=0$

$_A(-5,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+68=0$

$_A(-5,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+73=0$

$_A(-5,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+83=0$

$_A(-5,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+88=0$

$_A(-5,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+98=0$

$_A(-5,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+103=0$

$_A(-5,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+18=0$

$_A(-5,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+23=0$

$_A(-5,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+28=0$

$_A(-5,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+33=0$

$_A(-5,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+38=0$

$_A(-5,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+43=0$

$_A(-5,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+48=0$

$_A(-5,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+53=0$

$_A(-5,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+21=0$

$_A(-5,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+31=0$

$_A(-5,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+41=0$

$_A(-5,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+51=0$

$_A(-5,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+61=0$

$_A(-5,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+29=0$

$_A(-5,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+34=0$

$_A(-5,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+44=0$

$_A(-5,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+49=0$

$_A(-5,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+59=0$

$_A(-5,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+64=0$

$_A(-5,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+37=0$

$_A(-5,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+47=0$

$_A(-5,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+57=0$

$_A(-5,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+67=0$

$_A(-5,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+77=0$

$_A(-5,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+45=0$

$_A(-5,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+50=0$

$_A(-5,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+55=0$

$_A(-5,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+60=0$

$_A(-5,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+70=0$

$_A(-5,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+75=0$

$_A(-5,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+80=0$

$_A(-5,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+85=0$

$_A(-5,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+53=0$

$_A(-5,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+73=0$

$_A(-5,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+83=0$

$_A(-5,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+61=0$

$_A(-5,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+66=0$

$_A(-5,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+71=0$

$_A(-5,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+76=0$

$_A(-5,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+81=0$

$_A(-5,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+86=0$

$_A(-5,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+96=0$

$_A(-5,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+101=0$

$_A(-5,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+69=0$

$_A(-5,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+79=0$

$_A(-5,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+89=0$

$_A(-5,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+99=0$

$_A(-5,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+109=0$

$_A(-5,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+77=0$

$_A(-5,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+82=0$

$_A(-5,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+92=0$

$_A(-5,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+97=0$

$_A(-5,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+107=0$

$_A(-5,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+112=0$

$_A(-5,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+19=0$

$_A(-5,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+24=0$

$_A(-5,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+29=0$

$_A(-5,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+34=0$

$_A(-5,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+39=0$

$_A(-5,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+44=0$

$_A(-5,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+49=0$

$_A(-5,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+54=0$

$_A(-5,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+23=0$

$_A(-5,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+33=0$

$_A(-5,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+43=0$

$_A(-5,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+53=0$

$_A(-5,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+63=0$

$_A(-5,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+32=0$

$_A(-5,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+37=0$

$_A(-5,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+47=0$

$_A(-5,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+52=0$

$_A(-5,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+62=0$

$_A(-5,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+67=0$

$_A(-5,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+41=0$

$_A(-5,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+51=0$

$_A(-5,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+61=0$

$_A(-5,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+71=0$

$_A(-5,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+81=0$

$_A(-5,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+50=0$

$_A(-5,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+55=0$

$_A(-5,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+60=0$

$_A(-5,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+65=0$

$_A(-5,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+75=0$

$_A(-5,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+80=0$

$_A(-5,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+85=0$

$_A(-5,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+90=0$

$_A(-5,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+59=0$

$_A(-5,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+79=0$

$_A(-5,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+89=0$

$_A(-5,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+68=0$

$_A(-5,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+73=0$

$_A(-5,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+78=0$

$_A(-5,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+83=0$

$_A(-5,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+88=0$

$_A(-5,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+93=0$

$_A(-5,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+103=0$

$_A(-5,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+108=0$

$_A(-5,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+77=0$

$_A(-5,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+87=0$

$_A(-5,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+97=0$

$_A(-5,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+107=0$

$_A(-5,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+117=0$

$_A(-5,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+86=0$

$_A(-5,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+91=0$

$_A(-5,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+101=0$

$_A(-5,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+106=0$

$_A(-5,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+116=0$

$_A(-5,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+121=0$

$_A(-6,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+7=0$

$_A(-6,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+13=0$

$_A(-6,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+19=0$

$_A(-6,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+25=0$

$_A(-6,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+31=0$

$_A(-6,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+37=0$

$_A(-6,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+43=0$

$_A(-6,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+49=0$

$_A(-6,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+55=0$

$_A(-6,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+8=0$

$_A(-6,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+20=0$

$_A(-6,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+32=0$

$_A(-6,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+44=0$

$_A(-6,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+56=0$

$_A(-6,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+9=0$

$_A(-6,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+15=0$

$_A(-6,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+27=0$

$_A(-6,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+33=0$

$_A(-6,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+45=0$

$_A(-6,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+51=0$

$_A(-6,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+10=0$

$_A(-6,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+22=0$

$_A(-6,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+34=0$

$_A(-6,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+46=0$

$_A(-6,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+58=0$

$_A(-6,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+11=0$

$_A(-6,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+17=0$

$_A(-6,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+23=0$

$_A(-6,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+29=0$

$_A(-6,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+41=0$

$_A(-6,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+47=0$

$_A(-6,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+53=0$

$_A(-6,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+59=0$

$_A(-6,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+12=0$

$_A(-6,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+36=0$

$_A(-6,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+48=0$

$_A(-6,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+13=0$

$_A(-6,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+19=0$

$_A(-6,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+25=0$

$_A(-6,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+31=0$

$_A(-6,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+37=0$

$_A(-6,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+43=0$

$_A(-6,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+55=0$

$_A(-6,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+61=0$

$_A(-6,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+14=0$

$_A(-6,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+26=0$

$_A(-6,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+38=0$

$_A(-6,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+50=0$

$_A(-6,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+62=0$

$_A(-6,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+15=0$

$_A(-6,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+21=0$

$_A(-6,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+33=0$

$_A(-6,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+39=0$

$_A(-6,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+51=0$

$_A(-6,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+57=0$

$_A(-6,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+14=0$

$_A(-6,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+20=0$

$_A(-6,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+26=0$

$_A(-6,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+32=0$

$_A(-6,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+38=0$

$_A(-6,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+44=0$

$_A(-6,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+50=0$

$_A(-6,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+56=0$

$_A(-6,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(-6,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+22=0$

$_A(-6,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+34=0$

$_A(-6,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+46=0$

$_A(-6,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+58=0$

$_A(-6,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+12=0$

$_A(-6,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+18=0$

$_A(-6,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+30=0$

$_A(-6,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+36=0$

$_A(-6,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+48=0$

$_A(-6,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+54=0$

$_A(-6,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+14=0$

$_A(-6,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+26=0$

$_A(-6,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+38=0$

$_A(-6,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+50=0$

$_A(-6,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+62=0$

$_A(-6,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+16=0$

$_A(-6,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+22=0$

$_A(-6,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+28=0$

$_A(-6,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+34=0$

$_A(-6,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+46=0$

$_A(-6,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+52=0$

$_A(-6,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+58=0$

$_A(-6,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+64=0$

$_A(-6,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+18=0$

$_A(-6,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+42=0$

$_A(-6,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+54=0$

$_A(-6,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+20=0$

$_A(-6,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+26=0$

$_A(-6,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+32=0$

$_A(-6,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+38=0$

$_A(-6,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+44=0$

$_A(-6,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+50=0$

$_A(-6,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+62=0$

$_A(-6,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+68=0$

$_A(-6,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+22=0$

$_A(-6,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+34=0$

$_A(-6,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+46=0$

$_A(-6,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+58=0$

$_A(-6,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+70=0$

$_A(-6,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+24=0$

$_A(-6,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+30=0$

$_A(-6,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+42=0$

$_A(-6,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+48=0$

$_A(-6,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+60=0$

$_A(-6,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+66=0$

$_A(-6,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+15=0$

$_A(-6,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+21=0$

$_A(-6,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+27=0$

$_A(-6,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+33=0$

$_A(-6,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+39=0$

$_A(-6,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+45=0$

$_A(-6,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+51=0$

$_A(-6,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+57=0$

$_A(-6,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+12=0$

$_A(-6,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+24=0$

$_A(-6,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+36=0$

$_A(-6,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+48=0$

$_A(-6,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+60=0$

$_A(-6,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+15=0$

$_A(-6,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+21=0$

$_A(-6,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+33=0$

$_A(-6,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+39=0$

$_A(-6,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+51=0$

$_A(-6,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+57=0$

$_A(-6,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+18=0$

$_A(-6,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+30=0$

$_A(-6,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+42=0$

$_A(-6,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+54=0$

$_A(-6,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+66=0$

$_A(-6,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+21=0$

$_A(-6,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+27=0$

$_A(-6,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+33=0$

$_A(-6,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+39=0$

$_A(-6,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+51=0$

$_A(-6,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+57=0$

$_A(-6,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+63=0$

$_A(-6,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+69=0$

$_A(-6,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+24=0$

$_A(-6,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+48=0$

$_A(-6,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+60=0$

$_A(-6,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+27=0$

$_A(-6,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+33=0$

$_A(-6,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+39=0$

$_A(-6,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+45=0$

$_A(-6,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+51=0$

$_A(-6,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+57=0$

$_A(-6,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+69=0$

$_A(-6,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+75=0$

$_A(-6,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+30=0$

$_A(-6,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+42=0$

$_A(-6,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+54=0$

$_A(-6,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+66=0$

$_A(-6,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+78=0$

$_A(-6,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+33=0$

$_A(-6,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+39=0$

$_A(-6,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+51=0$

$_A(-6,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+57=0$

$_A(-6,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+69=0$

$_A(-6,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+75=0$

$_A(-6,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+16=0$

$_A(-6,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+22=0$

$_A(-6,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+28=0$

$_A(-6,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+34=0$

$_A(-6,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+40=0$

$_A(-6,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+46=0$

$_A(-6,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+52=0$

$_A(-6,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+58=0$

$_A(-6,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+14=0$

$_A(-6,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+26=0$

$_A(-6,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+38=0$

$_A(-6,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+50=0$

$_A(-6,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+62=0$

$_A(-6,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+18=0$

$_A(-6,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+24=0$

$_A(-6,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+36=0$

$_A(-6,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+42=0$

$_A(-6,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+54=0$

$_A(-6,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+60=0$

$_A(-6,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+22=0$

$_A(-6,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+34=0$

$_A(-6,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+46=0$

$_A(-6,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+58=0$

$_A(-6,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+70=0$

$_A(-6,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+26=0$

$_A(-6,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+32=0$

$_A(-6,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+38=0$

$_A(-6,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+44=0$

$_A(-6,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+56=0$

$_A(-6,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+62=0$

$_A(-6,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+68=0$

$_A(-6,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+74=0$

$_A(-6,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+30=0$

$_A(-6,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+54=0$

$_A(-6,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+66=0$

$_A(-6,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+34=0$

$_A(-6,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+40=0$

$_A(-6,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+46=0$

$_A(-6,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+52=0$

$_A(-6,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+58=0$

$_A(-6,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+64=0$

$_A(-6,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+76=0$

$_A(-6,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+82=0$

$_A(-6,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+38=0$

$_A(-6,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+50=0$

$_A(-6,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+62=0$

$_A(-6,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+74=0$

$_A(-6,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+86=0$

$_A(-6,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+42=0$

$_A(-6,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+48=0$

$_A(-6,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+60=0$

$_A(-6,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+66=0$

$_A(-6,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+78=0$

$_A(-6,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+84=0$

$_A(-6,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+17=0$

$_A(-6,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+23=0$

$_A(-6,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+29=0$

$_A(-6,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+35=0$

$_A(-6,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+41=0$

$_A(-6,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+47=0$

$_A(-6,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+53=0$

$_A(-6,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+59=0$

$_A(-6,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+16=0$

$_A(-6,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+28=0$

$_A(-6,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+40=0$

$_A(-6,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+52=0$

$_A(-6,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+64=0$

$_A(-6,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+21=0$

$_A(-6,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+27=0$

$_A(-6,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+39=0$

$_A(-6,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+45=0$

$_A(-6,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+57=0$

$_A(-6,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+63=0$

$_A(-6,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+26=0$

$_A(-6,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+38=0$

$_A(-6,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+50=0$

$_A(-6,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+62=0$

$_A(-6,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+74=0$

$_A(-6,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+31=0$

$_A(-6,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+37=0$

$_A(-6,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+43=0$

$_A(-6,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+49=0$

$_A(-6,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+61=0$

$_A(-6,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+67=0$

$_A(-6,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+73=0$

$_A(-6,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+79=0$

$_A(-6,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+36=0$

$_A(-6,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+60=0$

$_A(-6,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+72=0$

$_A(-6,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+41=0$

$_A(-6,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+47=0$

$_A(-6,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+53=0$

$_A(-6,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+59=0$

$_A(-6,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+65=0$

$_A(-6,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+71=0$

$_A(-6,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+83=0$

$_A(-6,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+89=0$

$_A(-6,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+46=0$

$_A(-6,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+58=0$

$_A(-6,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+70=0$

$_A(-6,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+82=0$

$_A(-6,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+94=0$

$_A(-6,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+51=0$

$_A(-6,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+57=0$

$_A(-6,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+69=0$

$_A(-6,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+75=0$

$_A(-6,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+87=0$

$_A(-6,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+93=0$

$_A(-6,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+18=0$

$_A(-6,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+24=0$

$_A(-6,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+30=0$

$_A(-6,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+36=0$

$_A(-6,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+42=0$

$_A(-6,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+48=0$

$_A(-6,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+54=0$

$_A(-6,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+60=0$

$_A(-6,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+18=0$

$_A(-6,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+30=0$

$_A(-6,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+42=0$

$_A(-6,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+54=0$

$_A(-6,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+66=0$

$_A(-6,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+24=0$

$_A(-6,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+30=0$

$_A(-6,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+42=0$

$_A(-6,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+48=0$

$_A(-6,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+60=0$

$_A(-6,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+66=0$

$_A(-6,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+30=0$

$_A(-6,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+42=0$

$_A(-6,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+54=0$

$_A(-6,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+66=0$

$_A(-6,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+78=0$

$_A(-6,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+36=0$

$_A(-6,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+42=0$

$_A(-6,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+48=0$

$_A(-6,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+54=0$

$_A(-6,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+66=0$

$_A(-6,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+72=0$

$_A(-6,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+78=0$

$_A(-6,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+84=0$

$_A(-6,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+42=0$

$_A(-6,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+66=0$

$_A(-6,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+78=0$

$_A(-6,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+48=0$

$_A(-6,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+54=0$

$_A(-6,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+60=0$

$_A(-6,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+66=0$

$_A(-6,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+72=0$

$_A(-6,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+78=0$

$_A(-6,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+90=0$

$_A(-6,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+96=0$

$_A(-6,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+54=0$

$_A(-6,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+66=0$

$_A(-6,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+78=0$

$_A(-6,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+90=0$

$_A(-6,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+102=0$

$_A(-6,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+60=0$

$_A(-6,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+66=0$

$_A(-6,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+78=0$

$_A(-6,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+84=0$

$_A(-6,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+96=0$

$_A(-6,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+102=0$

$_A(-6,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+19=0$

$_A(-6,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+25=0$

$_A(-6,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+31=0$

$_A(-6,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+37=0$

$_A(-6,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+43=0$

$_A(-6,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+49=0$

$_A(-6,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+55=0$

$_A(-6,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+61=0$

$_A(-6,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+20=0$

$_A(-6,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+32=0$

$_A(-6,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+44=0$

$_A(-6,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+56=0$

$_A(-6,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+68=0$

$_A(-6,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+27=0$

$_A(-6,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+33=0$

$_A(-6,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+45=0$

$_A(-6,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+51=0$

$_A(-6,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+63=0$

$_A(-6,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+69=0$

$_A(-6,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+34=0$

$_A(-6,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+46=0$

$_A(-6,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+58=0$

$_A(-6,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+70=0$

$_A(-6,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+82=0$

$_A(-6,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+41=0$

$_A(-6,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+47=0$

$_A(-6,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+53=0$

$_A(-6,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+59=0$

$_A(-6,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+71=0$

$_A(-6,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+77=0$

$_A(-6,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+83=0$

$_A(-6,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+89=0$

$_A(-6,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+48=0$

$_A(-6,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+72=0$

$_A(-6,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+84=0$

$_A(-6,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+55=0$

$_A(-6,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+61=0$

$_A(-6,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+67=0$

$_A(-6,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+73=0$

$_A(-6,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+79=0$

$_A(-6,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+85=0$

$_A(-6,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+97=0$

$_A(-6,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+103=0$

$_A(-6,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+62=0$

$_A(-6,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+74=0$

$_A(-6,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+86=0$

$_A(-6,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+98=0$

$_A(-6,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+110=0$

$_A(-6,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+69=0$

$_A(-6,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+75=0$

$_A(-6,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+87=0$

$_A(-6,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+93=0$

$_A(-6,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+105=0$

$_A(-6,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+111=0$

$_A(-6,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+20=0$

$_A(-6,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+26=0$

$_A(-6,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+32=0$

$_A(-6,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+38=0$

$_A(-6,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+44=0$

$_A(-6,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+50=0$

$_A(-6,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+56=0$

$_A(-6,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+62=0$

$_A(-6,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+22=0$

$_A(-6,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+34=0$

$_A(-6,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+46=0$

$_A(-6,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+58=0$

$_A(-6,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+70=0$

$_A(-6,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+30=0$

$_A(-6,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+36=0$

$_A(-6,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+48=0$

$_A(-6,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+54=0$

$_A(-6,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+66=0$

$_A(-6,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+72=0$

$_A(-6,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+38=0$

$_A(-6,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+50=0$

$_A(-6,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+62=0$

$_A(-6,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+74=0$

$_A(-6,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+86=0$

$_A(-6,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+46=0$

$_A(-6,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+52=0$

$_A(-6,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+58=0$

$_A(-6,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+64=0$

$_A(-6,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+76=0$

$_A(-6,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+82=0$

$_A(-6,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+88=0$

$_A(-6,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+94=0$

$_A(-6,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+54=0$

$_A(-6,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+78=0$

$_A(-6,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+90=0$

$_A(-6,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+62=0$

$_A(-6,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+68=0$

$_A(-6,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+74=0$

$_A(-6,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+80=0$

$_A(-6,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+86=0$

$_A(-6,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+92=0$

$_A(-6,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+104=0$

$_A(-6,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+110=0$

$_A(-6,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+70=0$

$_A(-6,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+82=0$

$_A(-6,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+94=0$

$_A(-6,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+106=0$

$_A(-6,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+118=0$

$_A(-6,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+78=0$

$_A(-6,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+84=0$

$_A(-6,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+96=0$

$_A(-6,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+102=0$

$_A(-6,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+114=0$

$_A(-6,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+120=0$

$_A(-6,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+21=0$

$_A(-6,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+27=0$

$_A(-6,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+33=0$

$_A(-6,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+39=0$

$_A(-6,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+45=0$

$_A(-6,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+51=0$

$_A(-6,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+57=0$

$_A(-6,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+63=0$

$_A(-6,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+24=0$

$_A(-6,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+36=0$

$_A(-6,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+48=0$

$_A(-6,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+60=0$

$_A(-6,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+72=0$

$_A(-6,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+33=0$

$_A(-6,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+39=0$

$_A(-6,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+51=0$

$_A(-6,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+57=0$

$_A(-6,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+69=0$

$_A(-6,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+75=0$

$_A(-6,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+42=0$

$_A(-6,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+54=0$

$_A(-6,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+66=0$

$_A(-6,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+78=0$

$_A(-6,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+90=0$

$_A(-6,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+51=0$

$_A(-6,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+57=0$

$_A(-6,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+63=0$

$_A(-6,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+69=0$

$_A(-6,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+81=0$

$_A(-6,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+87=0$

$_A(-6,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+93=0$

$_A(-6,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+99=0$

$_A(-6,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+60=0$

$_A(-6,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+84=0$

$_A(-6,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+96=0$

$_A(-6,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+69=0$

$_A(-6,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+75=0$

$_A(-6,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+81=0$

$_A(-6,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+87=0$

$_A(-6,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+93=0$

$_A(-6,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+99=0$

$_A(-6,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+111=0$

$_A(-6,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+117=0$

$_A(-6,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+78=0$

$_A(-6,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+90=0$

$_A(-6,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+102=0$

$_A(-6,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+114=0$

$_A(-6,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+126=0$

$_A(-6,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+87=0$

$_A(-6,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+93=0$

$_A(-6,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+105=0$

$_A(-6,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+111=0$

$_A(-6,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+123=0$

$_A(-6,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+129=0$

$_A(-7,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+8=0$

$_A(-7,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+15=0$

$_A(-7,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+22=0$

$_A(-7,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+29=0$

$_A(-7,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+36=0$

$_A(-7,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+43=0$

$_A(-7,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+50=0$

$_A(-7,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+57=0$

$_A(-7,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+64=0$

$_A(-7,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+9=0$

$_A(-7,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+23=0$

$_A(-7,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+37=0$

$_A(-7,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+51=0$

$_A(-7,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+65=0$

$_A(-7,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+10=0$

$_A(-7,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+17=0$

$_A(-7,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+31=0$

$_A(-7,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+38=0$

$_A(-7,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+52=0$

$_A(-7,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+59=0$

$_A(-7,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+11=0$

$_A(-7,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+25=0$

$_A(-7,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+39=0$

$_A(-7,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+53=0$

$_A(-7,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+67=0$

$_A(-7,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+12=0$

$_A(-7,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+19=0$

$_A(-7,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+26=0$

$_A(-7,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+33=0$

$_A(-7,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+47=0$

$_A(-7,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+54=0$

$_A(-7,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+61=0$

$_A(-7,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+68=0$

$_A(-7,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+13=0$

$_A(-7,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+41=0$

$_A(-7,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+55=0$

$_A(-7,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+14=0$

$_A(-7,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+21=0$

$_A(-7,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+28=0$

$_A(-7,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+35=0$

$_A(-7,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+42=0$

$_A(-7,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+49=0$

$_A(-7,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+63=0$

$_A(-7,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+70=0$

$_A(-7,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+15=0$

$_A(-7,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+29=0$

$_A(-7,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+43=0$

$_A(-7,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+57=0$

$_A(-7,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+71=0$

$_A(-7,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+16=0$

$_A(-7,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+23=0$

$_A(-7,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+37=0$

$_A(-7,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+44=0$

$_A(-7,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+58=0$

$_A(-7,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+65=0$

$_A(-7,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+16=0$

$_A(-7,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+23=0$

$_A(-7,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+30=0$

$_A(-7,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+37=0$

$_A(-7,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+44=0$

$_A(-7,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+51=0$

$_A(-7,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+58=0$

$_A(-7,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+65=0$

$_A(-7,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+11=0$

$_A(-7,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+25=0$

$_A(-7,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+39=0$

$_A(-7,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+53=0$

$_A(-7,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+67=0$

$_A(-7,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+13=0$

$_A(-7,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+20=0$

$_A(-7,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+34=0$

$_A(-7,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+41=0$

$_A(-7,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+55=0$

$_A(-7,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+62=0$

$_A(-7,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+15=0$

$_A(-7,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+29=0$

$_A(-7,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+43=0$

$_A(-7,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+57=0$

$_A(-7,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+71=0$

$_A(-7,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+17=0$

$_A(-7,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+24=0$

$_A(-7,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+31=0$

$_A(-7,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+38=0$

$_A(-7,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+52=0$

$_A(-7,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+59=0$

$_A(-7,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+66=0$

$_A(-7,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+73=0$

$_A(-7,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+19=0$

$_A(-7,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+47=0$

$_A(-7,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+61=0$

$_A(-7,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+21=0$

$_A(-7,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+28=0$

$_A(-7,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+35=0$

$_A(-7,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+42=0$

$_A(-7,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+49=0$

$_A(-7,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+56=0$

$_A(-7,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+70=0$

$_A(-7,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+77=0$

$_A(-7,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+23=0$

$_A(-7,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+37=0$

$_A(-7,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+51=0$

$_A(-7,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+65=0$

$_A(-7,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+79=0$

$_A(-7,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+25=0$

$_A(-7,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+32=0$

$_A(-7,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+46=0$

$_A(-7,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+53=0$

$_A(-7,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+67=0$

$_A(-7,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+74=0$

$_A(-7,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+17=0$

$_A(-7,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+24=0$

$_A(-7,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+31=0$

$_A(-7,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+38=0$

$_A(-7,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+45=0$

$_A(-7,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+52=0$

$_A(-7,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+59=0$

$_A(-7,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+66=0$

$_A(-7,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+13=0$

$_A(-7,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+27=0$

$_A(-7,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+41=0$

$_A(-7,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+55=0$

$_A(-7,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+69=0$

$_A(-7,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+16=0$

$_A(-7,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+23=0$

$_A(-7,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+37=0$

$_A(-7,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+44=0$

$_A(-7,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+58=0$

$_A(-7,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+65=0$

$_A(-7,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+19=0$

$_A(-7,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+33=0$

$_A(-7,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+47=0$

$_A(-7,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+61=0$

$_A(-7,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+75=0$

$_A(-7,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+22=0$

$_A(-7,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+29=0$

$_A(-7,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+36=0$

$_A(-7,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+43=0$

$_A(-7,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+57=0$

$_A(-7,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+64=0$

$_A(-7,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+71=0$

$_A(-7,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+78=0$

$_A(-7,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+25=0$

$_A(-7,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+53=0$

$_A(-7,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+67=0$

$_A(-7,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+28=0$

$_A(-7,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+35=0$

$_A(-7,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+42=0$

$_A(-7,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+49=0$

$_A(-7,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+56=0$

$_A(-7,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+63=0$

$_A(-7,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+77=0$

$_A(-7,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+84=0$

$_A(-7,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+31=0$

$_A(-7,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+45=0$

$_A(-7,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+59=0$

$_A(-7,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+73=0$

$_A(-7,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+87=0$

$_A(-7,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+34=0$

$_A(-7,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+41=0$

$_A(-7,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+55=0$

$_A(-7,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+62=0$

$_A(-7,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+76=0$

$_A(-7,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+83=0$

$_A(-7,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+18=0$

$_A(-7,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+25=0$

$_A(-7,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+32=0$

$_A(-7,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+39=0$

$_A(-7,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+46=0$

$_A(-7,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+53=0$

$_A(-7,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+60=0$

$_A(-7,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+67=0$

$_A(-7,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+15=0$

$_A(-7,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+29=0$

$_A(-7,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+43=0$

$_A(-7,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+57=0$

$_A(-7,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+71=0$

$_A(-7,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+19=0$

$_A(-7,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+26=0$

$_A(-7,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+40=0$

$_A(-7,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+47=0$

$_A(-7,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+61=0$

$_A(-7,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+68=0$

$_A(-7,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+23=0$

$_A(-7,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+37=0$

$_A(-7,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+51=0$

$_A(-7,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+65=0$

$_A(-7,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+79=0$

$_A(-7,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+27=0$

$_A(-7,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+34=0$

$_A(-7,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+41=0$

$_A(-7,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+48=0$

$_A(-7,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+62=0$

$_A(-7,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+69=0$

$_A(-7,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+76=0$

$_A(-7,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+83=0$

$_A(-7,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+31=0$

$_A(-7,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+59=0$

$_A(-7,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+73=0$

$_A(-7,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+35=0$

$_A(-7,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+42=0$

$_A(-7,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+49=0$

$_A(-7,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+56=0$

$_A(-7,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+63=0$

$_A(-7,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+70=0$

$_A(-7,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+84=0$

$_A(-7,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+91=0$

$_A(-7,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+39=0$

$_A(-7,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+53=0$

$_A(-7,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+67=0$

$_A(-7,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+81=0$

$_A(-7,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+95=0$

$_A(-7,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+43=0$

$_A(-7,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+50=0$

$_A(-7,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+64=0$

$_A(-7,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+71=0$

$_A(-7,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+85=0$

$_A(-7,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+92=0$

$_A(-7,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+19=0$

$_A(-7,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+26=0$

$_A(-7,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+33=0$

$_A(-7,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+40=0$

$_A(-7,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+47=0$

$_A(-7,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+54=0$

$_A(-7,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+61=0$

$_A(-7,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+68=0$

$_A(-7,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+17=0$

$_A(-7,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+31=0$

$_A(-7,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+45=0$

$_A(-7,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+59=0$

$_A(-7,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+73=0$

$_A(-7,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+22=0$

$_A(-7,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+29=0$

$_A(-7,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+43=0$

$_A(-7,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+50=0$

$_A(-7,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+64=0$

$_A(-7,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+71=0$

$_A(-7,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+27=0$

$_A(-7,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+41=0$

$_A(-7,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+55=0$

$_A(-7,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+69=0$

$_A(-7,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+83=0$

$_A(-7,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+32=0$

$_A(-7,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+39=0$

$_A(-7,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+46=0$

$_A(-7,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+53=0$

$_A(-7,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+67=0$

$_A(-7,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+74=0$

$_A(-7,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+81=0$

$_A(-7,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+88=0$

$_A(-7,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+37=0$

$_A(-7,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+65=0$

$_A(-7,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+79=0$

$_A(-7,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+42=0$

$_A(-7,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+49=0$

$_A(-7,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+56=0$

$_A(-7,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+63=0$

$_A(-7,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+70=0$

$_A(-7,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+77=0$

$_A(-7,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+91=0$

$_A(-7,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+98=0$

$_A(-7,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+47=0$

$_A(-7,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+61=0$

$_A(-7,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+75=0$

$_A(-7,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+89=0$

$_A(-7,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+103=0$

$_A(-7,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+52=0$

$_A(-7,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+59=0$

$_A(-7,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+73=0$

$_A(-7,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+80=0$

$_A(-7,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+94=0$

$_A(-7,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+101=0$

$_A(-7,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+20=0$

$_A(-7,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+27=0$

$_A(-7,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+34=0$

$_A(-7,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+41=0$

$_A(-7,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+48=0$

$_A(-7,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+55=0$

$_A(-7,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+62=0$

$_A(-7,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+69=0$

$_A(-7,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+19=0$

$_A(-7,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+33=0$

$_A(-7,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+47=0$

$_A(-7,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+61=0$

$_A(-7,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+75=0$

$_A(-7,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+25=0$

$_A(-7,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+32=0$

$_A(-7,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+46=0$

$_A(-7,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+53=0$

$_A(-7,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+67=0$

$_A(-7,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+74=0$

$_A(-7,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+31=0$

$_A(-7,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+45=0$

$_A(-7,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+59=0$

$_A(-7,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+73=0$

$_A(-7,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+87=0$

$_A(-7,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+37=0$

$_A(-7,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+44=0$

$_A(-7,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+51=0$

$_A(-7,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+58=0$

$_A(-7,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+72=0$

$_A(-7,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+79=0$

$_A(-7,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+86=0$

$_A(-7,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+93=0$

$_A(-7,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+43=0$

$_A(-7,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+71=0$

$_A(-7,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+85=0$

$_A(-7,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+49=0$

$_A(-7,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+56=0$

$_A(-7,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+63=0$

$_A(-7,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+70=0$

$_A(-7,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+77=0$

$_A(-7,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+84=0$

$_A(-7,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+98=0$

$_A(-7,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+105=0$

$_A(-7,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+55=0$

$_A(-7,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+69=0$

$_A(-7,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+83=0$

$_A(-7,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+97=0$

$_A(-7,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+111=0$

$_A(-7,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+61=0$

$_A(-7,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+68=0$

$_A(-7,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+82=0$

$_A(-7,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+89=0$

$_A(-7,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+103=0$

$_A(-7,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+110=0$

$_A(-7,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+21=0$

$_A(-7,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+28=0$

$_A(-7,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+35=0$

$_A(-7,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+42=0$

$_A(-7,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+49=0$

$_A(-7,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+56=0$

$_A(-7,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+63=0$

$_A(-7,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+70=0$

$_A(-7,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+21=0$

$_A(-7,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+35=0$

$_A(-7,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+49=0$

$_A(-7,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+63=0$

$_A(-7,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+77=0$

$_A(-7,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+28=0$

$_A(-7,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+35=0$

$_A(-7,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+49=0$

$_A(-7,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+56=0$

$_A(-7,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+70=0$

$_A(-7,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+77=0$

$_A(-7,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+35=0$

$_A(-7,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+49=0$

$_A(-7,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+63=0$

$_A(-7,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+77=0$

$_A(-7,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+91=0$

$_A(-7,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+42=0$

$_A(-7,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+49=0$

$_A(-7,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+56=0$

$_A(-7,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+63=0$

$_A(-7,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+77=0$

$_A(-7,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+84=0$

$_A(-7,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+91=0$

$_A(-7,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+98=0$

$_A(-7,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+49=0$

$_A(-7,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+77=0$

$_A(-7,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+91=0$

$_A(-7,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+56=0$

$_A(-7,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+63=0$

$_A(-7,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+70=0$

$_A(-7,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+77=0$

$_A(-7,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+84=0$

$_A(-7,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+91=0$

$_A(-7,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+105=0$

$_A(-7,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+112=0$

$_A(-7,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+63=0$

$_A(-7,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+77=0$

$_A(-7,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+91=0$

$_A(-7,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+105=0$

$_A(-7,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+119=0$

$_A(-7,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+70=0$

$_A(-7,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+77=0$

$_A(-7,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+91=0$

$_A(-7,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+98=0$

$_A(-7,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+112=0$

$_A(-7,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+119=0$

$_A(-7,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+22=0$

$_A(-7,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+29=0$

$_A(-7,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+36=0$

$_A(-7,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+43=0$

$_A(-7,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+50=0$

$_A(-7,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+57=0$

$_A(-7,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+64=0$

$_A(-7,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+71=0$

$_A(-7,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+23=0$

$_A(-7,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+37=0$

$_A(-7,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+51=0$

$_A(-7,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+65=0$

$_A(-7,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+79=0$

$_A(-7,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+31=0$

$_A(-7,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+38=0$

$_A(-7,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+52=0$

$_A(-7,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+59=0$

$_A(-7,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+73=0$

$_A(-7,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+80=0$

$_A(-7,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+39=0$

$_A(-7,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+53=0$

$_A(-7,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+67=0$

$_A(-7,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+81=0$

$_A(-7,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+95=0$

$_A(-7,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+47=0$

$_A(-7,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+54=0$

$_A(-7,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+61=0$

$_A(-7,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+68=0$

$_A(-7,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+82=0$

$_A(-7,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+89=0$

$_A(-7,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+96=0$

$_A(-7,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+103=0$

$_A(-7,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+55=0$

$_A(-7,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+83=0$

$_A(-7,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+97=0$

$_A(-7,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+63=0$

$_A(-7,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+70=0$

$_A(-7,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+77=0$

$_A(-7,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+84=0$

$_A(-7,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+91=0$

$_A(-7,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+98=0$

$_A(-7,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+112=0$

$_A(-7,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+119=0$

$_A(-7,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+71=0$

$_A(-7,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+85=0$

$_A(-7,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+99=0$

$_A(-7,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+113=0$

$_A(-7,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+127=0$

$_A(-7,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+79=0$

$_A(-7,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+86=0$

$_A(-7,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+100=0$

$_A(-7,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+107=0$

$_A(-7,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+121=0$

$_A(-7,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+128=0$

$_A(-7,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+23=0$

$_A(-7,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+30=0$

$_A(-7,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+37=0$

$_A(-7,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+44=0$

$_A(-7,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+51=0$

$_A(-7,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+58=0$

$_A(-7,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+65=0$

$_A(-7,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+72=0$

$_A(-7,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+25=0$

$_A(-7,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+39=0$

$_A(-7,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+53=0$

$_A(-7,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+67=0$

$_A(-7,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+81=0$

$_A(-7,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+34=0$

$_A(-7,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+41=0$

$_A(-7,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+55=0$

$_A(-7,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+62=0$

$_A(-7,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+76=0$

$_A(-7,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+83=0$

$_A(-7,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+43=0$

$_A(-7,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+57=0$

$_A(-7,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+71=0$

$_A(-7,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+85=0$

$_A(-7,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+99=0$

$_A(-7,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+52=0$

$_A(-7,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+59=0$

$_A(-7,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+66=0$

$_A(-7,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+73=0$

$_A(-7,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+87=0$

$_A(-7,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+94=0$

$_A(-7,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+101=0$

$_A(-7,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+108=0$

$_A(-7,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+61=0$

$_A(-7,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+89=0$

$_A(-7,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+103=0$

$_A(-7,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+70=0$

$_A(-7,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+77=0$

$_A(-7,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+84=0$

$_A(-7,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+91=0$

$_A(-7,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+98=0$

$_A(-7,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+105=0$

$_A(-7,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+119=0$

$_A(-7,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+126=0$

$_A(-7,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+79=0$

$_A(-7,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+93=0$

$_A(-7,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+107=0$

$_A(-7,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+121=0$

$_A(-7,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+135=0$

$_A(-7,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+88=0$

$_A(-7,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+95=0$

$_A(-7,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+109=0$

$_A(-7,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+116=0$

$_A(-7,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+130=0$

$_A(-7,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+137=0$

$_A(-8,\,1)ʂA\beku d=(1,\,1)ɕsȒ̕߂$

$x-y+9=0$

$_A(-8,\,1)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+17=0$

$_A(-8,\,1)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+25=0$

$_A(-8,\,1)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+33=0$

$_A(-8,\,1)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+41=0$

$_A(-8,\,1)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+49=0$

$_A(-8,\,1)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+57=0$

$_A(-8,\,1)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+65=0$

$_A(-8,\,1)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+73=0$

$_A(-8,\,1)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+10=0$

$_A(-8,\,1)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+26=0$

$_A(-8,\,1)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+42=0$

$_A(-8,\,1)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+58=0$

$_A(-8,\,1)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+74=0$

$_A(-8,\,1)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+11=0$

$_A(-8,\,1)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+19=0$

$_A(-8,\,1)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+35=0$

$_A(-8,\,1)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+43=0$

$_A(-8,\,1)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+59=0$

$_A(-8,\,1)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+67=0$

$_A(-8,\,1)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+12=0$

$_A(-8,\,1)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+28=0$

$_A(-8,\,1)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+44=0$

$_A(-8,\,1)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+60=0$

$_A(-8,\,1)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+76=0$

$_A(-8,\,1)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+13=0$

$_A(-8,\,1)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+21=0$

$_A(-8,\,1)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+29=0$

$_A(-8,\,1)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+37=0$

$_A(-8,\,1)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+53=0$

$_A(-8,\,1)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+61=0$

$_A(-8,\,1)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+69=0$

$_A(-8,\,1)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+77=0$

$_A(-8,\,1)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+14=0$

$_A(-8,\,1)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+46=0$

$_A(-8,\,1)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+62=0$

$_A(-8,\,1)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+15=0$

$_A(-8,\,1)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+23=0$

$_A(-8,\,1)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+31=0$

$_A(-8,\,1)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+39=0$

$_A(-8,\,1)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+47=0$

$_A(-8,\,1)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+55=0$

$_A(-8,\,1)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+71=0$

$_A(-8,\,1)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+79=0$

$_A(-8,\,1)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+16=0$

$_A(-8,\,1)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+32=0$

$_A(-8,\,1)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+48=0$

$_A(-8,\,1)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+64=0$

$_A(-8,\,1)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+80=0$

$_A(-8,\,1)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+17=0$

$_A(-8,\,1)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+25=0$

$_A(-8,\,1)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+41=0$

$_A(-8,\,1)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+49=0$

$_A(-8,\,1)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+65=0$

$_A(-8,\,1)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+73=0$

$_A(-8,\,2)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+18=0$

$_A(-8,\,2)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+26=0$

$_A(-8,\,2)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+34=0$

$_A(-8,\,2)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+42=0$

$_A(-8,\,2)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+50=0$

$_A(-8,\,2)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+58=0$

$_A(-8,\,2)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+66=0$

$_A(-8,\,2)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+74=0$

$_A(-8,\,2)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+12=0$

$_A(-8,\,2)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+28=0$

$_A(-8,\,2)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+44=0$

$_A(-8,\,2)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+60=0$

$_A(-8,\,2)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+76=0$

$_A(-8,\,2)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+14=0$

$_A(-8,\,2)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+22=0$

$_A(-8,\,2)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+38=0$

$_A(-8,\,2)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+46=0$

$_A(-8,\,2)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+62=0$

$_A(-8,\,2)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+70=0$

$_A(-8,\,2)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+16=0$

$_A(-8,\,2)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+32=0$

$_A(-8,\,2)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+48=0$

$_A(-8,\,2)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+64=0$

$_A(-8,\,2)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+80=0$

$_A(-8,\,2)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+18=0$

$_A(-8,\,2)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+26=0$

$_A(-8,\,2)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+34=0$

$_A(-8,\,2)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+42=0$

$_A(-8,\,2)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+58=0$

$_A(-8,\,2)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+66=0$

$_A(-8,\,2)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+74=0$

$_A(-8,\,2)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+82=0$

$_A(-8,\,2)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+20=0$

$_A(-8,\,2)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+52=0$

$_A(-8,\,2)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+68=0$

$_A(-8,\,2)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+22=0$

$_A(-8,\,2)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+30=0$

$_A(-8,\,2)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+38=0$

$_A(-8,\,2)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+46=0$

$_A(-8,\,2)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+54=0$

$_A(-8,\,2)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+62=0$

$_A(-8,\,2)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+78=0$

$_A(-8,\,2)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+86=0$

$_A(-8,\,2)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+24=0$

$_A(-8,\,2)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+40=0$

$_A(-8,\,2)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+56=0$

$_A(-8,\,2)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+72=0$

$_A(-8,\,2)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+88=0$

$_A(-8,\,2)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+26=0$

$_A(-8,\,2)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+34=0$

$_A(-8,\,2)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+50=0$

$_A(-8,\,2)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+58=0$

$_A(-8,\,2)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+74=0$

$_A(-8,\,2)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+82=0$

$_A(-8,\,3)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+19=0$

$_A(-8,\,3)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+27=0$

$_A(-8,\,3)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+35=0$

$_A(-8,\,3)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+43=0$

$_A(-8,\,3)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+51=0$

$_A(-8,\,3)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+59=0$

$_A(-8,\,3)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+67=0$

$_A(-8,\,3)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+75=0$

$_A(-8,\,3)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+14=0$

$_A(-8,\,3)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+30=0$

$_A(-8,\,3)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+46=0$

$_A(-8,\,3)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+62=0$

$_A(-8,\,3)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+78=0$

$_A(-8,\,3)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+17=0$

$_A(-8,\,3)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+25=0$

$_A(-8,\,3)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+41=0$

$_A(-8,\,3)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+49=0$

$_A(-8,\,3)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+65=0$

$_A(-8,\,3)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+73=0$

$_A(-8,\,3)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+20=0$

$_A(-8,\,3)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+36=0$

$_A(-8,\,3)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+52=0$

$_A(-8,\,3)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+68=0$

$_A(-8,\,3)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+84=0$

$_A(-8,\,3)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+23=0$

$_A(-8,\,3)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+31=0$

$_A(-8,\,3)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+39=0$

$_A(-8,\,3)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+47=0$

$_A(-8,\,3)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+63=0$

$_A(-8,\,3)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+71=0$

$_A(-8,\,3)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+79=0$

$_A(-8,\,3)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+87=0$

$_A(-8,\,3)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+26=0$

$_A(-8,\,3)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+58=0$

$_A(-8,\,3)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+74=0$

$_A(-8,\,3)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+29=0$

$_A(-8,\,3)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+37=0$

$_A(-8,\,3)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+45=0$

$_A(-8,\,3)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+53=0$

$_A(-8,\,3)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+61=0$

$_A(-8,\,3)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+69=0$

$_A(-8,\,3)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+85=0$

$_A(-8,\,3)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+93=0$

$_A(-8,\,3)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+32=0$

$_A(-8,\,3)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+48=0$

$_A(-8,\,3)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+64=0$

$_A(-8,\,3)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+80=0$

$_A(-8,\,3)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+96=0$

$_A(-8,\,3)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+35=0$

$_A(-8,\,3)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+43=0$

$_A(-8,\,3)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+59=0$

$_A(-8,\,3)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+67=0$

$_A(-8,\,3)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+83=0$

$_A(-8,\,3)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+91=0$

$_A(-8,\,4)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+20=0$

$_A(-8,\,4)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+28=0$

$_A(-8,\,4)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+36=0$

$_A(-8,\,4)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+44=0$

$_A(-8,\,4)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+52=0$

$_A(-8,\,4)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+60=0$

$_A(-8,\,4)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+68=0$

$_A(-8,\,4)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+76=0$

$_A(-8,\,4)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+16=0$

$_A(-8,\,4)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+32=0$

$_A(-8,\,4)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+48=0$

$_A(-8,\,4)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+64=0$

$_A(-8,\,4)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+80=0$

$_A(-8,\,4)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+20=0$

$_A(-8,\,4)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+28=0$

$_A(-8,\,4)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+44=0$

$_A(-8,\,4)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+52=0$

$_A(-8,\,4)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+68=0$

$_A(-8,\,4)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+76=0$

$_A(-8,\,4)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+24=0$

$_A(-8,\,4)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+40=0$

$_A(-8,\,4)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+56=0$

$_A(-8,\,4)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+72=0$

$_A(-8,\,4)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+88=0$

$_A(-8,\,4)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+28=0$

$_A(-8,\,4)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+36=0$

$_A(-8,\,4)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+44=0$

$_A(-8,\,4)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+52=0$

$_A(-8,\,4)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+68=0$

$_A(-8,\,4)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+76=0$

$_A(-8,\,4)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+84=0$

$_A(-8,\,4)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+92=0$

$_A(-8,\,4)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+32=0$

$_A(-8,\,4)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+64=0$

$_A(-8,\,4)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+80=0$

$_A(-8,\,4)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+36=0$

$_A(-8,\,4)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+44=0$

$_A(-8,\,4)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+52=0$

$_A(-8,\,4)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+60=0$

$_A(-8,\,4)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+68=0$

$_A(-8,\,4)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+76=0$

$_A(-8,\,4)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+92=0$

$_A(-8,\,4)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+100=0$

$_A(-8,\,4)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+40=0$

$_A(-8,\,4)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+56=0$

$_A(-8,\,4)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+72=0$

$_A(-8,\,4)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+88=0$

$_A(-8,\,4)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+104=0$

$_A(-8,\,4)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+44=0$

$_A(-8,\,4)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+52=0$

$_A(-8,\,4)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+68=0$

$_A(-8,\,4)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+76=0$

$_A(-8,\,4)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+92=0$

$_A(-8,\,4)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+100=0$

$_A(-8,\,5)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+21=0$

$_A(-8,\,5)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+29=0$

$_A(-8,\,5)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+37=0$

$_A(-8,\,5)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+45=0$

$_A(-8,\,5)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+53=0$

$_A(-8,\,5)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+61=0$

$_A(-8,\,5)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+69=0$

$_A(-8,\,5)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+77=0$

$_A(-8,\,5)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+18=0$

$_A(-8,\,5)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+34=0$

$_A(-8,\,5)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+50=0$

$_A(-8,\,5)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+66=0$

$_A(-8,\,5)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+82=0$

$_A(-8,\,5)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+23=0$

$_A(-8,\,5)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+31=0$

$_A(-8,\,5)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+47=0$

$_A(-8,\,5)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+55=0$

$_A(-8,\,5)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+71=0$

$_A(-8,\,5)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+79=0$

$_A(-8,\,5)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+28=0$

$_A(-8,\,5)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+44=0$

$_A(-8,\,5)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+60=0$

$_A(-8,\,5)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+76=0$

$_A(-8,\,5)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+92=0$

$_A(-8,\,5)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+33=0$

$_A(-8,\,5)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+41=0$

$_A(-8,\,5)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+49=0$

$_A(-8,\,5)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+57=0$

$_A(-8,\,5)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+73=0$

$_A(-8,\,5)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+81=0$

$_A(-8,\,5)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+89=0$

$_A(-8,\,5)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+97=0$

$_A(-8,\,5)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+38=0$

$_A(-8,\,5)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+70=0$

$_A(-8,\,5)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+86=0$

$_A(-8,\,5)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+43=0$

$_A(-8,\,5)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+51=0$

$_A(-8,\,5)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+59=0$

$_A(-8,\,5)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+67=0$

$_A(-8,\,5)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+75=0$

$_A(-8,\,5)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+83=0$

$_A(-8,\,5)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+99=0$

$_A(-8,\,5)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+107=0$

$_A(-8,\,5)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+48=0$

$_A(-8,\,5)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+64=0$

$_A(-8,\,5)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+80=0$

$_A(-8,\,5)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+96=0$

$_A(-8,\,5)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+112=0$

$_A(-8,\,5)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+53=0$

$_A(-8,\,5)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+61=0$

$_A(-8,\,5)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+77=0$

$_A(-8,\,5)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+85=0$

$_A(-8,\,5)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+101=0$

$_A(-8,\,5)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+109=0$

$_A(-8,\,6)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+22=0$

$_A(-8,\,6)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+30=0$

$_A(-8,\,6)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+38=0$

$_A(-8,\,6)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+46=0$

$_A(-8,\,6)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+54=0$

$_A(-8,\,6)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+62=0$

$_A(-8,\,6)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+70=0$

$_A(-8,\,6)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+78=0$

$_A(-8,\,6)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+20=0$

$_A(-8,\,6)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+36=0$

$_A(-8,\,6)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+52=0$

$_A(-8,\,6)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+68=0$

$_A(-8,\,6)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+84=0$

$_A(-8,\,6)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+26=0$

$_A(-8,\,6)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+34=0$

$_A(-8,\,6)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+50=0$

$_A(-8,\,6)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+58=0$

$_A(-8,\,6)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+74=0$

$_A(-8,\,6)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+82=0$

$_A(-8,\,6)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+32=0$

$_A(-8,\,6)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+48=0$

$_A(-8,\,6)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+64=0$

$_A(-8,\,6)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+80=0$

$_A(-8,\,6)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+96=0$

$_A(-8,\,6)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+38=0$

$_A(-8,\,6)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+46=0$

$_A(-8,\,6)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+54=0$

$_A(-8,\,6)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+62=0$

$_A(-8,\,6)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+78=0$

$_A(-8,\,6)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+86=0$

$_A(-8,\,6)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+94=0$

$_A(-8,\,6)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+102=0$

$_A(-8,\,6)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+44=0$

$_A(-8,\,6)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+76=0$

$_A(-8,\,6)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+92=0$

$_A(-8,\,6)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+50=0$

$_A(-8,\,6)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+58=0$

$_A(-8,\,6)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+66=0$

$_A(-8,\,6)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+74=0$

$_A(-8,\,6)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+82=0$

$_A(-8,\,6)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+90=0$

$_A(-8,\,6)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+106=0$

$_A(-8,\,6)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+114=0$

$_A(-8,\,6)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+56=0$

$_A(-8,\,6)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+72=0$

$_A(-8,\,6)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+88=0$

$_A(-8,\,6)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+104=0$

$_A(-8,\,6)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+120=0$

$_A(-8,\,6)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+62=0$

$_A(-8,\,6)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+70=0$

$_A(-8,\,6)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+86=0$

$_A(-8,\,6)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+94=0$

$_A(-8,\,6)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+110=0$

$_A(-8,\,6)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+118=0$

$_A(-8,\,7)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+23=0$

$_A(-8,\,7)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+31=0$

$_A(-8,\,7)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+39=0$

$_A(-8,\,7)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+47=0$

$_A(-8,\,7)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+55=0$

$_A(-8,\,7)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+63=0$

$_A(-8,\,7)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+71=0$

$_A(-8,\,7)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+79=0$

$_A(-8,\,7)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+22=0$

$_A(-8,\,7)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+38=0$

$_A(-8,\,7)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+54=0$

$_A(-8,\,7)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+70=0$

$_A(-8,\,7)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+86=0$

$_A(-8,\,7)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+29=0$

$_A(-8,\,7)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+37=0$

$_A(-8,\,7)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+53=0$

$_A(-8,\,7)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+61=0$

$_A(-8,\,7)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+77=0$

$_A(-8,\,7)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+85=0$

$_A(-8,\,7)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+36=0$

$_A(-8,\,7)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+52=0$

$_A(-8,\,7)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+68=0$

$_A(-8,\,7)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+84=0$

$_A(-8,\,7)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+100=0$

$_A(-8,\,7)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+43=0$

$_A(-8,\,7)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+51=0$

$_A(-8,\,7)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+59=0$

$_A(-8,\,7)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+67=0$

$_A(-8,\,7)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+83=0$

$_A(-8,\,7)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+91=0$

$_A(-8,\,7)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+99=0$

$_A(-8,\,7)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+107=0$

$_A(-8,\,7)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+50=0$

$_A(-8,\,7)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+82=0$

$_A(-8,\,7)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+98=0$

$_A(-8,\,7)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+57=0$

$_A(-8,\,7)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+65=0$

$_A(-8,\,7)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+73=0$

$_A(-8,\,7)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+81=0$

$_A(-8,\,7)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+89=0$

$_A(-8,\,7)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+97=0$

$_A(-8,\,7)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+113=0$

$_A(-8,\,7)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+121=0$

$_A(-8,\,7)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+64=0$

$_A(-8,\,7)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+80=0$

$_A(-8,\,7)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+96=0$

$_A(-8,\,7)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+112=0$

$_A(-8,\,7)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+128=0$

$_A(-8,\,7)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+71=0$

$_A(-8,\,7)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+79=0$

$_A(-8,\,7)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+95=0$

$_A(-8,\,7)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+103=0$

$_A(-8,\,7)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+119=0$

$_A(-8,\,7)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+127=0$

$_A(-8,\,8)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+24=0$

$_A(-8,\,8)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+32=0$

$_A(-8,\,8)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+40=0$

$_A(-8,\,8)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+48=0$

$_A(-8,\,8)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+56=0$

$_A(-8,\,8)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+64=0$

$_A(-8,\,8)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+72=0$

$_A(-8,\,8)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+80=0$

$_A(-8,\,8)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+24=0$

$_A(-8,\,8)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+40=0$

$_A(-8,\,8)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+56=0$

$_A(-8,\,8)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+72=0$

$_A(-8,\,8)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+88=0$

$_A(-8,\,8)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+32=0$

$_A(-8,\,8)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+40=0$

$_A(-8,\,8)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+56=0$

$_A(-8,\,8)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+64=0$

$_A(-8,\,8)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+80=0$

$_A(-8,\,8)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+88=0$

$_A(-8,\,8)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+40=0$

$_A(-8,\,8)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+56=0$

$_A(-8,\,8)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+72=0$

$_A(-8,\,8)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+88=0$

$_A(-8,\,8)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+104=0$

$_A(-8,\,8)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+48=0$

$_A(-8,\,8)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+56=0$

$_A(-8,\,8)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+64=0$

$_A(-8,\,8)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+72=0$

$_A(-8,\,8)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+88=0$

$_A(-8,\,8)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+96=0$

$_A(-8,\,8)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+104=0$

$_A(-8,\,8)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+112=0$

$_A(-8,\,8)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+56=0$

$_A(-8,\,8)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+88=0$

$_A(-8,\,8)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+104=0$

$_A(-8,\,8)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+64=0$

$_A(-8,\,8)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+72=0$

$_A(-8,\,8)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+80=0$

$_A(-8,\,8)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+88=0$

$_A(-8,\,8)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+96=0$

$_A(-8,\,8)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+104=0$

$_A(-8,\,8)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+120=0$

$_A(-8,\,8)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+128=0$

$_A(-8,\,8)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+72=0$

$_A(-8,\,8)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+88=0$

$_A(-8,\,8)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+104=0$

$_A(-8,\,8)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+120=0$

$_A(-8,\,8)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+136=0$

$_A(-8,\,8)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+80=0$

$_A(-8,\,8)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+88=0$

$_A(-8,\,8)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+104=0$

$_A(-8,\,8)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+112=0$

$_A(-8,\,8)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+128=0$

$_A(-8,\,8)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+136=0$

$_A(-8,\,9)ʂA\beku d=(1,\,2)ɕsȒ̕߂$

$2x-y+25=0$

$_A(-8,\,9)ʂA\beku d=(1,\,3)ɕsȒ̕߂$

$3x-y+33=0$

$_A(-8,\,9)ʂA\beku d=(1,\,4)ɕsȒ̕߂$

$4x-y+41=0$

$_A(-8,\,9)ʂA\beku d=(1,\,5)ɕsȒ̕߂$

$5x-y+49=0$

$_A(-8,\,9)ʂA\beku d=(1,\,6)ɕsȒ̕߂$

$6x-y+57=0$

$_A(-8,\,9)ʂA\beku d=(1,\,7)ɕsȒ̕߂$

$7x-y+65=0$

$_A(-8,\,9)ʂA\beku d=(1,\,8)ɕsȒ̕߂$

$8x-y+73=0$

$_A(-8,\,9)ʂA\beku d=(1,\,9)ɕsȒ̕߂$

$9x-y+81=0$

$_A(-8,\,9)ʂA\beku d=(2,\,1)ɕsȒ̕߂$

$x-2y+26=0$

$_A(-8,\,9)ʂA\beku d=(2,\,3)ɕsȒ̕߂$

$3x-2y+42=0$

$_A(-8,\,9)ʂA\beku d=(2,\,5)ɕsȒ̕߂$

$5x-2y+58=0$

$_A(-8,\,9)ʂA\beku d=(2,\,7)ɕsȒ̕߂$

$7x-2y+74=0$

$_A(-8,\,9)ʂA\beku d=(2,\,9)ɕsȒ̕߂$

$9x-2y+90=0$

$_A(-8,\,9)ʂA\beku d=(3,\,1)ɕsȒ̕߂$

$x-3y+35=0$

$_A(-8,\,9)ʂA\beku d=(3,\,2)ɕsȒ̕߂$

$2x-3y+43=0$

$_A(-8,\,9)ʂA\beku d=(3,\,4)ɕsȒ̕߂$

$4x-3y+59=0$

$_A(-8,\,9)ʂA\beku d=(3,\,5)ɕsȒ̕߂$

$5x-3y+67=0$

$_A(-8,\,9)ʂA\beku d=(3,\,7)ɕsȒ̕߂$

$7x-3y+83=0$

$_A(-8,\,9)ʂA\beku d=(3,\,8)ɕsȒ̕߂$

$8x-3y+91=0$

$_A(-8,\,9)ʂA\beku d=(4,\,1)ɕsȒ̕߂$

$x-4y+44=0$

$_A(-8,\,9)ʂA\beku d=(4,\,3)ɕsȒ̕߂$

$3x-4y+60=0$

$_A(-8,\,9)ʂA\beku d=(4,\,5)ɕsȒ̕߂$

$5x-4y+76=0$

$_A(-8,\,9)ʂA\beku d=(4,\,7)ɕsȒ̕߂$

$7x-4y+92=0$

$_A(-8,\,9)ʂA\beku d=(4,\,9)ɕsȒ̕߂$

$9x-4y+108=0$

$_A(-8,\,9)ʂA\beku d=(5,\,1)ɕsȒ̕߂$

$x-5y+53=0$

$_A(-8,\,9)ʂA\beku d=(5,\,2)ɕsȒ̕߂$

$2x-5y+61=0$

$_A(-8,\,9)ʂA\beku d=(5,\,3)ɕsȒ̕߂$

$3x-5y+69=0$

$_A(-8,\,9)ʂA\beku d=(5,\,4)ɕsȒ̕߂$

$4x-5y+77=0$

$_A(-8,\,9)ʂA\beku d=(5,\,6)ɕsȒ̕߂$

$6x-5y+93=0$

$_A(-8,\,9)ʂA\beku d=(5,\,7)ɕsȒ̕߂$

$7x-5y+101=0$

$_A(-8,\,9)ʂA\beku d=(5,\,8)ɕsȒ̕߂$

$8x-5y+109=0$

$_A(-8,\,9)ʂA\beku d=(5,\,9)ɕsȒ̕߂$

$9x-5y+117=0$

$_A(-8,\,9)ʂA\beku d=(6,\,1)ɕsȒ̕߂$

$x-6y+62=0$

$_A(-8,\,9)ʂA\beku d=(6,\,5)ɕsȒ̕߂$

$5x-6y+94=0$

$_A(-8,\,9)ʂA\beku d=(6,\,7)ɕsȒ̕߂$

$7x-6y+110=0$

$_A(-8,\,9)ʂA\beku d=(7,\,1)ɕsȒ̕߂$

$x-7y+71=0$

$_A(-8,\,9)ʂA\beku d=(7,\,2)ɕsȒ̕߂$

$2x-7y+79=0$

$_A(-8,\,9)ʂA\beku d=(7,\,3)ɕsȒ̕߂$

$3x-7y+87=0$

$_A(-8,\,9)ʂA\beku d=(7,\,4)ɕsȒ̕߂$

$4x-7y+95=0$

$_A(-8,\,9)ʂA\beku d=(7,\,5)ɕsȒ̕߂$

$5x-7y+103=0$

$_A(-8,\,9)ʂA\beku d=(7,\,6)ɕsȒ̕߂$

$6x-7y+111=0$

$_A(-8,\,9)ʂA\beku d=(7,\,8)ɕsȒ̕߂$

$8x-7y+127=0$

$_A(-8,\,9)ʂA\beku d=(7,\,9)ɕsȒ̕߂$

$9x-7y+135=0$

$_A(-8,\,9)ʂA\beku d=(8,\,1)ɕsȒ̕߂$

$x-8y+80=0$

$_A(-8,\,9)ʂA\beku d=(8,\,3)ɕsȒ̕߂$

$3x-8y+96=0$

$_A(-8,\,9)ʂA\beku d=(8,\,5)ɕsȒ̕߂$

$5x-8y+112=0$

$_A(-8,\,9)ʂA\beku d=(8,\,7)ɕsȒ̕߂$

$7x-8y+128=0$

$_A(-8,\,9)ʂA\beku d=(8,\,9)ɕsȒ̕߂$

$9x-8y+144=0$

$_A(-8,\,9)ʂA\beku d=(9,\,1)ɕsȒ̕߂$

$x-9y+89=0$

$_A(-8,\,9)ʂA\beku d=(9,\,2)ɕsȒ̕߂$

$2x-9y+97=0$

$_A(-8,\,9)ʂA\beku d=(9,\,4)ɕsȒ̕߂$

$4x-9y+113=0$

$_A(-8,\,9)ʂA\beku d=(9,\,5)ɕsȒ̕߂$

$5x-9y+121=0$

$_A(-8,\,9)ʂA\beku d=(9,\,7)ɕsȒ̕߂$

$7x-9y+137=0$

$_A(-8,\,9)ʂA\beku d=(9,\,8)ɕsȒ̕߂$

$8x-9y+145=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-2=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-3=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-4=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-5=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-6=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-7=0$

$_A(-1,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-8=0$

$_A(-1,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+1=0$

$_A(-1,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-1=0$

$_A(-1,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-3=0$

$_A(-1,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-5=0$

$_A(-1,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-7=0$

$_A(-1,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+2=0$

$_A(-1,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+1=0$

$_A(-1,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-1=0$

$_A(-1,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-2=0$

$_A(-1,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-4=0$

$_A(-1,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-5=0$

$_A(-1,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+3=0$

$_A(-1,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+1=0$

$_A(-1,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-1=0$

$_A(-1,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-3=0$

$_A(-1,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-5=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+4=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+3=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+2=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+1=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-1=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-2=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-3=0$

$_A(-1,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-4=0$

$_A(-1,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+5=0$

$_A(-1,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+1=0$

$_A(-1,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-1=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+6=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+5=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+4=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+3=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+2=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+1=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-1=0$

$_A(-1,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-2=0$

$_A(-1,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+7=0$

$_A(-1,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+5=0$

$_A(-1,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+3=0$

$_A(-1,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+1=0$

$_A(-1,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-1=0$

$_A(-1,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+8=0$

$_A(-1,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+7=0$

$_A(-1,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+5=0$

$_A(-1,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+4=0$

$_A(-1,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+2=0$

$_A(-1,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+1=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-1=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-2=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-3=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-4=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-5=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-6=0$

$_A(-1,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-7=0$

$_A(-1,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+3=0$

$_A(-1,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+1=0$

$_A(-1,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-1=0$

$_A(-1,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-3=0$

$_A(-1,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-5=0$

$_A(-1,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+5=0$

$_A(-1,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+4=0$

$_A(-1,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+2=0$

$_A(-1,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+1=0$

$_A(-1,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-1=0$

$_A(-1,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-2=0$

$_A(-1,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+7=0$

$_A(-1,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+5=0$

$_A(-1,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+3=0$

$_A(-1,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+1=0$

$_A(-1,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-1=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+9=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+8=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+7=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+6=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+4=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+3=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+2=0$

$_A(-1,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+1=0$

$_A(-1,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+11=0$

$_A(-1,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+7=0$

$_A(-1,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+5=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+13=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+12=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+11=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+10=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+9=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+8=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+6=0$

$_A(-1,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+5=0$

$_A(-1,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+15=0$

$_A(-1,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+13=0$

$_A(-1,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+11=0$

$_A(-1,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+9=0$

$_A(-1,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+7=0$

$_A(-1,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+17=0$

$_A(-1,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+16=0$

$_A(-1,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+14=0$

$_A(-1,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+13=0$

$_A(-1,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+11=0$

$_A(-1,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+10=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-1=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-2=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-3=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-4=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-5=0$

$_A(-1,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-6=0$

$_A(-1,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+5=0$

$_A(-1,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+3=0$

$_A(-1,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+1=0$

$_A(-1,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-1=0$

$_A(-1,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-3=0$

$_A(-1,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+8=0$

$_A(-1,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+7=0$

$_A(-1,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+5=0$

$_A(-1,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+4=0$

$_A(-1,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+2=0$

$_A(-1,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+1=0$

$_A(-1,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+11=0$

$_A(-1,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+9=0$

$_A(-1,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+7=0$

$_A(-1,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+5=0$

$_A(-1,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+3=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+14=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+13=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+12=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+11=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+9=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+8=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+7=0$

$_A(-1,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+6=0$

$_A(-1,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+17=0$

$_A(-1,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+13=0$

$_A(-1,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+11=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+20=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+19=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+18=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+17=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+16=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+15=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+13=0$

$_A(-1,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+12=0$

$_A(-1,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+23=0$

$_A(-1,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+21=0$

$_A(-1,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+19=0$

$_A(-1,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+17=0$

$_A(-1,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+15=0$

$_A(-1,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+26=0$

$_A(-1,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+25=0$

$_A(-1,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+23=0$

$_A(-1,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+22=0$

$_A(-1,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+20=0$

$_A(-1,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+19=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+2=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+1=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-1=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-2=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-3=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-4=0$

$_A(-1,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-5=0$

$_A(-1,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+7=0$

$_A(-1,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+5=0$

$_A(-1,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+3=0$

$_A(-1,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+1=0$

$_A(-1,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-1=0$

$_A(-1,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+11=0$

$_A(-1,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+10=0$

$_A(-1,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+8=0$

$_A(-1,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+7=0$

$_A(-1,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+5=0$

$_A(-1,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+4=0$

$_A(-1,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+15=0$

$_A(-1,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+13=0$

$_A(-1,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+11=0$

$_A(-1,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+9=0$

$_A(-1,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+7=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+19=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+18=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+17=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+16=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+14=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+13=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+12=0$

$_A(-1,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+11=0$

$_A(-1,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+23=0$

$_A(-1,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+19=0$

$_A(-1,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+17=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+27=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+26=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+25=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+24=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+23=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+22=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+20=0$

$_A(-1,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+19=0$

$_A(-1,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+31=0$

$_A(-1,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+29=0$

$_A(-1,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+27=0$

$_A(-1,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+25=0$

$_A(-1,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+23=0$

$_A(-1,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+35=0$

$_A(-1,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+34=0$

$_A(-1,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+32=0$

$_A(-1,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+31=0$

$_A(-1,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+29=0$

$_A(-1,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+28=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+2=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+1=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-1=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-2=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-3=0$

$_A(-1,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-4=0$

$_A(-1,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(-1,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+7=0$

$_A(-1,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+5=0$

$_A(-1,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+3=0$

$_A(-1,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+1=0$

$_A(-1,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+14=0$

$_A(-1,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+13=0$

$_A(-1,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+11=0$

$_A(-1,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+10=0$

$_A(-1,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+8=0$

$_A(-1,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+7=0$

$_A(-1,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+19=0$

$_A(-1,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+17=0$

$_A(-1,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+15=0$

$_A(-1,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+13=0$

$_A(-1,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+11=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+24=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+23=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+22=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+21=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+19=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+18=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+17=0$

$_A(-1,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+16=0$

$_A(-1,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+29=0$

$_A(-1,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+25=0$

$_A(-1,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+23=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+34=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+33=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+32=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+31=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+30=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+29=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+27=0$

$_A(-1,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+26=0$

$_A(-1,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+39=0$

$_A(-1,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+37=0$

$_A(-1,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+35=0$

$_A(-1,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+33=0$

$_A(-1,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+31=0$

$_A(-1,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+44=0$

$_A(-1,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+43=0$

$_A(-1,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+41=0$

$_A(-1,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+40=0$

$_A(-1,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+38=0$

$_A(-1,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+37=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+4=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+3=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+2=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+1=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-1=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-2=0$

$_A(-1,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-3=0$

$_A(-1,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(-1,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+9=0$

$_A(-1,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+7=0$

$_A(-1,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+5=0$

$_A(-1,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+3=0$

$_A(-1,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+17=0$

$_A(-1,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+16=0$

$_A(-1,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+14=0$

$_A(-1,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+13=0$

$_A(-1,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+11=0$

$_A(-1,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+10=0$

$_A(-1,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+23=0$

$_A(-1,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+21=0$

$_A(-1,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+19=0$

$_A(-1,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+17=0$

$_A(-1,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+15=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+29=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+28=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+27=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+26=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+24=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+23=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+22=0$

$_A(-1,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+21=0$

$_A(-1,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+35=0$

$_A(-1,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+31=0$

$_A(-1,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+29=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+41=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+40=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+39=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+38=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+37=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+36=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+34=0$

$_A(-1,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+33=0$

$_A(-1,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+47=0$

$_A(-1,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+45=0$

$_A(-1,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+43=0$

$_A(-1,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+41=0$

$_A(-1,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+39=0$

$_A(-1,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+53=0$

$_A(-1,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+52=0$

$_A(-1,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+50=0$

$_A(-1,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+49=0$

$_A(-1,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+47=0$

$_A(-1,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+46=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+4=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+3=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+2=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+1=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-1=0$

$_A(-1,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-2=0$

$_A(-1,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+13=0$

$_A(-1,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+11=0$

$_A(-1,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+9=0$

$_A(-1,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+7=0$

$_A(-1,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+5=0$

$_A(-1,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+20=0$

$_A(-1,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+19=0$

$_A(-1,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+17=0$

$_A(-1,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+16=0$

$_A(-1,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+14=0$

$_A(-1,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+13=0$

$_A(-1,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+27=0$

$_A(-1,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+25=0$

$_A(-1,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+23=0$

$_A(-1,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+21=0$

$_A(-1,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+19=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+34=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+33=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+32=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+31=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+29=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+28=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+27=0$

$_A(-1,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+26=0$

$_A(-1,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+41=0$

$_A(-1,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+37=0$

$_A(-1,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+35=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+48=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+47=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+46=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+45=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+44=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+43=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+41=0$

$_A(-1,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+40=0$

$_A(-1,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+55=0$

$_A(-1,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+53=0$

$_A(-1,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+51=0$

$_A(-1,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+49=0$

$_A(-1,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+47=0$

$_A(-1,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+62=0$

$_A(-1,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+61=0$

$_A(-1,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+59=0$

$_A(-1,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+58=0$

$_A(-1,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+56=0$

$_A(-1,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+55=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+6=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+5=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+4=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+3=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+2=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+1=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y=0$

$_A(-1,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-1=0$

$_A(-1,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+15=0$

$_A(-1,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+13=0$

$_A(-1,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+11=0$

$_A(-1,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+9=0$

$_A(-1,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+7=0$

$_A(-1,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+23=0$

$_A(-1,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+22=0$

$_A(-1,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+20=0$

$_A(-1,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+19=0$

$_A(-1,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+17=0$

$_A(-1,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+16=0$

$_A(-1,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+31=0$

$_A(-1,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+29=0$

$_A(-1,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+27=0$

$_A(-1,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+25=0$

$_A(-1,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+23=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+39=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+38=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+37=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+36=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+34=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+33=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+32=0$

$_A(-1,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+31=0$

$_A(-1,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+47=0$

$_A(-1,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+43=0$

$_A(-1,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+41=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+55=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+54=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+53=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+52=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+51=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+50=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+48=0$

$_A(-1,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+47=0$

$_A(-1,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+63=0$

$_A(-1,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+61=0$

$_A(-1,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+59=0$

$_A(-1,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+57=0$

$_A(-1,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+55=0$

$_A(-1,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+71=0$

$_A(-1,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+70=0$

$_A(-1,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+68=0$

$_A(-1,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+67=0$

$_A(-1,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+65=0$

$_A(-1,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+64=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+7=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+6=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+5=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y+4=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y+3=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y+2=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y+1=0$

$_A(-1,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y=0$

$_A(-1,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+17=0$

$_A(-1,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+15=0$

$_A(-1,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+13=0$

$_A(-1,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+11=0$

$_A(-1,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y+9=0$

$_A(-1,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+26=0$

$_A(-1,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+25=0$

$_A(-1,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+23=0$

$_A(-1,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+22=0$

$_A(-1,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+20=0$

$_A(-1,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+19=0$

$_A(-1,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+35=0$

$_A(-1,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+33=0$

$_A(-1,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+31=0$

$_A(-1,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+29=0$

$_A(-1,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+27=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+44=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+43=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+42=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+41=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+39=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+38=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+37=0$

$_A(-1,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+36=0$

$_A(-1,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+53=0$

$_A(-1,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+49=0$

$_A(-1,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+47=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+62=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+61=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+60=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+59=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+58=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+57=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+55=0$

$_A(-1,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+54=0$

$_A(-1,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+71=0$

$_A(-1,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+69=0$

$_A(-1,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+67=0$

$_A(-1,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+65=0$

$_A(-1,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+63=0$

$_A(-1,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+80=0$

$_A(-1,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+79=0$

$_A(-1,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+77=0$

$_A(-1,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+76=0$

$_A(-1,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+74=0$

$_A(-1,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+73=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-1=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-5=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-7=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-9=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-11=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-13=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-15=0$

$_A(-2,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-17=0$

$_A(-2,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(-2,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-4=0$

$_A(-2,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-8=0$

$_A(-2,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-12=0$

$_A(-2,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-16=0$

$_A(-2,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+1=0$

$_A(-2,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-1=0$

$_A(-2,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-5=0$

$_A(-2,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-7=0$

$_A(-2,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-11=0$

$_A(-2,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-13=0$

$_A(-2,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+2=0$

$_A(-2,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-2=0$

$_A(-2,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-6=0$

$_A(-2,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-10=0$

$_A(-2,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-14=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+3=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+1=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-1=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-3=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-7=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-9=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-11=0$

$_A(-2,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-13=0$

$_A(-2,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+4=0$

$_A(-2,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-4=0$

$_A(-2,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-8=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+5=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+3=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+1=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-1=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-3=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-5=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-9=0$

$_A(-2,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-11=0$

$_A(-2,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+6=0$

$_A(-2,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+2=0$

$_A(-2,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-2=0$

$_A(-2,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-6=0$

$_A(-2,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-10=0$

$_A(-2,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+7=0$

$_A(-2,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+5=0$

$_A(-2,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+1=0$

$_A(-2,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-1=0$

$_A(-2,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-5=0$

$_A(-2,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-7=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-2=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-4=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-6=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-8=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-10=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-12=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-14=0$

$_A(-2,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-16=0$

$_A(-2,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+2=0$

$_A(-2,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-2=0$

$_A(-2,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-6=0$

$_A(-2,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-10=0$

$_A(-2,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-14=0$

$_A(-2,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+4=0$

$_A(-2,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+2=0$

$_A(-2,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-2=0$

$_A(-2,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-4=0$

$_A(-2,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-8=0$

$_A(-2,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-10=0$

$_A(-2,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+6=0$

$_A(-2,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+2=0$

$_A(-2,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-2=0$

$_A(-2,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-6=0$

$_A(-2,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-10=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+8=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+6=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+4=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+2=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-2=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-4=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-6=0$

$_A(-2,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-8=0$

$_A(-2,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+10=0$

$_A(-2,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+2=0$

$_A(-2,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-2=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+12=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+10=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+8=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+6=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+4=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+2=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-2=0$

$_A(-2,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-4=0$

$_A(-2,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+14=0$

$_A(-2,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+10=0$

$_A(-2,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+6=0$

$_A(-2,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+2=0$

$_A(-2,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-2=0$

$_A(-2,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+16=0$

$_A(-2,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+14=0$

$_A(-2,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+10=0$

$_A(-2,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+8=0$

$_A(-2,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+4=0$

$_A(-2,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+2=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-3=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-5=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-7=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-9=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-11=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-13=0$

$_A(-2,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-15=0$

$_A(-2,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+4=0$

$_A(-2,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y=0$

$_A(-2,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-4=0$

$_A(-2,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-8=0$

$_A(-2,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-12=0$

$_A(-2,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+7=0$

$_A(-2,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+5=0$

$_A(-2,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+1=0$

$_A(-2,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-1=0$

$_A(-2,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-5=0$

$_A(-2,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-7=0$

$_A(-2,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+10=0$

$_A(-2,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+6=0$

$_A(-2,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+2=0$

$_A(-2,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-2=0$

$_A(-2,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-6=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+13=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+11=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+9=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+7=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+3=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+1=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-1=0$

$_A(-2,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-3=0$

$_A(-2,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+16=0$

$_A(-2,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+8=0$

$_A(-2,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+4=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+19=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+17=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+15=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+13=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+11=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+9=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+5=0$

$_A(-2,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+3=0$

$_A(-2,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+22=0$

$_A(-2,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+18=0$

$_A(-2,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+14=0$

$_A(-2,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+10=0$

$_A(-2,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+6=0$

$_A(-2,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+25=0$

$_A(-2,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+23=0$

$_A(-2,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+19=0$

$_A(-2,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+17=0$

$_A(-2,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+13=0$

$_A(-2,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+11=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-2=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-4=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-6=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-8=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-10=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-12=0$

$_A(-2,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-14=0$

$_A(-2,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+6=0$

$_A(-2,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+2=0$

$_A(-2,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-2=0$

$_A(-2,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-6=0$

$_A(-2,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-10=0$

$_A(-2,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+10=0$

$_A(-2,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+8=0$

$_A(-2,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+4=0$

$_A(-2,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+2=0$

$_A(-2,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-2=0$

$_A(-2,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-4=0$

$_A(-2,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+14=0$

$_A(-2,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+10=0$

$_A(-2,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+6=0$

$_A(-2,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+2=0$

$_A(-2,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-2=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+18=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+16=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+14=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+12=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+8=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+6=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+4=0$

$_A(-2,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+2=0$

$_A(-2,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+22=0$

$_A(-2,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+14=0$

$_A(-2,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+10=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+26=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+24=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+22=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+20=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+18=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+16=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+12=0$

$_A(-2,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+10=0$

$_A(-2,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+30=0$

$_A(-2,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+26=0$

$_A(-2,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+22=0$

$_A(-2,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+18=0$

$_A(-2,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+14=0$

$_A(-2,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+34=0$

$_A(-2,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+32=0$

$_A(-2,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+28=0$

$_A(-2,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+26=0$

$_A(-2,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+22=0$

$_A(-2,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+20=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-1=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-3=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-5=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-7=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-9=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-11=0$

$_A(-2,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-13=0$

$_A(-2,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+8=0$

$_A(-2,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+4=0$

$_A(-2,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y=0$

$_A(-2,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-4=0$

$_A(-2,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-8=0$

$_A(-2,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+13=0$

$_A(-2,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+11=0$

$_A(-2,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+7=0$

$_A(-2,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+5=0$

$_A(-2,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+1=0$

$_A(-2,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-1=0$

$_A(-2,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+18=0$

$_A(-2,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+14=0$

$_A(-2,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+10=0$

$_A(-2,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+6=0$

$_A(-2,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+2=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+23=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+21=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+19=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+17=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+13=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+11=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+9=0$

$_A(-2,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+7=0$

$_A(-2,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+28=0$

$_A(-2,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+20=0$

$_A(-2,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+16=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+33=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+31=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+29=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+27=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+25=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+23=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+19=0$

$_A(-2,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+17=0$

$_A(-2,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+38=0$

$_A(-2,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+34=0$

$_A(-2,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+30=0$

$_A(-2,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+26=0$

$_A(-2,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+22=0$

$_A(-2,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+43=0$

$_A(-2,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+41=0$

$_A(-2,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+37=0$

$_A(-2,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+35=0$

$_A(-2,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+31=0$

$_A(-2,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+29=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+2=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-2=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-4=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-6=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-8=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-10=0$

$_A(-2,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-12=0$

$_A(-2,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(-2,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+6=0$

$_A(-2,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+2=0$

$_A(-2,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-2=0$

$_A(-2,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-6=0$

$_A(-2,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+16=0$

$_A(-2,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+14=0$

$_A(-2,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+10=0$

$_A(-2,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+8=0$

$_A(-2,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+4=0$

$_A(-2,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+2=0$

$_A(-2,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+22=0$

$_A(-2,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+18=0$

$_A(-2,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+14=0$

$_A(-2,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+10=0$

$_A(-2,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+6=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+28=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+26=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+24=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+22=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+18=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+16=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+14=0$

$_A(-2,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+12=0$

$_A(-2,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+34=0$

$_A(-2,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+26=0$

$_A(-2,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+22=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+40=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+38=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+36=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+34=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+32=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+30=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+26=0$

$_A(-2,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+24=0$

$_A(-2,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+46=0$

$_A(-2,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+42=0$

$_A(-2,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+38=0$

$_A(-2,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+34=0$

$_A(-2,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+30=0$

$_A(-2,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+52=0$

$_A(-2,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+50=0$

$_A(-2,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+46=0$

$_A(-2,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+44=0$

$_A(-2,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+40=0$

$_A(-2,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+38=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+1=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-1=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-3=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-5=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-7=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-9=0$

$_A(-2,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-11=0$

$_A(-2,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+12=0$

$_A(-2,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+8=0$

$_A(-2,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+4=0$

$_A(-2,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y=0$

$_A(-2,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-4=0$

$_A(-2,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+19=0$

$_A(-2,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+17=0$

$_A(-2,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+13=0$

$_A(-2,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+11=0$

$_A(-2,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+7=0$

$_A(-2,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+5=0$

$_A(-2,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+26=0$

$_A(-2,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+22=0$

$_A(-2,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+18=0$

$_A(-2,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+14=0$

$_A(-2,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+10=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+33=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+31=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+29=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+27=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+23=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+21=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+19=0$

$_A(-2,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+17=0$

$_A(-2,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+40=0$

$_A(-2,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+32=0$

$_A(-2,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+28=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+47=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+45=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+43=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+41=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+39=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+37=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+33=0$

$_A(-2,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+31=0$

$_A(-2,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+54=0$

$_A(-2,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+50=0$

$_A(-2,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+46=0$

$_A(-2,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+42=0$

$_A(-2,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+38=0$

$_A(-2,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+61=0$

$_A(-2,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+59=0$

$_A(-2,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+55=0$

$_A(-2,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+53=0$

$_A(-2,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+49=0$

$_A(-2,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+47=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+4=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+2=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-2=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-4=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-6=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-8=0$

$_A(-2,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-10=0$

$_A(-2,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+14=0$

$_A(-2,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+10=0$

$_A(-2,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+6=0$

$_A(-2,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+2=0$

$_A(-2,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-2=0$

$_A(-2,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+22=0$

$_A(-2,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+20=0$

$_A(-2,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+16=0$

$_A(-2,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+14=0$

$_A(-2,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+10=0$

$_A(-2,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+8=0$

$_A(-2,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+30=0$

$_A(-2,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+26=0$

$_A(-2,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+22=0$

$_A(-2,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+18=0$

$_A(-2,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+14=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+38=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+36=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+34=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+32=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+28=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+26=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+24=0$

$_A(-2,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+22=0$

$_A(-2,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+46=0$

$_A(-2,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+38=0$

$_A(-2,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+34=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+54=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+52=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+50=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+48=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+46=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+44=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+40=0$

$_A(-2,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+38=0$

$_A(-2,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+62=0$

$_A(-2,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+58=0$

$_A(-2,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+54=0$

$_A(-2,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+50=0$

$_A(-2,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+46=0$

$_A(-2,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+70=0$

$_A(-2,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+68=0$

$_A(-2,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+64=0$

$_A(-2,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+62=0$

$_A(-2,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+58=0$

$_A(-2,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+56=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+5=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y+3=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y+1=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-1=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-3=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-5=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-7=0$

$_A(-2,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-9=0$

$_A(-2,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+16=0$

$_A(-2,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+12=0$

$_A(-2,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+8=0$

$_A(-2,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y+4=0$

$_A(-2,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y=0$

$_A(-2,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+25=0$

$_A(-2,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+23=0$

$_A(-2,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+19=0$

$_A(-2,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+17=0$

$_A(-2,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+13=0$

$_A(-2,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+11=0$

$_A(-2,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+34=0$

$_A(-2,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+30=0$

$_A(-2,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+26=0$

$_A(-2,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+22=0$

$_A(-2,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+18=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+43=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+41=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+39=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+37=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+33=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+31=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+29=0$

$_A(-2,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+27=0$

$_A(-2,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+52=0$

$_A(-2,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+44=0$

$_A(-2,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+40=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+61=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+59=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+57=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+55=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+53=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+51=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+47=0$

$_A(-2,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+45=0$

$_A(-2,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+70=0$

$_A(-2,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+66=0$

$_A(-2,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+62=0$

$_A(-2,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+58=0$

$_A(-2,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+54=0$

$_A(-2,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+79=0$

$_A(-2,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+77=0$

$_A(-2,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+73=0$

$_A(-2,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+71=0$

$_A(-2,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+67=0$

$_A(-2,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+65=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-2=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-8=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-11=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-14=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-17=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-20=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-23=0$

$_A(-3,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-26=0$

$_A(-3,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-1=0$

$_A(-3,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-7=0$

$_A(-3,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-13=0$

$_A(-3,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-19=0$

$_A(-3,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-25=0$

$_A(-3,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y=0$

$_A(-3,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-3=0$

$_A(-3,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-9=0$

$_A(-3,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-12=0$

$_A(-3,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-18=0$

$_A(-3,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-21=0$

$_A(-3,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+1=0$

$_A(-3,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-5=0$

$_A(-3,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-11=0$

$_A(-3,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-17=0$

$_A(-3,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-23=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+2=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-1=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-4=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-7=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-13=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-16=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-19=0$

$_A(-3,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-22=0$

$_A(-3,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+3=0$

$_A(-3,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-9=0$

$_A(-3,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-15=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+4=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+1=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-2=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-5=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-8=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-11=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-17=0$

$_A(-3,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-20=0$

$_A(-3,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+5=0$

$_A(-3,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-1=0$

$_A(-3,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-7=0$

$_A(-3,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-13=0$

$_A(-3,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-19=0$

$_A(-3,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+6=0$

$_A(-3,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+3=0$

$_A(-3,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-3=0$

$_A(-3,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-6=0$

$_A(-3,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-12=0$

$_A(-3,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-15=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-4=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-7=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-10=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-13=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-16=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-19=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-22=0$

$_A(-3,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-25=0$

$_A(-3,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+1=0$

$_A(-3,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-5=0$

$_A(-3,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-11=0$

$_A(-3,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-17=0$

$_A(-3,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-23=0$

$_A(-3,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+3=0$

$_A(-3,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y=0$

$_A(-3,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-6=0$

$_A(-3,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-9=0$

$_A(-3,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-15=0$

$_A(-3,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-18=0$

$_A(-3,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+5=0$

$_A(-3,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-1=0$

$_A(-3,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-7=0$

$_A(-3,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-13=0$

$_A(-3,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-19=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+7=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+4=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+1=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-2=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-8=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-11=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-14=0$

$_A(-3,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-17=0$

$_A(-3,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+9=0$

$_A(-3,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-3=0$

$_A(-3,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-9=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+11=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+8=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+5=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+2=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-1=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-4=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-10=0$

$_A(-3,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-13=0$

$_A(-3,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+13=0$

$_A(-3,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+7=0$

$_A(-3,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+1=0$

$_A(-3,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-5=0$

$_A(-3,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-11=0$

$_A(-3,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+15=0$

$_A(-3,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+12=0$

$_A(-3,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+6=0$

$_A(-3,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+3=0$

$_A(-3,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-3=0$

$_A(-3,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-6=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-6=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-9=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-12=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-15=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-18=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-21=0$

$_A(-3,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-24=0$

$_A(-3,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+3=0$

$_A(-3,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-3=0$

$_A(-3,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-9=0$

$_A(-3,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-15=0$

$_A(-3,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-21=0$

$_A(-3,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+6=0$

$_A(-3,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+3=0$

$_A(-3,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-3=0$

$_A(-3,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-6=0$

$_A(-3,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-12=0$

$_A(-3,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-15=0$

$_A(-3,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+9=0$

$_A(-3,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+3=0$

$_A(-3,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-3=0$

$_A(-3,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-9=0$

$_A(-3,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-15=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+12=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+9=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+6=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+3=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-3=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-6=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-9=0$

$_A(-3,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-12=0$

$_A(-3,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+15=0$

$_A(-3,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+3=0$

$_A(-3,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-3=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+18=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+15=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+12=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+9=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+6=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+3=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-3=0$

$_A(-3,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-6=0$

$_A(-3,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+21=0$

$_A(-3,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+15=0$

$_A(-3,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+9=0$

$_A(-3,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+3=0$

$_A(-3,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-3=0$

$_A(-3,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+24=0$

$_A(-3,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+21=0$

$_A(-3,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+15=0$

$_A(-3,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+12=0$

$_A(-3,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+6=0$

$_A(-3,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+3=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-2=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-5=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-8=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-11=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-14=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-17=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-20=0$

$_A(-3,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-23=0$

$_A(-3,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+5=0$

$_A(-3,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-1=0$

$_A(-3,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-7=0$

$_A(-3,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-13=0$

$_A(-3,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-19=0$

$_A(-3,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+9=0$

$_A(-3,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+6=0$

$_A(-3,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y=0$

$_A(-3,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-3=0$

$_A(-3,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-9=0$

$_A(-3,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-12=0$

$_A(-3,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+13=0$

$_A(-3,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+7=0$

$_A(-3,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+1=0$

$_A(-3,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-5=0$

$_A(-3,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-11=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+17=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+14=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+11=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+8=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+2=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-1=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-4=0$

$_A(-3,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-7=0$

$_A(-3,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+21=0$

$_A(-3,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+9=0$

$_A(-3,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+3=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+25=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+22=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+19=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+16=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+13=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+10=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+4=0$

$_A(-3,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+1=0$

$_A(-3,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+29=0$

$_A(-3,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+23=0$

$_A(-3,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+17=0$

$_A(-3,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+11=0$

$_A(-3,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+5=0$

$_A(-3,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+33=0$

$_A(-3,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+30=0$

$_A(-3,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+24=0$

$_A(-3,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+21=0$

$_A(-3,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+15=0$

$_A(-3,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+12=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-4=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-7=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-10=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-13=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-16=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-19=0$

$_A(-3,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-22=0$

$_A(-3,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+7=0$

$_A(-3,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+1=0$

$_A(-3,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-5=0$

$_A(-3,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-11=0$

$_A(-3,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-17=0$

$_A(-3,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+12=0$

$_A(-3,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+9=0$

$_A(-3,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+3=0$

$_A(-3,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y=0$

$_A(-3,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-6=0$

$_A(-3,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-9=0$

$_A(-3,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+17=0$

$_A(-3,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+11=0$

$_A(-3,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+5=0$

$_A(-3,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-1=0$

$_A(-3,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-7=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+22=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+19=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+16=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+13=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+7=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+4=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+1=0$

$_A(-3,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-2=0$

$_A(-3,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+27=0$

$_A(-3,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+15=0$

$_A(-3,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+9=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+32=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+29=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+26=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+23=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+20=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+17=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+11=0$

$_A(-3,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+8=0$

$_A(-3,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+37=0$

$_A(-3,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+31=0$

$_A(-3,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+25=0$

$_A(-3,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+19=0$

$_A(-3,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+13=0$

$_A(-3,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+42=0$

$_A(-3,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+39=0$

$_A(-3,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+33=0$

$_A(-3,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+30=0$

$_A(-3,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+24=0$

$_A(-3,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+21=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-3=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-6=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-9=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-12=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-15=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-18=0$

$_A(-3,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-21=0$

$_A(-3,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(-3,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+3=0$

$_A(-3,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-3=0$

$_A(-3,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-9=0$

$_A(-3,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-15=0$

$_A(-3,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+15=0$

$_A(-3,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+12=0$

$_A(-3,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+6=0$

$_A(-3,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+3=0$

$_A(-3,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-3=0$

$_A(-3,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-6=0$

$_A(-3,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+21=0$

$_A(-3,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+15=0$

$_A(-3,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+9=0$

$_A(-3,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+3=0$

$_A(-3,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-3=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+27=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+24=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+21=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+18=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+12=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+9=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+6=0$

$_A(-3,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+3=0$

$_A(-3,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+33=0$

$_A(-3,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+21=0$

$_A(-3,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+15=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+39=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+36=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+33=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+30=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+27=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+24=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+18=0$

$_A(-3,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+15=0$

$_A(-3,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+45=0$

$_A(-3,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+39=0$

$_A(-3,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+33=0$

$_A(-3,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+27=0$

$_A(-3,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+21=0$

$_A(-3,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+51=0$

$_A(-3,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+48=0$

$_A(-3,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+42=0$

$_A(-3,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+39=0$

$_A(-3,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+33=0$

$_A(-3,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+30=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-2=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-5=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-8=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-11=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-14=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-17=0$

$_A(-3,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-20=0$

$_A(-3,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(-3,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+5=0$

$_A(-3,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-1=0$

$_A(-3,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-7=0$

$_A(-3,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-13=0$

$_A(-3,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+18=0$

$_A(-3,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+15=0$

$_A(-3,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+9=0$

$_A(-3,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+6=0$

$_A(-3,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y=0$

$_A(-3,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-3=0$

$_A(-3,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+25=0$

$_A(-3,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+19=0$

$_A(-3,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+13=0$

$_A(-3,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+7=0$

$_A(-3,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+1=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+32=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+29=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+26=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+23=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+17=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+14=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+11=0$

$_A(-3,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+8=0$

$_A(-3,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+39=0$

$_A(-3,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+27=0$

$_A(-3,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+21=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+46=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+43=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+40=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+37=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+34=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+31=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+25=0$

$_A(-3,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+22=0$

$_A(-3,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+53=0$

$_A(-3,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+47=0$

$_A(-3,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+41=0$

$_A(-3,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+35=0$

$_A(-3,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+29=0$

$_A(-3,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+60=0$

$_A(-3,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+57=0$

$_A(-3,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+51=0$

$_A(-3,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+48=0$

$_A(-3,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+42=0$

$_A(-3,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+39=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+2=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-1=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-4=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-7=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-10=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-13=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-16=0$

$_A(-3,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-19=0$

$_A(-3,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+13=0$

$_A(-3,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+7=0$

$_A(-3,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+1=0$

$_A(-3,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-5=0$

$_A(-3,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-11=0$

$_A(-3,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+21=0$

$_A(-3,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+18=0$

$_A(-3,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+12=0$

$_A(-3,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+9=0$

$_A(-3,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+3=0$

$_A(-3,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y=0$

$_A(-3,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+29=0$

$_A(-3,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+23=0$

$_A(-3,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+17=0$

$_A(-3,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+11=0$

$_A(-3,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+5=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+37=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+34=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+31=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+28=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+22=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+19=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+16=0$

$_A(-3,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+13=0$

$_A(-3,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+45=0$

$_A(-3,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+33=0$

$_A(-3,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+27=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+53=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+50=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+47=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+44=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+41=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+38=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+32=0$

$_A(-3,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+29=0$

$_A(-3,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+61=0$

$_A(-3,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+55=0$

$_A(-3,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+49=0$

$_A(-3,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+43=0$

$_A(-3,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+37=0$

$_A(-3,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+69=0$

$_A(-3,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+66=0$

$_A(-3,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+60=0$

$_A(-3,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+57=0$

$_A(-3,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+51=0$

$_A(-3,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+48=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+3=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-3=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-6=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-9=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-12=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-15=0$

$_A(-3,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-18=0$

$_A(-3,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+15=0$

$_A(-3,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+9=0$

$_A(-3,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y+3=0$

$_A(-3,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-3=0$

$_A(-3,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-9=0$

$_A(-3,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+24=0$

$_A(-3,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+21=0$

$_A(-3,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+15=0$

$_A(-3,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+12=0$

$_A(-3,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y+6=0$

$_A(-3,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y+3=0$

$_A(-3,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+33=0$

$_A(-3,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+27=0$

$_A(-3,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+21=0$

$_A(-3,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+15=0$

$_A(-3,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y+9=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+42=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+39=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+36=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+33=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+27=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+24=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+21=0$

$_A(-3,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+18=0$

$_A(-3,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+51=0$

$_A(-3,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+39=0$

$_A(-3,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+33=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+60=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+57=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+54=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+51=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+48=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+45=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+39=0$

$_A(-3,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+36=0$

$_A(-3,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+69=0$

$_A(-3,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+63=0$

$_A(-3,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+57=0$

$_A(-3,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+51=0$

$_A(-3,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+45=0$

$_A(-3,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+78=0$

$_A(-3,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+75=0$

$_A(-3,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+69=0$

$_A(-3,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+66=0$

$_A(-3,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+60=0$

$_A(-3,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+57=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-3=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-11=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-15=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-19=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-23=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-27=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-31=0$

$_A(-4,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-35=0$

$_A(-4,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-2=0$

$_A(-4,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-10=0$

$_A(-4,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-18=0$

$_A(-4,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-26=0$

$_A(-4,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-34=0$

$_A(-4,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-1=0$

$_A(-4,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-5=0$

$_A(-4,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-13=0$

$_A(-4,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-17=0$

$_A(-4,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-25=0$

$_A(-4,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-29=0$

$_A(-4,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y=0$

$_A(-4,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-8=0$

$_A(-4,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-16=0$

$_A(-4,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-24=0$

$_A(-4,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-32=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+1=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-3=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-7=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-11=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-19=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-23=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-27=0$

$_A(-4,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-31=0$

$_A(-4,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+2=0$

$_A(-4,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-14=0$

$_A(-4,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-22=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+3=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-1=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-5=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-9=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-13=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-17=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-25=0$

$_A(-4,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-29=0$

$_A(-4,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+4=0$

$_A(-4,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-4=0$

$_A(-4,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-12=0$

$_A(-4,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-20=0$

$_A(-4,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-28=0$

$_A(-4,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+5=0$

$_A(-4,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+1=0$

$_A(-4,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-7=0$

$_A(-4,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-11=0$

$_A(-4,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-19=0$

$_A(-4,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-23=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-6=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-10=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-14=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-18=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-22=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-26=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-30=0$

$_A(-4,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-34=0$

$_A(-4,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(-4,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-8=0$

$_A(-4,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-16=0$

$_A(-4,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-24=0$

$_A(-4,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-32=0$

$_A(-4,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+2=0$

$_A(-4,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-2=0$

$_A(-4,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-10=0$

$_A(-4,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-14=0$

$_A(-4,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-22=0$

$_A(-4,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-26=0$

$_A(-4,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+4=0$

$_A(-4,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-4=0$

$_A(-4,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-12=0$

$_A(-4,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-20=0$

$_A(-4,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-28=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+6=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+2=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-2=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-6=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-14=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-18=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-22=0$

$_A(-4,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-26=0$

$_A(-4,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+8=0$

$_A(-4,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-8=0$

$_A(-4,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-16=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+10=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+6=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+2=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-2=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-6=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-10=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-18=0$

$_A(-4,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-22=0$

$_A(-4,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+12=0$

$_A(-4,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+4=0$

$_A(-4,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-4=0$

$_A(-4,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-12=0$

$_A(-4,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-20=0$

$_A(-4,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+14=0$

$_A(-4,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+10=0$

$_A(-4,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+2=0$

$_A(-4,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-2=0$

$_A(-4,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-10=0$

$_A(-4,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-14=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-9=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-13=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-17=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-21=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-25=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-29=0$

$_A(-4,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-33=0$

$_A(-4,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+2=0$

$_A(-4,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-6=0$

$_A(-4,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-14=0$

$_A(-4,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-22=0$

$_A(-4,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-30=0$

$_A(-4,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+5=0$

$_A(-4,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+1=0$

$_A(-4,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-7=0$

$_A(-4,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-11=0$

$_A(-4,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-19=0$

$_A(-4,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-23=0$

$_A(-4,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+8=0$

$_A(-4,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y=0$

$_A(-4,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-8=0$

$_A(-4,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-16=0$

$_A(-4,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-24=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+11=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+7=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+3=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-1=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-9=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-13=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-17=0$

$_A(-4,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-21=0$

$_A(-4,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+14=0$

$_A(-4,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-2=0$

$_A(-4,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-10=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+17=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+13=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+9=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+5=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+1=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-3=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-11=0$

$_A(-4,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-15=0$

$_A(-4,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+20=0$

$_A(-4,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+12=0$

$_A(-4,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+4=0$

$_A(-4,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-4=0$

$_A(-4,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-12=0$

$_A(-4,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+23=0$

$_A(-4,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+19=0$

$_A(-4,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+11=0$

$_A(-4,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+7=0$

$_A(-4,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-1=0$

$_A(-4,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-5=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-4=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-8=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-12=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-16=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-20=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-24=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-28=0$

$_A(-4,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-32=0$

$_A(-4,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+4=0$

$_A(-4,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-4=0$

$_A(-4,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-12=0$

$_A(-4,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-20=0$

$_A(-4,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-28=0$

$_A(-4,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+8=0$

$_A(-4,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+4=0$

$_A(-4,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-4=0$

$_A(-4,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-8=0$

$_A(-4,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-16=0$

$_A(-4,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-20=0$

$_A(-4,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+12=0$

$_A(-4,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+4=0$

$_A(-4,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-4=0$

$_A(-4,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-12=0$

$_A(-4,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-20=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+16=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+12=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+8=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+4=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-4=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-8=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-12=0$

$_A(-4,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-16=0$

$_A(-4,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+20=0$

$_A(-4,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+4=0$

$_A(-4,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-4=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+24=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+20=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+16=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+12=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+8=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+4=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-4=0$

$_A(-4,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-8=0$

$_A(-4,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+28=0$

$_A(-4,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+20=0$

$_A(-4,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+12=0$

$_A(-4,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+4=0$

$_A(-4,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-4=0$

$_A(-4,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+32=0$

$_A(-4,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+28=0$

$_A(-4,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+20=0$

$_A(-4,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+16=0$

$_A(-4,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+8=0$

$_A(-4,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+4=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-7=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-11=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-15=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-19=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-23=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-27=0$

$_A(-4,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-31=0$

$_A(-4,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+6=0$

$_A(-4,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-2=0$

$_A(-4,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-10=0$

$_A(-4,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-18=0$

$_A(-4,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-26=0$

$_A(-4,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+11=0$

$_A(-4,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+7=0$

$_A(-4,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-1=0$

$_A(-4,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-5=0$

$_A(-4,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-13=0$

$_A(-4,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-17=0$

$_A(-4,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+16=0$

$_A(-4,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+8=0$

$_A(-4,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y=0$

$_A(-4,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-8=0$

$_A(-4,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-16=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+21=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+17=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+13=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+9=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+1=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-3=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-7=0$

$_A(-4,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-11=0$

$_A(-4,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+26=0$

$_A(-4,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+10=0$

$_A(-4,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+2=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+31=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+27=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+23=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+19=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+15=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+11=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+3=0$

$_A(-4,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-1=0$

$_A(-4,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+36=0$

$_A(-4,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+28=0$

$_A(-4,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+20=0$

$_A(-4,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+12=0$

$_A(-4,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+4=0$

$_A(-4,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+41=0$

$_A(-4,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+37=0$

$_A(-4,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+29=0$

$_A(-4,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+25=0$

$_A(-4,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+17=0$

$_A(-4,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+13=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-2=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-6=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-10=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-14=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-18=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-22=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-26=0$

$_A(-4,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-30=0$

$_A(-4,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+8=0$

$_A(-4,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y=0$

$_A(-4,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-8=0$

$_A(-4,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-16=0$

$_A(-4,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-24=0$

$_A(-4,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+14=0$

$_A(-4,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+10=0$

$_A(-4,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+2=0$

$_A(-4,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-2=0$

$_A(-4,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-10=0$

$_A(-4,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-14=0$

$_A(-4,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+20=0$

$_A(-4,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+12=0$

$_A(-4,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+4=0$

$_A(-4,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-4=0$

$_A(-4,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-12=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+26=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+22=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+18=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+14=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+6=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+2=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-2=0$

$_A(-4,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-6=0$

$_A(-4,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+32=0$

$_A(-4,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+16=0$

$_A(-4,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+8=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+38=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+34=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+30=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+26=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+22=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+18=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+10=0$

$_A(-4,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+6=0$

$_A(-4,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+44=0$

$_A(-4,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+36=0$

$_A(-4,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+28=0$

$_A(-4,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+20=0$

$_A(-4,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+12=0$

$_A(-4,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+50=0$

$_A(-4,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+46=0$

$_A(-4,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+38=0$

$_A(-4,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+34=0$

$_A(-4,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+26=0$

$_A(-4,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+22=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-5=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-9=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-13=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-17=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-21=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-25=0$

$_A(-4,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-29=0$

$_A(-4,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(-4,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+2=0$

$_A(-4,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-6=0$

$_A(-4,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-14=0$

$_A(-4,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-22=0$

$_A(-4,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+17=0$

$_A(-4,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+13=0$

$_A(-4,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+5=0$

$_A(-4,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+1=0$

$_A(-4,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-7=0$

$_A(-4,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-11=0$

$_A(-4,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+24=0$

$_A(-4,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+16=0$

$_A(-4,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+8=0$

$_A(-4,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y=0$

$_A(-4,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-8=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+31=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+27=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+23=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+19=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+11=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+7=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+3=0$

$_A(-4,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-1=0$

$_A(-4,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+38=0$

$_A(-4,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+22=0$

$_A(-4,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+14=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+45=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+41=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+37=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+33=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+29=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+25=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+17=0$

$_A(-4,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+13=0$

$_A(-4,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+52=0$

$_A(-4,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+44=0$

$_A(-4,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+36=0$

$_A(-4,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+28=0$

$_A(-4,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+20=0$

$_A(-4,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+59=0$

$_A(-4,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+55=0$

$_A(-4,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+47=0$

$_A(-4,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+43=0$

$_A(-4,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+35=0$

$_A(-4,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+31=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-4=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-8=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-12=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-16=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-20=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-24=0$

$_A(-4,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-28=0$

$_A(-4,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+12=0$

$_A(-4,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+4=0$

$_A(-4,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-4=0$

$_A(-4,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-12=0$

$_A(-4,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-20=0$

$_A(-4,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+20=0$

$_A(-4,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+16=0$

$_A(-4,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+8=0$

$_A(-4,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+4=0$

$_A(-4,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-4=0$

$_A(-4,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-8=0$

$_A(-4,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+28=0$

$_A(-4,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+20=0$

$_A(-4,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+12=0$

$_A(-4,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+4=0$

$_A(-4,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-4=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+36=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+32=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+28=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+24=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+16=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+12=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+8=0$

$_A(-4,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+4=0$

$_A(-4,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+44=0$

$_A(-4,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+28=0$

$_A(-4,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+20=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+52=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+48=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+44=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+40=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+36=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+32=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+24=0$

$_A(-4,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+20=0$

$_A(-4,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+60=0$

$_A(-4,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+52=0$

$_A(-4,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+44=0$

$_A(-4,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+36=0$

$_A(-4,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+28=0$

$_A(-4,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+68=0$

$_A(-4,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+64=0$

$_A(-4,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+56=0$

$_A(-4,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+52=0$

$_A(-4,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+44=0$

$_A(-4,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+40=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y+1=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-3=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-7=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-11=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-15=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-19=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-23=0$

$_A(-4,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-27=0$

$_A(-4,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+14=0$

$_A(-4,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+6=0$

$_A(-4,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-2=0$

$_A(-4,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-10=0$

$_A(-4,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-18=0$

$_A(-4,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+23=0$

$_A(-4,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+19=0$

$_A(-4,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+11=0$

$_A(-4,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+7=0$

$_A(-4,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-1=0$

$_A(-4,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-5=0$

$_A(-4,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+32=0$

$_A(-4,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+24=0$

$_A(-4,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+16=0$

$_A(-4,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+8=0$

$_A(-4,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+41=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+37=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+33=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+29=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+21=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+17=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+13=0$

$_A(-4,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y+9=0$

$_A(-4,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+50=0$

$_A(-4,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+34=0$

$_A(-4,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+26=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+59=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+55=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+51=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+47=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+43=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+39=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+31=0$

$_A(-4,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+27=0$

$_A(-4,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+68=0$

$_A(-4,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+60=0$

$_A(-4,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+52=0$

$_A(-4,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+44=0$

$_A(-4,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+36=0$

$_A(-4,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+77=0$

$_A(-4,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+73=0$

$_A(-4,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+65=0$

$_A(-4,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+61=0$

$_A(-4,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+53=0$

$_A(-4,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+49=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-4=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-14=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-19=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-24=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-29=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-34=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-39=0$

$_A(-5,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-44=0$

$_A(-5,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-3=0$

$_A(-5,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-13=0$

$_A(-5,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-23=0$

$_A(-5,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-33=0$

$_A(-5,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-43=0$

$_A(-5,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-2=0$

$_A(-5,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-7=0$

$_A(-5,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-17=0$

$_A(-5,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-22=0$

$_A(-5,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-32=0$

$_A(-5,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-37=0$

$_A(-5,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-1=0$

$_A(-5,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-11=0$

$_A(-5,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-21=0$

$_A(-5,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-31=0$

$_A(-5,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-41=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-5=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-10=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-15=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-25=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-30=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-35=0$

$_A(-5,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-40=0$

$_A(-5,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+1=0$

$_A(-5,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-19=0$

$_A(-5,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-29=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+2=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-3=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-8=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-13=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-18=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-23=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-33=0$

$_A(-5,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-38=0$

$_A(-5,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+3=0$

$_A(-5,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-7=0$

$_A(-5,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-17=0$

$_A(-5,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-27=0$

$_A(-5,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-37=0$

$_A(-5,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+4=0$

$_A(-5,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-1=0$

$_A(-5,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-11=0$

$_A(-5,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-16=0$

$_A(-5,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-26=0$

$_A(-5,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-31=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-8=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-13=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-18=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-23=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-28=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-33=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-38=0$

$_A(-5,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-43=0$

$_A(-5,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-1=0$

$_A(-5,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-11=0$

$_A(-5,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-21=0$

$_A(-5,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-31=0$

$_A(-5,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-41=0$

$_A(-5,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+1=0$

$_A(-5,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-4=0$

$_A(-5,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-14=0$

$_A(-5,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-19=0$

$_A(-5,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-29=0$

$_A(-5,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-34=0$

$_A(-5,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+3=0$

$_A(-5,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-7=0$

$_A(-5,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-17=0$

$_A(-5,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-27=0$

$_A(-5,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-37=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+5=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-5=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-10=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-20=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-25=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-30=0$

$_A(-5,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-35=0$

$_A(-5,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+7=0$

$_A(-5,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-13=0$

$_A(-5,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-23=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+9=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+4=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-1=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-6=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-11=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-16=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-26=0$

$_A(-5,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-31=0$

$_A(-5,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+11=0$

$_A(-5,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+1=0$

$_A(-5,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-9=0$

$_A(-5,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-19=0$

$_A(-5,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-29=0$

$_A(-5,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+13=0$

$_A(-5,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+8=0$

$_A(-5,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-2=0$

$_A(-5,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-7=0$

$_A(-5,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-17=0$

$_A(-5,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-22=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-12=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-17=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-22=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-27=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-32=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-37=0$

$_A(-5,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-42=0$

$_A(-5,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+1=0$

$_A(-5,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-9=0$

$_A(-5,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-19=0$

$_A(-5,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-29=0$

$_A(-5,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-39=0$

$_A(-5,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+4=0$

$_A(-5,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-1=0$

$_A(-5,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-11=0$

$_A(-5,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-16=0$

$_A(-5,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-26=0$

$_A(-5,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-31=0$

$_A(-5,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+7=0$

$_A(-5,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-3=0$

$_A(-5,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-13=0$

$_A(-5,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-23=0$

$_A(-5,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-33=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+10=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+5=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-5=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-15=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-20=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-25=0$

$_A(-5,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-30=0$

$_A(-5,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+13=0$

$_A(-5,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-7=0$

$_A(-5,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-17=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+16=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+11=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+6=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+1=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-4=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-9=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-19=0$

$_A(-5,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-24=0$

$_A(-5,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+19=0$

$_A(-5,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+9=0$

$_A(-5,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-1=0$

$_A(-5,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-11=0$

$_A(-5,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-21=0$

$_A(-5,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+22=0$

$_A(-5,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+17=0$

$_A(-5,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+7=0$

$_A(-5,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+2=0$

$_A(-5,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-8=0$

$_A(-5,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-13=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-6=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-11=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-16=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-21=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-26=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-31=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-36=0$

$_A(-5,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-41=0$

$_A(-5,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+3=0$

$_A(-5,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-7=0$

$_A(-5,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-17=0$

$_A(-5,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-27=0$

$_A(-5,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-37=0$

$_A(-5,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+7=0$

$_A(-5,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+2=0$

$_A(-5,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-8=0$

$_A(-5,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-13=0$

$_A(-5,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-23=0$

$_A(-5,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-28=0$

$_A(-5,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+11=0$

$_A(-5,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+1=0$

$_A(-5,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-9=0$

$_A(-5,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-19=0$

$_A(-5,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-29=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+15=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+10=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+5=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-10=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-15=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-20=0$

$_A(-5,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-25=0$

$_A(-5,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+19=0$

$_A(-5,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-1=0$

$_A(-5,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-11=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+23=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+18=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+13=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+8=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+3=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-2=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-12=0$

$_A(-5,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-17=0$

$_A(-5,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+27=0$

$_A(-5,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+17=0$

$_A(-5,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+7=0$

$_A(-5,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-3=0$

$_A(-5,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-13=0$

$_A(-5,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+31=0$

$_A(-5,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+26=0$

$_A(-5,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+16=0$

$_A(-5,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+11=0$

$_A(-5,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+1=0$

$_A(-5,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-4=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-10=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-15=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-20=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-25=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-30=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-35=0$

$_A(-5,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-40=0$

$_A(-5,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+5=0$

$_A(-5,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-5=0$

$_A(-5,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-15=0$

$_A(-5,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-25=0$

$_A(-5,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-35=0$

$_A(-5,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+10=0$

$_A(-5,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+5=0$

$_A(-5,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-5=0$

$_A(-5,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-10=0$

$_A(-5,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-20=0$

$_A(-5,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-25=0$

$_A(-5,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+15=0$

$_A(-5,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+5=0$

$_A(-5,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-5=0$

$_A(-5,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-15=0$

$_A(-5,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-25=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+20=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+15=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+10=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+5=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-5=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-10=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-15=0$

$_A(-5,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-20=0$

$_A(-5,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+25=0$

$_A(-5,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+5=0$

$_A(-5,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-5=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+30=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+25=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+20=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+15=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+10=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+5=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-5=0$

$_A(-5,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-10=0$

$_A(-5,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+35=0$

$_A(-5,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+25=0$

$_A(-5,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+15=0$

$_A(-5,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+5=0$

$_A(-5,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-5=0$

$_A(-5,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+40=0$

$_A(-5,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+35=0$

$_A(-5,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+25=0$

$_A(-5,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+20=0$

$_A(-5,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+10=0$

$_A(-5,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+5=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-4=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-9=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-14=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-19=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-24=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-29=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-34=0$

$_A(-5,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-39=0$

$_A(-5,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+7=0$

$_A(-5,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-3=0$

$_A(-5,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-13=0$

$_A(-5,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-23=0$

$_A(-5,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-33=0$

$_A(-5,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+13=0$

$_A(-5,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+8=0$

$_A(-5,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-2=0$

$_A(-5,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-7=0$

$_A(-5,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-17=0$

$_A(-5,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-22=0$

$_A(-5,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+19=0$

$_A(-5,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+9=0$

$_A(-5,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-1=0$

$_A(-5,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-11=0$

$_A(-5,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-21=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+25=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+20=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+15=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+10=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-5=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-10=0$

$_A(-5,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-15=0$

$_A(-5,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+31=0$

$_A(-5,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+11=0$

$_A(-5,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+1=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+37=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+32=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+27=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+22=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+17=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+12=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+2=0$

$_A(-5,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-3=0$

$_A(-5,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+43=0$

$_A(-5,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+33=0$

$_A(-5,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+23=0$

$_A(-5,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+13=0$

$_A(-5,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+3=0$

$_A(-5,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+49=0$

$_A(-5,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+44=0$

$_A(-5,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+34=0$

$_A(-5,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+29=0$

$_A(-5,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+19=0$

$_A(-5,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+14=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-8=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-13=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-18=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-23=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-28=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-33=0$

$_A(-5,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-38=0$

$_A(-5,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(-5,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-1=0$

$_A(-5,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-11=0$

$_A(-5,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-21=0$

$_A(-5,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-31=0$

$_A(-5,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+16=0$

$_A(-5,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+11=0$

$_A(-5,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+1=0$

$_A(-5,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-4=0$

$_A(-5,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-14=0$

$_A(-5,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-19=0$

$_A(-5,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+23=0$

$_A(-5,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+13=0$

$_A(-5,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+3=0$

$_A(-5,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-7=0$

$_A(-5,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-17=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+30=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+25=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+20=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+15=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+5=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-5=0$

$_A(-5,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-10=0$

$_A(-5,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+37=0$

$_A(-5,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+17=0$

$_A(-5,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+7=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+44=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+39=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+34=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+29=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+24=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+19=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+9=0$

$_A(-5,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+4=0$

$_A(-5,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+51=0$

$_A(-5,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+41=0$

$_A(-5,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+31=0$

$_A(-5,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+21=0$

$_A(-5,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+11=0$

$_A(-5,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+58=0$

$_A(-5,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+53=0$

$_A(-5,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+43=0$

$_A(-5,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+38=0$

$_A(-5,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+28=0$

$_A(-5,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+23=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-2=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-7=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-12=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-17=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-22=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-27=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-32=0$

$_A(-5,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-37=0$

$_A(-5,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(-5,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+1=0$

$_A(-5,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-9=0$

$_A(-5,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-19=0$

$_A(-5,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-29=0$

$_A(-5,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+19=0$

$_A(-5,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+14=0$

$_A(-5,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+4=0$

$_A(-5,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-1=0$

$_A(-5,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-11=0$

$_A(-5,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-16=0$

$_A(-5,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+27=0$

$_A(-5,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+17=0$

$_A(-5,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+7=0$

$_A(-5,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-3=0$

$_A(-5,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-13=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+35=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+30=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+25=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+20=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+10=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+5=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y=0$

$_A(-5,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-5=0$

$_A(-5,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+43=0$

$_A(-5,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+23=0$

$_A(-5,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+13=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+51=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+46=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+41=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+36=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+31=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+26=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+16=0$

$_A(-5,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+11=0$

$_A(-5,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+59=0$

$_A(-5,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+49=0$

$_A(-5,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+39=0$

$_A(-5,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+29=0$

$_A(-5,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+19=0$

$_A(-5,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+67=0$

$_A(-5,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+62=0$

$_A(-5,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+52=0$

$_A(-5,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+47=0$

$_A(-5,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+37=0$

$_A(-5,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+32=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-1=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-6=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-11=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-16=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-21=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-26=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-31=0$

$_A(-5,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-36=0$

$_A(-5,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+13=0$

$_A(-5,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y+3=0$

$_A(-5,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-7=0$

$_A(-5,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-17=0$

$_A(-5,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-27=0$

$_A(-5,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+22=0$

$_A(-5,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+17=0$

$_A(-5,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+7=0$

$_A(-5,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y+2=0$

$_A(-5,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-8=0$

$_A(-5,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-13=0$

$_A(-5,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+31=0$

$_A(-5,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+21=0$

$_A(-5,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+11=0$

$_A(-5,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y+1=0$

$_A(-5,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-9=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+40=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+35=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+30=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+25=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+15=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+10=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y+5=0$

$_A(-5,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y=0$

$_A(-5,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+49=0$

$_A(-5,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+29=0$

$_A(-5,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+19=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+58=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+53=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+48=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+43=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+38=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+33=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+23=0$

$_A(-5,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+18=0$

$_A(-5,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+67=0$

$_A(-5,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+57=0$

$_A(-5,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+47=0$

$_A(-5,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+37=0$

$_A(-5,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+27=0$

$_A(-5,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+76=0$

$_A(-5,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+71=0$

$_A(-5,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+61=0$

$_A(-5,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+56=0$

$_A(-5,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+46=0$

$_A(-5,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+41=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-5=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-17=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-23=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-29=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-35=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-41=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-47=0$

$_A(-6,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-53=0$

$_A(-6,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-4=0$

$_A(-6,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-16=0$

$_A(-6,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-28=0$

$_A(-6,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-40=0$

$_A(-6,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-52=0$

$_A(-6,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-3=0$

$_A(-6,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-9=0$

$_A(-6,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-21=0$

$_A(-6,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-27=0$

$_A(-6,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-39=0$

$_A(-6,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-45=0$

$_A(-6,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-2=0$

$_A(-6,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-14=0$

$_A(-6,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-26=0$

$_A(-6,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-38=0$

$_A(-6,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-50=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-1=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-7=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-13=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-19=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-31=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-37=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-43=0$

$_A(-6,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-49=0$

$_A(-6,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y=0$

$_A(-6,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-24=0$

$_A(-6,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-36=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+1=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-5=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-11=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-17=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-23=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-29=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-41=0$

$_A(-6,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-47=0$

$_A(-6,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+2=0$

$_A(-6,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-10=0$

$_A(-6,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-22=0$

$_A(-6,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-34=0$

$_A(-6,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-46=0$

$_A(-6,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+3=0$

$_A(-6,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-3=0$

$_A(-6,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-15=0$

$_A(-6,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-21=0$

$_A(-6,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-33=0$

$_A(-6,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-39=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-10=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-16=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-22=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-28=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-34=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-40=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-46=0$

$_A(-6,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-52=0$

$_A(-6,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-2=0$

$_A(-6,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-14=0$

$_A(-6,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-26=0$

$_A(-6,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-38=0$

$_A(-6,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-50=0$

$_A(-6,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y=0$

$_A(-6,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-6=0$

$_A(-6,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-18=0$

$_A(-6,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-24=0$

$_A(-6,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-36=0$

$_A(-6,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-42=0$

$_A(-6,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+2=0$

$_A(-6,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-10=0$

$_A(-6,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-22=0$

$_A(-6,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-34=0$

$_A(-6,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-46=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+4=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-2=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-8=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-14=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-26=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-32=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-38=0$

$_A(-6,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-44=0$

$_A(-6,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+6=0$

$_A(-6,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-18=0$

$_A(-6,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-30=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+8=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+2=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-4=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-10=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-16=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-22=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-34=0$

$_A(-6,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-40=0$

$_A(-6,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+10=0$

$_A(-6,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-2=0$

$_A(-6,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-14=0$

$_A(-6,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-26=0$

$_A(-6,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-38=0$

$_A(-6,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+12=0$

$_A(-6,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+6=0$

$_A(-6,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-6=0$

$_A(-6,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-12=0$

$_A(-6,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-24=0$

$_A(-6,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-30=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-15=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-21=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-27=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-33=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-39=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-45=0$

$_A(-6,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-51=0$

$_A(-6,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(-6,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-12=0$

$_A(-6,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-24=0$

$_A(-6,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-36=0$

$_A(-6,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-48=0$

$_A(-6,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+3=0$

$_A(-6,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-3=0$

$_A(-6,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-15=0$

$_A(-6,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-21=0$

$_A(-6,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-33=0$

$_A(-6,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-39=0$

$_A(-6,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+6=0$

$_A(-6,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-6=0$

$_A(-6,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-18=0$

$_A(-6,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-30=0$

$_A(-6,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-42=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+9=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+3=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-3=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-9=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-21=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-27=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-33=0$

$_A(-6,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-39=0$

$_A(-6,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+12=0$

$_A(-6,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-12=0$

$_A(-6,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-24=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+15=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+9=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+3=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-3=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-9=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-15=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-27=0$

$_A(-6,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-33=0$

$_A(-6,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+18=0$

$_A(-6,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+6=0$

$_A(-6,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-6=0$

$_A(-6,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-18=0$

$_A(-6,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-30=0$

$_A(-6,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+21=0$

$_A(-6,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+15=0$

$_A(-6,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+3=0$

$_A(-6,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-3=0$

$_A(-6,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-15=0$

$_A(-6,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-21=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-8=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-14=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-20=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-26=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-32=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-38=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-44=0$

$_A(-6,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-50=0$

$_A(-6,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+2=0$

$_A(-6,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-10=0$

$_A(-6,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-22=0$

$_A(-6,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-34=0$

$_A(-6,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-46=0$

$_A(-6,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+6=0$

$_A(-6,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y=0$

$_A(-6,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-12=0$

$_A(-6,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-18=0$

$_A(-6,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-30=0$

$_A(-6,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-36=0$

$_A(-6,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+10=0$

$_A(-6,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-2=0$

$_A(-6,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-14=0$

$_A(-6,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-26=0$

$_A(-6,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-38=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+14=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+8=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+2=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-4=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-16=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-22=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-28=0$

$_A(-6,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-34=0$

$_A(-6,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+18=0$

$_A(-6,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-6=0$

$_A(-6,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-18=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+22=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+16=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+10=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+4=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-2=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-8=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-20=0$

$_A(-6,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-26=0$

$_A(-6,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+26=0$

$_A(-6,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+14=0$

$_A(-6,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+2=0$

$_A(-6,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-10=0$

$_A(-6,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-22=0$

$_A(-6,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+30=0$

$_A(-6,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+24=0$

$_A(-6,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+12=0$

$_A(-6,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+6=0$

$_A(-6,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-6=0$

$_A(-6,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-12=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-13=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-19=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-25=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-31=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-37=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-43=0$

$_A(-6,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-49=0$

$_A(-6,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+4=0$

$_A(-6,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-8=0$

$_A(-6,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-20=0$

$_A(-6,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-32=0$

$_A(-6,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-44=0$

$_A(-6,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+9=0$

$_A(-6,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+3=0$

$_A(-6,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-9=0$

$_A(-6,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-15=0$

$_A(-6,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-27=0$

$_A(-6,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-33=0$

$_A(-6,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+14=0$

$_A(-6,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+2=0$

$_A(-6,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-10=0$

$_A(-6,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-22=0$

$_A(-6,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-34=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+19=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+13=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+7=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+1=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-11=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-17=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-23=0$

$_A(-6,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-29=0$

$_A(-6,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+24=0$

$_A(-6,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y=0$

$_A(-6,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-12=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+29=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+23=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+17=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+11=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+5=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-1=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-13=0$

$_A(-6,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-19=0$

$_A(-6,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+34=0$

$_A(-6,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+22=0$

$_A(-6,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+10=0$

$_A(-6,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-2=0$

$_A(-6,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-14=0$

$_A(-6,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+39=0$

$_A(-6,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+33=0$

$_A(-6,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+21=0$

$_A(-6,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+15=0$

$_A(-6,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+3=0$

$_A(-6,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-3=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-6=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-12=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-18=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-24=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-30=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-36=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-42=0$

$_A(-6,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-48=0$

$_A(-6,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+6=0$

$_A(-6,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-6=0$

$_A(-6,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-18=0$

$_A(-6,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-30=0$

$_A(-6,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-42=0$

$_A(-6,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+12=0$

$_A(-6,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+6=0$

$_A(-6,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-6=0$

$_A(-6,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-12=0$

$_A(-6,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-24=0$

$_A(-6,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-30=0$

$_A(-6,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+18=0$

$_A(-6,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+6=0$

$_A(-6,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-6=0$

$_A(-6,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-18=0$

$_A(-6,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-30=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+24=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+18=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+12=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+6=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-6=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-12=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-18=0$

$_A(-6,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-24=0$

$_A(-6,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+30=0$

$_A(-6,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+6=0$

$_A(-6,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-6=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+36=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+30=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+24=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+18=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+12=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+6=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-6=0$

$_A(-6,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-12=0$

$_A(-6,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+42=0$

$_A(-6,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+30=0$

$_A(-6,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+18=0$

$_A(-6,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+6=0$

$_A(-6,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-6=0$

$_A(-6,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+48=0$

$_A(-6,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+42=0$

$_A(-6,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+30=0$

$_A(-6,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+24=0$

$_A(-6,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+12=0$

$_A(-6,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+6=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-11=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-17=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-23=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-29=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-35=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-41=0$

$_A(-6,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-47=0$

$_A(-6,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+8=0$

$_A(-6,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-4=0$

$_A(-6,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-16=0$

$_A(-6,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-28=0$

$_A(-6,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-40=0$

$_A(-6,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+15=0$

$_A(-6,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+9=0$

$_A(-6,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-3=0$

$_A(-6,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-9=0$

$_A(-6,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-21=0$

$_A(-6,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-27=0$

$_A(-6,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+22=0$

$_A(-6,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+10=0$

$_A(-6,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-2=0$

$_A(-6,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-14=0$

$_A(-6,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-26=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+29=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+23=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+17=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+11=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-1=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-7=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-13=0$

$_A(-6,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-19=0$

$_A(-6,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+36=0$

$_A(-6,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+12=0$

$_A(-6,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+43=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+37=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+31=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+25=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+19=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+13=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+1=0$

$_A(-6,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-5=0$

$_A(-6,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+50=0$

$_A(-6,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+38=0$

$_A(-6,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+26=0$

$_A(-6,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+14=0$

$_A(-6,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+2=0$

$_A(-6,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+57=0$

$_A(-6,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+51=0$

$_A(-6,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+39=0$

$_A(-6,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+33=0$

$_A(-6,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+21=0$

$_A(-6,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+15=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-4=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-10=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-16=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-22=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-28=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-34=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-40=0$

$_A(-6,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-46=0$

$_A(-6,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(-6,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-2=0$

$_A(-6,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-14=0$

$_A(-6,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-26=0$

$_A(-6,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-38=0$

$_A(-6,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+18=0$

$_A(-6,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+12=0$

$_A(-6,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y=0$

$_A(-6,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-6=0$

$_A(-6,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-18=0$

$_A(-6,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-24=0$

$_A(-6,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+26=0$

$_A(-6,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+14=0$

$_A(-6,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+2=0$

$_A(-6,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-10=0$

$_A(-6,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-22=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+34=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+28=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+22=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+16=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+4=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-2=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-8=0$

$_A(-6,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-14=0$

$_A(-6,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+42=0$

$_A(-6,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+18=0$

$_A(-6,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+6=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+50=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+44=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+38=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+32=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+26=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+20=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+8=0$

$_A(-6,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+2=0$

$_A(-6,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+58=0$

$_A(-6,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+46=0$

$_A(-6,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+34=0$

$_A(-6,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+22=0$

$_A(-6,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+10=0$

$_A(-6,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+66=0$

$_A(-6,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+60=0$

$_A(-6,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+48=0$

$_A(-6,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+42=0$

$_A(-6,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+30=0$

$_A(-6,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+24=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-3=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-9=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-15=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-21=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-27=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-33=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-39=0$

$_A(-6,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-45=0$

$_A(-6,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+12=0$

$_A(-6,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y=0$

$_A(-6,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-12=0$

$_A(-6,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-24=0$

$_A(-6,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-36=0$

$_A(-6,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+21=0$

$_A(-6,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+15=0$

$_A(-6,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y+3=0$

$_A(-6,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-3=0$

$_A(-6,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-15=0$

$_A(-6,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-21=0$

$_A(-6,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+30=0$

$_A(-6,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+18=0$

$_A(-6,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+6=0$

$_A(-6,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-6=0$

$_A(-6,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-18=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+39=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+33=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+27=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+21=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+9=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y+3=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-3=0$

$_A(-6,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-9=0$

$_A(-6,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+48=0$

$_A(-6,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+24=0$

$_A(-6,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+12=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+57=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+51=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+45=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+39=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+33=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+27=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+15=0$

$_A(-6,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y+9=0$

$_A(-6,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+66=0$

$_A(-6,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+54=0$

$_A(-6,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+42=0$

$_A(-6,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+30=0$

$_A(-6,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+18=0$

$_A(-6,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+75=0$

$_A(-6,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+69=0$

$_A(-6,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+57=0$

$_A(-6,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+51=0$

$_A(-6,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+39=0$

$_A(-6,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+33=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-6=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-13=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-20=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-27=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-34=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-41=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-48=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-55=0$

$_A(-7,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-62=0$

$_A(-7,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-5=0$

$_A(-7,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-19=0$

$_A(-7,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-33=0$

$_A(-7,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-47=0$

$_A(-7,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-61=0$

$_A(-7,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-4=0$

$_A(-7,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-11=0$

$_A(-7,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-25=0$

$_A(-7,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-32=0$

$_A(-7,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-46=0$

$_A(-7,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-53=0$

$_A(-7,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-3=0$

$_A(-7,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-17=0$

$_A(-7,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-31=0$

$_A(-7,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-45=0$

$_A(-7,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-59=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-2=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-9=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-16=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-23=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-37=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-44=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-51=0$

$_A(-7,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-58=0$

$_A(-7,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-1=0$

$_A(-7,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-29=0$

$_A(-7,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-43=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-7=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-14=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-21=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-28=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-35=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-49=0$

$_A(-7,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-56=0$

$_A(-7,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+1=0$

$_A(-7,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-13=0$

$_A(-7,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-27=0$

$_A(-7,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-41=0$

$_A(-7,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-55=0$

$_A(-7,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+2=0$

$_A(-7,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-5=0$

$_A(-7,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-19=0$

$_A(-7,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-26=0$

$_A(-7,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-40=0$

$_A(-7,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-47=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-12=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-19=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-26=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-33=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-40=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-47=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-54=0$

$_A(-7,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-61=0$

$_A(-7,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-3=0$

$_A(-7,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-17=0$

$_A(-7,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-31=0$

$_A(-7,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-45=0$

$_A(-7,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-59=0$

$_A(-7,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-1=0$

$_A(-7,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-8=0$

$_A(-7,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-22=0$

$_A(-7,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-29=0$

$_A(-7,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-43=0$

$_A(-7,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-50=0$

$_A(-7,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+1=0$

$_A(-7,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-13=0$

$_A(-7,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-27=0$

$_A(-7,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-41=0$

$_A(-7,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-55=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+3=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-4=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-11=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-18=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-32=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-39=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-46=0$

$_A(-7,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-53=0$

$_A(-7,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+5=0$

$_A(-7,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-23=0$

$_A(-7,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-37=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+7=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-7=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-14=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-21=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-28=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-42=0$

$_A(-7,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-49=0$

$_A(-7,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+9=0$

$_A(-7,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-5=0$

$_A(-7,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-19=0$

$_A(-7,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-33=0$

$_A(-7,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-47=0$

$_A(-7,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+11=0$

$_A(-7,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+4=0$

$_A(-7,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-10=0$

$_A(-7,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-17=0$

$_A(-7,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-31=0$

$_A(-7,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-38=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-18=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-25=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-32=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-39=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-46=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-53=0$

$_A(-7,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-60=0$

$_A(-7,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-1=0$

$_A(-7,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-15=0$

$_A(-7,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-29=0$

$_A(-7,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-43=0$

$_A(-7,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-57=0$

$_A(-7,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+2=0$

$_A(-7,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-5=0$

$_A(-7,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-19=0$

$_A(-7,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-26=0$

$_A(-7,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-40=0$

$_A(-7,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-47=0$

$_A(-7,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+5=0$

$_A(-7,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-9=0$

$_A(-7,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-23=0$

$_A(-7,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-37=0$

$_A(-7,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-51=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+8=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+1=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-6=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-13=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-27=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-34=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-41=0$

$_A(-7,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-48=0$

$_A(-7,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+11=0$

$_A(-7,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-17=0$

$_A(-7,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-31=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+14=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+7=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-7=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-14=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-21=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-35=0$

$_A(-7,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-42=0$

$_A(-7,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+17=0$

$_A(-7,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+3=0$

$_A(-7,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-11=0$

$_A(-7,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-25=0$

$_A(-7,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-39=0$

$_A(-7,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+20=0$

$_A(-7,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+13=0$

$_A(-7,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-1=0$

$_A(-7,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-8=0$

$_A(-7,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-22=0$

$_A(-7,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-29=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-10=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-17=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-24=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-31=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-38=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-45=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-52=0$

$_A(-7,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-59=0$

$_A(-7,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+1=0$

$_A(-7,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-13=0$

$_A(-7,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-27=0$

$_A(-7,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-41=0$

$_A(-7,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-55=0$

$_A(-7,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+5=0$

$_A(-7,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-2=0$

$_A(-7,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-16=0$

$_A(-7,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-23=0$

$_A(-7,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-37=0$

$_A(-7,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-44=0$

$_A(-7,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+9=0$

$_A(-7,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-5=0$

$_A(-7,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-19=0$

$_A(-7,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-33=0$

$_A(-7,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-47=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+13=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+6=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-1=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-8=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-22=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-29=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-36=0$

$_A(-7,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-43=0$

$_A(-7,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+17=0$

$_A(-7,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-11=0$

$_A(-7,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-25=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+21=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+14=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+7=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-7=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-14=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-28=0$

$_A(-7,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-35=0$

$_A(-7,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+25=0$

$_A(-7,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+11=0$

$_A(-7,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-3=0$

$_A(-7,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-17=0$

$_A(-7,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-31=0$

$_A(-7,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+29=0$

$_A(-7,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+22=0$

$_A(-7,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+8=0$

$_A(-7,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+1=0$

$_A(-7,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-13=0$

$_A(-7,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-20=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-16=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-23=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-30=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-37=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-44=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-51=0$

$_A(-7,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-58=0$

$_A(-7,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+3=0$

$_A(-7,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-11=0$

$_A(-7,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-25=0$

$_A(-7,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-39=0$

$_A(-7,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-53=0$

$_A(-7,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+8=0$

$_A(-7,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+1=0$

$_A(-7,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-13=0$

$_A(-7,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-20=0$

$_A(-7,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-34=0$

$_A(-7,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-41=0$

$_A(-7,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+13=0$

$_A(-7,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-1=0$

$_A(-7,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-15=0$

$_A(-7,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-29=0$

$_A(-7,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-43=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+18=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+11=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+4=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-3=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-17=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-24=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-31=0$

$_A(-7,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-38=0$

$_A(-7,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+23=0$

$_A(-7,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-5=0$

$_A(-7,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-19=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+28=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+21=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+14=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+7=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-7=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-21=0$

$_A(-7,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-28=0$

$_A(-7,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+33=0$

$_A(-7,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+19=0$

$_A(-7,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+5=0$

$_A(-7,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-9=0$

$_A(-7,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-23=0$

$_A(-7,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+38=0$

$_A(-7,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+31=0$

$_A(-7,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+17=0$

$_A(-7,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+10=0$

$_A(-7,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-4=0$

$_A(-7,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-11=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-8=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-15=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-22=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-29=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-36=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-43=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-50=0$

$_A(-7,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-57=0$

$_A(-7,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+5=0$

$_A(-7,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-9=0$

$_A(-7,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-23=0$

$_A(-7,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-37=0$

$_A(-7,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-51=0$

$_A(-7,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+11=0$

$_A(-7,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+4=0$

$_A(-7,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-10=0$

$_A(-7,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-17=0$

$_A(-7,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-31=0$

$_A(-7,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-38=0$

$_A(-7,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+17=0$

$_A(-7,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+3=0$

$_A(-7,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-11=0$

$_A(-7,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-25=0$

$_A(-7,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-39=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+23=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+16=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+9=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+2=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-12=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-19=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-26=0$

$_A(-7,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-33=0$

$_A(-7,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+29=0$

$_A(-7,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+1=0$

$_A(-7,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-13=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+35=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+28=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+21=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+14=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+7=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-14=0$

$_A(-7,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-21=0$

$_A(-7,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+41=0$

$_A(-7,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+27=0$

$_A(-7,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+13=0$

$_A(-7,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-1=0$

$_A(-7,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-15=0$

$_A(-7,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+47=0$

$_A(-7,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+40=0$

$_A(-7,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+26=0$

$_A(-7,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+19=0$

$_A(-7,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+5=0$

$_A(-7,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-2=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-14=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-21=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-28=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-35=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-42=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-49=0$

$_A(-7,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-56=0$

$_A(-7,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+7=0$

$_A(-7,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-7=0$

$_A(-7,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-21=0$

$_A(-7,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-35=0$

$_A(-7,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-49=0$

$_A(-7,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+14=0$

$_A(-7,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+7=0$

$_A(-7,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-7=0$

$_A(-7,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-14=0$

$_A(-7,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-28=0$

$_A(-7,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-35=0$

$_A(-7,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+21=0$

$_A(-7,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+7=0$

$_A(-7,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-7=0$

$_A(-7,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-21=0$

$_A(-7,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-35=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+28=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+21=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+14=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+7=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-7=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-14=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-21=0$

$_A(-7,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-28=0$

$_A(-7,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+35=0$

$_A(-7,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+7=0$

$_A(-7,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-7=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+42=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+35=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+28=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+21=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+14=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+7=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-7=0$

$_A(-7,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-14=0$

$_A(-7,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+49=0$

$_A(-7,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+35=0$

$_A(-7,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+21=0$

$_A(-7,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+7=0$

$_A(-7,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-7=0$

$_A(-7,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+56=0$

$_A(-7,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+49=0$

$_A(-7,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+35=0$

$_A(-7,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+28=0$

$_A(-7,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+14=0$

$_A(-7,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+7=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-6=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-13=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-20=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-27=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-34=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-41=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-48=0$

$_A(-7,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-55=0$

$_A(-7,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+9=0$

$_A(-7,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-5=0$

$_A(-7,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-19=0$

$_A(-7,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-33=0$

$_A(-7,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-47=0$

$_A(-7,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+17=0$

$_A(-7,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+10=0$

$_A(-7,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-4=0$

$_A(-7,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-11=0$

$_A(-7,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-25=0$

$_A(-7,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-32=0$

$_A(-7,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+25=0$

$_A(-7,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+11=0$

$_A(-7,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-3=0$

$_A(-7,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-17=0$

$_A(-7,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-31=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+33=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+26=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+19=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+12=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-2=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-9=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-16=0$

$_A(-7,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-23=0$

$_A(-7,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+41=0$

$_A(-7,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+13=0$

$_A(-7,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-1=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+49=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+42=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+35=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+28=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+21=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+14=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y=0$

$_A(-7,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-7=0$

$_A(-7,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+57=0$

$_A(-7,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+43=0$

$_A(-7,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+29=0$

$_A(-7,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+15=0$

$_A(-7,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+1=0$

$_A(-7,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+65=0$

$_A(-7,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+58=0$

$_A(-7,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+44=0$

$_A(-7,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+37=0$

$_A(-7,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+23=0$

$_A(-7,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+16=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-5=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-12=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-19=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-26=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-33=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-40=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-47=0$

$_A(-7,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-54=0$

$_A(-7,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+11=0$

$_A(-7,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-3=0$

$_A(-7,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-17=0$

$_A(-7,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-31=0$

$_A(-7,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-45=0$

$_A(-7,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+20=0$

$_A(-7,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+13=0$

$_A(-7,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-1=0$

$_A(-7,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-8=0$

$_A(-7,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-22=0$

$_A(-7,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-29=0$

$_A(-7,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+29=0$

$_A(-7,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+15=0$

$_A(-7,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y+1=0$

$_A(-7,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-13=0$

$_A(-7,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-27=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+38=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+31=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+24=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+17=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y+3=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-4=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-11=0$

$_A(-7,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-18=0$

$_A(-7,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+47=0$

$_A(-7,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+19=0$

$_A(-7,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y+5=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+56=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+49=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+42=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+35=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+28=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+21=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y+7=0$

$_A(-7,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y=0$

$_A(-7,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+65=0$

$_A(-7,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+51=0$

$_A(-7,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+37=0$

$_A(-7,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+23=0$

$_A(-7,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y+9=0$

$_A(-7,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+74=0$

$_A(-7,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+67=0$

$_A(-7,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+53=0$

$_A(-7,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+46=0$

$_A(-7,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+32=0$

$_A(-7,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+25=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-1)ɕsȒ̕߂$

$-x-y-7=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-15=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-23=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-31=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-39=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-47=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-55=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-63=0$

$_A(-8,\,1)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-71=0$

$_A(-8,\,1)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-6=0$

$_A(-8,\,1)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-22=0$

$_A(-8,\,1)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-38=0$

$_A(-8,\,1)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-54=0$

$_A(-8,\,1)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-70=0$

$_A(-8,\,1)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-5=0$

$_A(-8,\,1)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-13=0$

$_A(-8,\,1)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-29=0$

$_A(-8,\,1)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-37=0$

$_A(-8,\,1)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-53=0$

$_A(-8,\,1)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-61=0$

$_A(-8,\,1)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y-4=0$

$_A(-8,\,1)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-20=0$

$_A(-8,\,1)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-36=0$

$_A(-8,\,1)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-52=0$

$_A(-8,\,1)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-68=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y-3=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-11=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-19=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-27=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-43=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-51=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-59=0$

$_A(-8,\,1)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-67=0$

$_A(-8,\,1)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y-2=0$

$_A(-8,\,1)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-34=0$

$_A(-8,\,1)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-50=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y-1=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-9=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-17=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-25=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-33=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-41=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-57=0$

$_A(-8,\,1)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-65=0$

$_A(-8,\,1)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y=0$

$_A(-8,\,1)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-16=0$

$_A(-8,\,1)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-32=0$

$_A(-8,\,1)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-48=0$

$_A(-8,\,1)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-64=0$

$_A(-8,\,1)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+1=0$

$_A(-8,\,1)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y-7=0$

$_A(-8,\,1)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-23=0$

$_A(-8,\,1)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-31=0$

$_A(-8,\,1)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-47=0$

$_A(-8,\,1)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-55=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-14=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-22=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-30=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-38=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-46=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-54=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-62=0$

$_A(-8,\,2)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-70=0$

$_A(-8,\,2)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-4=0$

$_A(-8,\,2)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-20=0$

$_A(-8,\,2)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-36=0$

$_A(-8,\,2)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-52=0$

$_A(-8,\,2)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-68=0$

$_A(-8,\,2)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y-2=0$

$_A(-8,\,2)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-10=0$

$_A(-8,\,2)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-26=0$

$_A(-8,\,2)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-34=0$

$_A(-8,\,2)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-50=0$

$_A(-8,\,2)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-58=0$

$_A(-8,\,2)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y=0$

$_A(-8,\,2)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-16=0$

$_A(-8,\,2)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-32=0$

$_A(-8,\,2)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-48=0$

$_A(-8,\,2)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-64=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+2=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-6=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-14=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-22=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-38=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-46=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-54=0$

$_A(-8,\,2)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-62=0$

$_A(-8,\,2)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+4=0$

$_A(-8,\,2)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-28=0$

$_A(-8,\,2)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-44=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+6=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y-2=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-10=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-18=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-26=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-34=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-50=0$

$_A(-8,\,2)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-58=0$

$_A(-8,\,2)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+8=0$

$_A(-8,\,2)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y-8=0$

$_A(-8,\,2)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-24=0$

$_A(-8,\,2)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-40=0$

$_A(-8,\,2)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-56=0$

$_A(-8,\,2)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+10=0$

$_A(-8,\,2)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+2=0$

$_A(-8,\,2)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-14=0$

$_A(-8,\,2)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-22=0$

$_A(-8,\,2)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-38=0$

$_A(-8,\,2)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-46=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-13=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-21=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-29=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-37=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-45=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-53=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-61=0$

$_A(-8,\,3)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-69=0$

$_A(-8,\,3)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y-2=0$

$_A(-8,\,3)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-18=0$

$_A(-8,\,3)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-34=0$

$_A(-8,\,3)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-50=0$

$_A(-8,\,3)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-66=0$

$_A(-8,\,3)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+1=0$

$_A(-8,\,3)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-7=0$

$_A(-8,\,3)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-23=0$

$_A(-8,\,3)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-31=0$

$_A(-8,\,3)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-47=0$

$_A(-8,\,3)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-55=0$

$_A(-8,\,3)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+4=0$

$_A(-8,\,3)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-12=0$

$_A(-8,\,3)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-28=0$

$_A(-8,\,3)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-44=0$

$_A(-8,\,3)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-60=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+7=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y-1=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-9=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-17=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-33=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-41=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-49=0$

$_A(-8,\,3)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-57=0$

$_A(-8,\,3)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+10=0$

$_A(-8,\,3)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-22=0$

$_A(-8,\,3)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-38=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+13=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+5=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y-3=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-11=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-19=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-27=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-43=0$

$_A(-8,\,3)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-51=0$

$_A(-8,\,3)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+16=0$

$_A(-8,\,3)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y=0$

$_A(-8,\,3)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-16=0$

$_A(-8,\,3)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-32=0$

$_A(-8,\,3)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-48=0$

$_A(-8,\,3)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+19=0$

$_A(-8,\,3)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+11=0$

$_A(-8,\,3)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y-5=0$

$_A(-8,\,3)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-13=0$

$_A(-8,\,3)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-29=0$

$_A(-8,\,3)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-37=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-12=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-20=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-28=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-36=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-44=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-52=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-60=0$

$_A(-8,\,4)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-68=0$

$_A(-8,\,4)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y=0$

$_A(-8,\,4)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-16=0$

$_A(-8,\,4)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-32=0$

$_A(-8,\,4)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-48=0$

$_A(-8,\,4)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-64=0$

$_A(-8,\,4)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+4=0$

$_A(-8,\,4)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-4=0$

$_A(-8,\,4)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-20=0$

$_A(-8,\,4)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-28=0$

$_A(-8,\,4)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-44=0$

$_A(-8,\,4)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-52=0$

$_A(-8,\,4)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+8=0$

$_A(-8,\,4)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-8=0$

$_A(-8,\,4)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-24=0$

$_A(-8,\,4)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-40=0$

$_A(-8,\,4)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-56=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+12=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+4=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y-4=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-12=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-28=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-36=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-44=0$

$_A(-8,\,4)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-52=0$

$_A(-8,\,4)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+16=0$

$_A(-8,\,4)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-16=0$

$_A(-8,\,4)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-32=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+20=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+12=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+4=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y-4=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-12=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-20=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-36=0$

$_A(-8,\,4)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-44=0$

$_A(-8,\,4)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+24=0$

$_A(-8,\,4)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+8=0$

$_A(-8,\,4)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y-8=0$

$_A(-8,\,4)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-24=0$

$_A(-8,\,4)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-40=0$

$_A(-8,\,4)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+28=0$

$_A(-8,\,4)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+20=0$

$_A(-8,\,4)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+4=0$

$_A(-8,\,4)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y-4=0$

$_A(-8,\,4)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-20=0$

$_A(-8,\,4)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-28=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-11=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-19=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-27=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-35=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-43=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-51=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-59=0$

$_A(-8,\,5)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-67=0$

$_A(-8,\,5)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+2=0$

$_A(-8,\,5)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-14=0$

$_A(-8,\,5)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-30=0$

$_A(-8,\,5)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-46=0$

$_A(-8,\,5)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-62=0$

$_A(-8,\,5)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+7=0$

$_A(-8,\,5)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y-1=0$

$_A(-8,\,5)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-17=0$

$_A(-8,\,5)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-25=0$

$_A(-8,\,5)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-41=0$

$_A(-8,\,5)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-49=0$

$_A(-8,\,5)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+12=0$

$_A(-8,\,5)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y-4=0$

$_A(-8,\,5)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-20=0$

$_A(-8,\,5)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-36=0$

$_A(-8,\,5)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-52=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+17=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+9=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+1=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-7=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-23=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-31=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-39=0$

$_A(-8,\,5)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-47=0$

$_A(-8,\,5)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+22=0$

$_A(-8,\,5)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-10=0$

$_A(-8,\,5)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-26=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+27=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+19=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+11=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+3=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y-5=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-13=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-29=0$

$_A(-8,\,5)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-37=0$

$_A(-8,\,5)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+32=0$

$_A(-8,\,5)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+16=0$

$_A(-8,\,5)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y=0$

$_A(-8,\,5)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-16=0$

$_A(-8,\,5)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-32=0$

$_A(-8,\,5)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+37=0$

$_A(-8,\,5)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+29=0$

$_A(-8,\,5)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+13=0$

$_A(-8,\,5)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+5=0$

$_A(-8,\,5)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-11=0$

$_A(-8,\,5)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-19=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-10=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-18=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-26=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-34=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-42=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-50=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-58=0$

$_A(-8,\,6)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-66=0$

$_A(-8,\,6)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+4=0$

$_A(-8,\,6)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-12=0$

$_A(-8,\,6)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-28=0$

$_A(-8,\,6)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-44=0$

$_A(-8,\,6)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-60=0$

$_A(-8,\,6)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+10=0$

$_A(-8,\,6)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+2=0$

$_A(-8,\,6)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-14=0$

$_A(-8,\,6)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-22=0$

$_A(-8,\,6)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-38=0$

$_A(-8,\,6)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-46=0$

$_A(-8,\,6)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+16=0$

$_A(-8,\,6)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y=0$

$_A(-8,\,6)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-16=0$

$_A(-8,\,6)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-32=0$

$_A(-8,\,6)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-48=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+22=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+14=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+6=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y-2=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-18=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-26=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-34=0$

$_A(-8,\,6)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-42=0$

$_A(-8,\,6)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+28=0$

$_A(-8,\,6)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y-4=0$

$_A(-8,\,6)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-20=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+34=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+26=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+18=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+10=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+2=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y-6=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-22=0$

$_A(-8,\,6)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-30=0$

$_A(-8,\,6)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+40=0$

$_A(-8,\,6)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+24=0$

$_A(-8,\,6)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+8=0$

$_A(-8,\,6)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y-8=0$

$_A(-8,\,6)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-24=0$

$_A(-8,\,6)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+46=0$

$_A(-8,\,6)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+38=0$

$_A(-8,\,6)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+22=0$

$_A(-8,\,6)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+14=0$

$_A(-8,\,6)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y-2=0$

$_A(-8,\,6)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-10=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-9=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-17=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-25=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-33=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-41=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-49=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-57=0$

$_A(-8,\,7)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-65=0$

$_A(-8,\,7)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+6=0$

$_A(-8,\,7)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-10=0$

$_A(-8,\,7)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-26=0$

$_A(-8,\,7)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-42=0$

$_A(-8,\,7)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-58=0$

$_A(-8,\,7)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+13=0$

$_A(-8,\,7)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+5=0$

$_A(-8,\,7)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-11=0$

$_A(-8,\,7)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-19=0$

$_A(-8,\,7)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-35=0$

$_A(-8,\,7)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-43=0$

$_A(-8,\,7)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+20=0$

$_A(-8,\,7)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+4=0$

$_A(-8,\,7)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-12=0$

$_A(-8,\,7)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-28=0$

$_A(-8,\,7)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-44=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+27=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+19=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+11=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+3=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-13=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-21=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-29=0$

$_A(-8,\,7)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-37=0$

$_A(-8,\,7)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+34=0$

$_A(-8,\,7)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+2=0$

$_A(-8,\,7)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-14=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+41=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+33=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+25=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+17=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+9=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+1=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-15=0$

$_A(-8,\,7)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-23=0$

$_A(-8,\,7)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+48=0$

$_A(-8,\,7)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+32=0$

$_A(-8,\,7)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+16=0$

$_A(-8,\,7)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y=0$

$_A(-8,\,7)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-16=0$

$_A(-8,\,7)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+55=0$

$_A(-8,\,7)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+47=0$

$_A(-8,\,7)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+31=0$

$_A(-8,\,7)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+23=0$

$_A(-8,\,7)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+7=0$

$_A(-8,\,7)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y-1=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-8=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-16=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-24=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-32=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-40=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-48=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-56=0$

$_A(-8,\,8)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-64=0$

$_A(-8,\,8)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+8=0$

$_A(-8,\,8)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-8=0$

$_A(-8,\,8)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-24=0$

$_A(-8,\,8)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-40=0$

$_A(-8,\,8)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-56=0$

$_A(-8,\,8)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+16=0$

$_A(-8,\,8)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+8=0$

$_A(-8,\,8)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-8=0$

$_A(-8,\,8)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-16=0$

$_A(-8,\,8)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-32=0$

$_A(-8,\,8)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-40=0$

$_A(-8,\,8)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+24=0$

$_A(-8,\,8)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+8=0$

$_A(-8,\,8)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-8=0$

$_A(-8,\,8)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-24=0$

$_A(-8,\,8)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-40=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+32=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+24=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+16=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+8=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-8=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-16=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-24=0$

$_A(-8,\,8)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-32=0$

$_A(-8,\,8)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+40=0$

$_A(-8,\,8)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+8=0$

$_A(-8,\,8)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-8=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+48=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+40=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+32=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+24=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+16=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+8=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-8=0$

$_A(-8,\,8)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-16=0$

$_A(-8,\,8)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+56=0$

$_A(-8,\,8)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+40=0$

$_A(-8,\,8)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+24=0$

$_A(-8,\,8)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+8=0$

$_A(-8,\,8)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y-8=0$

$_A(-8,\,8)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+64=0$

$_A(-8,\,8)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+56=0$

$_A(-8,\,8)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+40=0$

$_A(-8,\,8)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+32=0$

$_A(-8,\,8)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+16=0$

$_A(-8,\,8)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+8=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-2)ɕsȒ̕߂$

$-2x-y-7=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-3)ɕsȒ̕߂$

$-3x-y-15=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-4)ɕsȒ̕߂$

$-4x-y-23=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-5)ɕsȒ̕߂$

$-5x-y-31=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-6)ɕsȒ̕߂$

$-6x-y-39=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-7)ɕsȒ̕߂$

$-7x-y-47=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-8)ɕsȒ̕߂$

$-8x-y-55=0$

$_A(-8,\,9)ʂA\beku d=(1,\,-9)ɕsȒ̕߂$

$-9x-y-63=0$

$_A(-8,\,9)ʂA\beku d=(2,\,-1)ɕsȒ̕߂$

$-x-2y+10=0$

$_A(-8,\,9)ʂA\beku d=(2,\,-3)ɕsȒ̕߂$

$-3x-2y-6=0$

$_A(-8,\,9)ʂA\beku d=(2,\,-5)ɕsȒ̕߂$

$-5x-2y-22=0$

$_A(-8,\,9)ʂA\beku d=(2,\,-7)ɕsȒ̕߂$

$-7x-2y-38=0$

$_A(-8,\,9)ʂA\beku d=(2,\,-9)ɕsȒ̕߂$

$-9x-2y-54=0$

$_A(-8,\,9)ʂA\beku d=(3,\,-1)ɕsȒ̕߂$

$-x-3y+19=0$

$_A(-8,\,9)ʂA\beku d=(3,\,-2)ɕsȒ̕߂$

$-2x-3y+11=0$

$_A(-8,\,9)ʂA\beku d=(3,\,-4)ɕsȒ̕߂$

$-4x-3y-5=0$

$_A(-8,\,9)ʂA\beku d=(3,\,-5)ɕsȒ̕߂$

$-5x-3y-13=0$

$_A(-8,\,9)ʂA\beku d=(3,\,-7)ɕsȒ̕߂$

$-7x-3y-29=0$

$_A(-8,\,9)ʂA\beku d=(3,\,-8)ɕsȒ̕߂$

$-8x-3y-37=0$

$_A(-8,\,9)ʂA\beku d=(4,\,-1)ɕsȒ̕߂$

$-x-4y+28=0$

$_A(-8,\,9)ʂA\beku d=(4,\,-3)ɕsȒ̕߂$

$-3x-4y+12=0$

$_A(-8,\,9)ʂA\beku d=(4,\,-5)ɕsȒ̕߂$

$-5x-4y-4=0$

$_A(-8,\,9)ʂA\beku d=(4,\,-7)ɕsȒ̕߂$

$-7x-4y-20=0$

$_A(-8,\,9)ʂA\beku d=(4,\,-9)ɕsȒ̕߂$

$-9x-4y-36=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-1)ɕsȒ̕߂$

$-x-5y+37=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-2)ɕsȒ̕߂$

$-2x-5y+29=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-3)ɕsȒ̕߂$

$-3x-5y+21=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-4)ɕsȒ̕߂$

$-4x-5y+13=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-6)ɕsȒ̕߂$

$-6x-5y-3=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-7)ɕsȒ̕߂$

$-7x-5y-11=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-8)ɕsȒ̕߂$

$-8x-5y-19=0$

$_A(-8,\,9)ʂA\beku d=(5,\,-9)ɕsȒ̕߂$

$-9x-5y-27=0$

$_A(-8,\,9)ʂA\beku d=(6,\,-1)ɕsȒ̕߂$

$-x-6y+46=0$

$_A(-8,\,9)ʂA\beku d=(6,\,-5)ɕsȒ̕߂$

$-5x-6y+14=0$

$_A(-8,\,9)ʂA\beku d=(6,\,-7)ɕsȒ̕߂$

$-7x-6y-2=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-1)ɕsȒ̕߂$

$-x-7y+55=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-2)ɕsȒ̕߂$

$-2x-7y+47=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-3)ɕsȒ̕߂$

$-3x-7y+39=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-4)ɕsȒ̕߂$

$-4x-7y+31=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-5)ɕsȒ̕߂$

$-5x-7y+23=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-6)ɕsȒ̕߂$

$-6x-7y+15=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-8)ɕsȒ̕߂$

$-8x-7y-1=0$

$_A(-8,\,9)ʂA\beku d=(7,\,-9)ɕsȒ̕߂$

$-9x-7y-9=0$

$_A(-8,\,9)ʂA\beku d=(8,\,-1)ɕsȒ̕߂$

$-x-8y+64=0$

$_A(-8,\,9)ʂA\beku d=(8,\,-3)ɕsȒ̕߂$

$-3x-8y+48=0$

$_A(-8,\,9)ʂA\beku d=(8,\,-5)ɕsȒ̕߂$

$-5x-8y+32=0$

$_A(-8,\,9)ʂA\beku d=(8,\,-7)ɕsȒ̕߂$

$-7x-8y+16=0$

$_A(-8,\,9)ʂA\beku d=(8,\,-9)ɕsȒ̕߂$

$-9x-8y=0$

$_A(-8,\,9)ʂA\beku d=(9,\,-1)ɕsȒ̕߂$

$-x-9y+73=0$

$_A(-8,\,9)ʂA\beku d=(9,\,-2)ɕsȒ̕߂$

$-2x-9y+65=0$

$_A(-8,\,9)ʂA\beku d=(9,\,-4)ɕsȒ̕߂$

$-4x-9y+49=0$

$_A(-8,\,9)ʂA\beku d=(9,\,-5)ɕsȒ̕߂$

$-5x-9y+41=0$

$_A(-8,\,9)ʂA\beku d=(9,\,-7)ɕsȒ̕߂$

$-7x-9y+25=0$

$_A(-8,\,9)ʂA\beku d=(9,\,-8)ɕsȒ̕߂$

$-8x-9y+17=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-2=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-3=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-4=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-5=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-6=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-7=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-8=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-9=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-10=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-3=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-5=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-7=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-9=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-11=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-4=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-5=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-7=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-8=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-10=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-11=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-5=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-7=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-9=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-11=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-13=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-6=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-7=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-8=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-9=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-11=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-12=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-13=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-14=0$

$_A(-1,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-7=0$

$_A(-1,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-11=0$

$_A(-1,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-13=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-8=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-9=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-10=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-11=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-12=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-13=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-15=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-16=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-9=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-11=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-13=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-15=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-17=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-10=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-11=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-13=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-14=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-16=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-17=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-4=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-5=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-6=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-7=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-8=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-9=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-10=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-11=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-5=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-7=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-9=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-11=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-13=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-7=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-8=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-10=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-11=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-13=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-14=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-9=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-11=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-13=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-15=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-17=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-11=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-12=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-13=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-14=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-16=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-17=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-18=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-19=0$

$_A(-1,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-13=0$

$_A(-1,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-17=0$

$_A(-1,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-19=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-15=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-16=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-17=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-18=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-19=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-20=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-22=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-23=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-17=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-19=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-21=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-23=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-25=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-19=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-20=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-22=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-23=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-25=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-26=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-6=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-7=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-8=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-9=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-10=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-11=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-12=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-7=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-9=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-11=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-13=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-15=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-10=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-11=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-13=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-14=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-16=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-17=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-13=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-15=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-17=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-19=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-21=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-16=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-17=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-18=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-19=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-21=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-22=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-23=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-24=0$

$_A(-1,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-19=0$

$_A(-1,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-23=0$

$_A(-1,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-25=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-22=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-23=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-24=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-25=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-26=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-27=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-29=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-30=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-25=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-27=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-29=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-31=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-33=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-28=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-29=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-31=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-32=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-34=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-35=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-6=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-7=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-8=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-9=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-10=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-11=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-12=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-13=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-11=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-13=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-15=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-17=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-13=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-14=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-16=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-17=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-19=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-20=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-17=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-19=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-21=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-23=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-25=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-21=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-22=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-23=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-24=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-26=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-27=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-28=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-29=0$

$_A(-1,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-25=0$

$_A(-1,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-29=0$

$_A(-1,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-31=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-29=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-30=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-31=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-32=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-33=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-34=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-36=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-37=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-33=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-35=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-37=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-39=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-41=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-37=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-38=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-40=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-41=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-43=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-44=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-8=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-9=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-10=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-11=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-12=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-13=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-14=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-13=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-15=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-17=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-19=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-16=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-17=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-19=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-20=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-22=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-23=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-21=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-23=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-25=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-27=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-29=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-26=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-27=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-28=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-29=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-31=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-32=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-33=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-34=0$

$_A(-1,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-31=0$

$_A(-1,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-35=0$

$_A(-1,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-37=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-36=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-37=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-38=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-39=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-40=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-41=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-43=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-44=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-41=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-43=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-45=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-47=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-49=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-46=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-47=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-49=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-50=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-52=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-53=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-8=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-9=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-10=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-11=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-12=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-13=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-14=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-15=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-13=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-15=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-17=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-19=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-21=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-19=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-20=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-22=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-23=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-25=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-26=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-25=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-27=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-29=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-31=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-33=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-31=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-32=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-33=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-34=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-36=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-37=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-38=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-39=0$

$_A(-1,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-37=0$

$_A(-1,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-41=0$

$_A(-1,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-43=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-43=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-44=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-45=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-46=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-47=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-48=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-50=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-51=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-49=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-51=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-53=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-55=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-57=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-55=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-56=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-58=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-59=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-61=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-62=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-10=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-11=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-12=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-13=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-14=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-15=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-16=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-15=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-17=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-19=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-21=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-23=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-22=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-23=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-25=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-26=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-28=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-29=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-29=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-31=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-33=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-35=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-37=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-36=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-37=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-38=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-39=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-41=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-42=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-43=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-44=0$

$_A(-1,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-43=0$

$_A(-1,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-47=0$

$_A(-1,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-49=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-50=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-51=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-52=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-53=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-54=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-55=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-57=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-58=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-57=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-59=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-61=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-63=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-65=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-64=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-65=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-67=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-68=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-70=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-71=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-10=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-11=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-12=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-13=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-14=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-15=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-16=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-17=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-17=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-19=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-21=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-23=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-25=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-25=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-26=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-28=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-29=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-31=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-32=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-33=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-35=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-37=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-39=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-41=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-41=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-42=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-43=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-44=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-46=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-47=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-48=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-49=0$

$_A(-1,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-49=0$

$_A(-1,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-53=0$

$_A(-1,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-55=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-57=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-58=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-59=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-60=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-61=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-62=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-64=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-65=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-65=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-67=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-69=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-71=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-73=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-73=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-74=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-76=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-77=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-79=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-80=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-12=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-13=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-14=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-15=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-16=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-17=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-18=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-19=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-21=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-23=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-25=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-27=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-28=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-29=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-31=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-32=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-34=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-35=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-37=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-39=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-41=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-43=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-45=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-46=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-47=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-48=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-49=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-51=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-52=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-53=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-54=0$

$_A(-1,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-55=0$

$_A(-1,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-59=0$

$_A(-1,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-61=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-64=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-65=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-66=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-67=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-68=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-69=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-71=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-72=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-73=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-75=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-77=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-79=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-81=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-82=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-83=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-85=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-86=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-88=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-89=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-3=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-5=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-7=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-9=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-11=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-13=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-15=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-17=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-19=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-4=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-8=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-12=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-16=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-20=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-5=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-7=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-11=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-13=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-17=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-19=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-6=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-10=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-14=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-18=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-22=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-7=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-9=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-11=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-13=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-17=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-19=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-21=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-23=0$

$_A(-2,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-8=0$

$_A(-2,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-16=0$

$_A(-2,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-20=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-9=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-11=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-13=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-15=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-17=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-19=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-23=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-25=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-10=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-14=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-18=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-22=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-26=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-11=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-13=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-17=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-19=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-23=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-25=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-6=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-8=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-10=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-12=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-14=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-16=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-18=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-20=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-6=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-10=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-14=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-18=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-22=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-8=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-10=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-14=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-16=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-20=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-22=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-10=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-14=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-18=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-22=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-26=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-12=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-14=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-16=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-18=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-22=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-24=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-26=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-28=0$

$_A(-2,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-14=0$

$_A(-2,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-22=0$

$_A(-2,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-26=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-16=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-18=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-20=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-22=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-24=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-26=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-30=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-32=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-18=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-22=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-26=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-30=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-34=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-20=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-22=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-26=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-28=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-32=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-34=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-9=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-11=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-13=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-15=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-17=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-19=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-21=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-8=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-12=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-16=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-20=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-24=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-11=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-13=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-17=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-19=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-23=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-25=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-14=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-18=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-22=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-26=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-30=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-17=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-19=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-21=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-23=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-27=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-29=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-31=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-33=0$

$_A(-2,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-20=0$

$_A(-2,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-28=0$

$_A(-2,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-32=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-23=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-25=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-27=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-29=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-31=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-33=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-37=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-39=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-26=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-30=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-34=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-38=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-42=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-29=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-31=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-35=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-37=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-41=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-43=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-8=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-10=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-12=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-14=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-16=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-18=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-20=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-22=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-14=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-18=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-22=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-26=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-14=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-16=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-20=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-22=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-26=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-28=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-18=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-22=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-26=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-30=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-34=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-22=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-24=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-26=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-28=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-32=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-34=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-36=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-38=0$

$_A(-2,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-26=0$

$_A(-2,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-34=0$

$_A(-2,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-38=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-30=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-32=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-34=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-36=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-38=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-40=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-44=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-46=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-34=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-38=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-42=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-46=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-50=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-38=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-40=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-44=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-46=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-50=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-52=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-11=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-13=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-15=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-17=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-19=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-21=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-23=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-12=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-16=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-20=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-24=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-28=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-17=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-19=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-23=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-25=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-29=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-31=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-22=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-26=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-30=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-34=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-38=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-27=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-29=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-31=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-33=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-37=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-39=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-41=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-43=0$

$_A(-2,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-32=0$

$_A(-2,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-40=0$

$_A(-2,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-44=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-37=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-39=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-41=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-43=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-45=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-47=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-51=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-53=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-42=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-46=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-50=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-54=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-58=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-47=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-49=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-53=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-55=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-59=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-61=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-10=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-12=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-14=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-16=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-18=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-20=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-22=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-24=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-14=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-18=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-22=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-26=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-30=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-20=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-22=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-26=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-28=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-32=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-34=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-26=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-30=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-34=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-38=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-42=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-32=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-34=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-36=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-38=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-42=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-44=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-46=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-48=0$

$_A(-2,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-38=0$

$_A(-2,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-46=0$

$_A(-2,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-50=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-44=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-46=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-48=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-50=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-52=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-54=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-58=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-60=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-50=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-54=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-58=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-62=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-66=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-56=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-58=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-62=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-64=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-68=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-70=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-13=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-15=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-17=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-19=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-21=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-23=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-25=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-16=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-20=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-24=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-28=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-32=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-23=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-25=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-29=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-31=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-35=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-37=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-30=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-34=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-38=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-42=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-46=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-37=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-39=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-41=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-43=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-47=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-49=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-51=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-53=0$

$_A(-2,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-44=0$

$_A(-2,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-52=0$

$_A(-2,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-56=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-51=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-53=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-55=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-57=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-59=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-61=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-65=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-67=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-58=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-62=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-66=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-70=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-74=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-65=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-67=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-71=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-73=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-77=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-79=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-12=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-14=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-16=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-18=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-20=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-22=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-24=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-26=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-18=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-22=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-26=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-30=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-34=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-26=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-28=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-32=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-34=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-38=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-40=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-34=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-38=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-42=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-46=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-50=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-42=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-44=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-46=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-48=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-52=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-54=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-56=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-58=0$

$_A(-2,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-50=0$

$_A(-2,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-58=0$

$_A(-2,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-62=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-58=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-60=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-62=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-64=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-66=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-68=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-72=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-74=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-66=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-70=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-74=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-78=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-82=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-74=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-76=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-80=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-82=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-86=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-88=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-13=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-15=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-17=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-19=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-21=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-23=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-25=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-27=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-20=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-24=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-28=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-32=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-36=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-29=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-31=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-35=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-37=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-41=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-43=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-38=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-42=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-46=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-50=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-54=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-47=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-49=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-51=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-53=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-57=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-59=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-61=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-63=0$

$_A(-2,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-56=0$

$_A(-2,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-64=0$

$_A(-2,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-68=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-65=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-67=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-69=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-71=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-73=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-75=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-79=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-81=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-74=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-78=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-82=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-86=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-90=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-83=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-85=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-89=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-91=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-95=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-97=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-4=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-7=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-10=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-13=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-16=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-19=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-22=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-25=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-28=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-5=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-11=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-17=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-23=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-29=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-6=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-9=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-15=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-18=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-24=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-27=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-7=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-13=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-19=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-25=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-31=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-8=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-11=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-14=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-17=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-23=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-26=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-29=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-32=0$

$_A(-3,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-9=0$

$_A(-3,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-21=0$

$_A(-3,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-27=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-10=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-13=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-16=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-19=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-22=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-25=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-31=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-34=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-11=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-17=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-23=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-29=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-35=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-12=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-15=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-21=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-24=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-30=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-33=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-8=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-11=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-14=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-17=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-20=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-23=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-26=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-29=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-7=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-13=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-19=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-25=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-31=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-9=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-12=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-18=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-21=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-27=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-30=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-11=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-17=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-23=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-29=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-35=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-13=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-16=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-19=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-22=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-28=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-31=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-34=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-37=0$

$_A(-3,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-15=0$

$_A(-3,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-27=0$

$_A(-3,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-33=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-17=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-20=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-23=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-26=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-29=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-32=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-38=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-41=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-19=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-25=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-31=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-37=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-43=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-21=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-24=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-30=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-33=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-39=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-42=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-12=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-15=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-18=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-21=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-24=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-27=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-30=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-15=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-21=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-27=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-33=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-12=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-15=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-21=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-24=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-30=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-33=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-15=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-21=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-27=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-33=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-39=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-18=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-21=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-24=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-27=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-33=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-36=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-39=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-42=0$

$_A(-3,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-21=0$

$_A(-3,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-33=0$

$_A(-3,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-39=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-24=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-27=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-30=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-33=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-36=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-39=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-45=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-48=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-27=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-33=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-39=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-45=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-51=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-30=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-33=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-39=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-42=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-48=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-51=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-10=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-13=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-16=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-19=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-22=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-25=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-28=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-31=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-17=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-23=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-29=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-35=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-15=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-18=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-24=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-27=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-33=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-36=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-19=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-25=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-31=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-37=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-43=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-23=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-26=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-29=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-32=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-38=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-41=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-44=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-47=0$

$_A(-3,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-27=0$

$_A(-3,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-39=0$

$_A(-3,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-45=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-31=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-34=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-37=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-40=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-43=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-46=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-52=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-55=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-35=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-41=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-47=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-53=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-59=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-39=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-42=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-48=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-51=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-57=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-60=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-14=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-17=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-20=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-23=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-26=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-29=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-32=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-13=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-19=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-25=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-31=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-37=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-18=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-21=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-27=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-30=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-36=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-39=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-23=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-29=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-35=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-41=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-47=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-28=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-31=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-34=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-37=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-43=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-46=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-49=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-52=0$

$_A(-3,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-33=0$

$_A(-3,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-45=0$

$_A(-3,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-51=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-38=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-41=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-44=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-47=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-50=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-53=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-59=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-62=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-43=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-49=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-55=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-61=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-67=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-48=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-51=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-57=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-60=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-66=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-69=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-12=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-15=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-18=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-21=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-24=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-27=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-30=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-33=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-15=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-21=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-27=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-33=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-39=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-21=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-24=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-30=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-33=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-39=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-42=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-27=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-33=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-39=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-45=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-51=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-33=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-36=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-39=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-42=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-48=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-51=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-54=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-57=0$

$_A(-3,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-39=0$

$_A(-3,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-51=0$

$_A(-3,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-57=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-45=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-48=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-51=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-54=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-57=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-60=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-66=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-69=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-51=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-57=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-63=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-69=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-75=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-57=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-60=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-66=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-69=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-75=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-78=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-13=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-16=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-19=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-22=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-25=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-28=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-31=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-34=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-17=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-23=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-29=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-35=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-41=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-24=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-27=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-33=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-36=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-42=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-45=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-31=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-37=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-43=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-49=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-55=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-38=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-41=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-44=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-47=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-53=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-56=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-59=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-62=0$

$_A(-3,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-45=0$

$_A(-3,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-57=0$

$_A(-3,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-63=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-52=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-55=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-58=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-61=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-64=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-67=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-73=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-76=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-59=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-65=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-71=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-77=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-83=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-66=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-69=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-75=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-78=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-84=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-87=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-14=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-17=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-20=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-23=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-26=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-29=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-32=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-35=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-19=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-25=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-31=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-37=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-43=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-27=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-30=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-36=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-39=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-45=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-48=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-35=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-41=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-47=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-53=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-59=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-43=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-46=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-49=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-52=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-58=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-61=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-64=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-67=0$

$_A(-3,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-51=0$

$_A(-3,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-63=0$

$_A(-3,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-69=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-59=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-62=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-65=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-68=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-71=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-74=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-80=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-83=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-67=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-73=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-79=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-85=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-91=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-75=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-78=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-84=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-87=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-93=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-96=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-15=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-18=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-21=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-24=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-27=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-30=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-33=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-36=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-21=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-27=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-33=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-39=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-45=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-30=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-33=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-39=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-42=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-48=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-51=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-39=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-45=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-51=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-57=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-63=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-48=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-51=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-54=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-57=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-63=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-66=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-69=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-72=0$

$_A(-3,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-57=0$

$_A(-3,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-69=0$

$_A(-3,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-75=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-66=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-69=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-72=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-75=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-78=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-81=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-87=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-90=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-75=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-81=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-87=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-93=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-99=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-84=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-87=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-93=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-96=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-102=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-105=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-5=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-9=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-13=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-17=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-21=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-25=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-29=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-33=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-37=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-6=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-14=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-22=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-30=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-38=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-7=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-11=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-19=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-23=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-31=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-35=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-8=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-16=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-24=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-32=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-40=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-9=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-13=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-17=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-21=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-29=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-33=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-37=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-41=0$

$_A(-4,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-10=0$

$_A(-4,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-26=0$

$_A(-4,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-34=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-11=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-15=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-19=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-23=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-27=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-31=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-39=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-43=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-12=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-20=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-28=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-36=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-44=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-13=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-17=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-25=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-29=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-37=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-41=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-10=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-14=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-18=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-22=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-26=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-30=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-34=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-38=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-8=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-16=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-24=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-32=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-40=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-10=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-14=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-22=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-26=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-34=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-38=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-12=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-20=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-28=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-36=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-44=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-14=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-18=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-22=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-26=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-34=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-38=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-42=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-46=0$

$_A(-4,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-16=0$

$_A(-4,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-32=0$

$_A(-4,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-40=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-18=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-22=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-26=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-30=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-34=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-38=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-46=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-50=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-20=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-28=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-36=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-44=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-52=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-22=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-26=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-34=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-38=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-46=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-50=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-15=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-19=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-23=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-27=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-31=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-35=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-39=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-18=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-26=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-34=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-42=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-13=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-17=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-25=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-29=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-37=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-41=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-16=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-24=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-32=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-40=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-48=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-19=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-23=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-27=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-31=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-39=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-43=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-47=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-51=0$

$_A(-4,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-22=0$

$_A(-4,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-38=0$

$_A(-4,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-46=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-25=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-29=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-33=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-37=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-41=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-45=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-53=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-57=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-28=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-36=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-44=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-52=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-60=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-31=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-35=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-43=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-47=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-55=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-59=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-12=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-16=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-20=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-24=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-28=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-32=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-36=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-40=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-12=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-20=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-28=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-36=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-44=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-16=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-20=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-28=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-32=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-40=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-44=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-20=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-28=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-36=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-44=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-52=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-24=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-28=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-32=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-36=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-44=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-48=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-52=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-56=0$

$_A(-4,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-28=0$

$_A(-4,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-44=0$

$_A(-4,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-52=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-32=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-36=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-40=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-44=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-48=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-52=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-60=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-64=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-36=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-44=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-52=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-60=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-68=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-40=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-44=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-52=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-56=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-64=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-68=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-13=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-17=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-21=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-25=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-29=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-33=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-37=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-41=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-14=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-22=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-30=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-38=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-46=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-19=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-23=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-31=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-35=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-43=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-47=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-24=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-32=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-40=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-48=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-56=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-29=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-33=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-37=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-41=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-49=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-53=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-57=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-61=0$

$_A(-4,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-34=0$

$_A(-4,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-50=0$

$_A(-4,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-58=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-39=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-43=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-47=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-51=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-55=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-59=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-67=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-71=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-44=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-52=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-60=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-68=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-76=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-49=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-53=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-61=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-65=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-73=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-77=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-14=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-18=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-22=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-26=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-30=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-34=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-38=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-42=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-16=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-24=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-32=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-40=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-48=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-22=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-26=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-34=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-38=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-46=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-50=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-28=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-36=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-44=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-52=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-60=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-34=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-38=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-42=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-46=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-54=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-58=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-62=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-66=0$

$_A(-4,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-40=0$

$_A(-4,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-56=0$

$_A(-4,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-64=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-46=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-50=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-54=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-58=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-62=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-66=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-74=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-78=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-52=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-60=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-68=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-76=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-84=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-58=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-62=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-70=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-74=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-82=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-86=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-15=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-19=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-23=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-27=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-31=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-35=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-39=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-43=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-18=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-26=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-34=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-42=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-50=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-25=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-29=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-37=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-41=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-49=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-53=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-32=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-40=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-48=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-56=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-64=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-39=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-43=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-47=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-51=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-59=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-63=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-67=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-71=0$

$_A(-4,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-46=0$

$_A(-4,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-62=0$

$_A(-4,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-70=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-53=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-57=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-61=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-65=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-69=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-73=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-81=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-85=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-60=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-68=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-76=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-84=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-92=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-67=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-71=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-79=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-83=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-91=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-95=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-16=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-20=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-24=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-28=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-32=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-36=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-40=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-44=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-20=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-28=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-36=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-44=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-52=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-28=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-32=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-40=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-44=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-52=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-56=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-36=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-44=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-52=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-60=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-68=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-44=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-48=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-52=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-56=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-64=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-68=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-72=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-76=0$

$_A(-4,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-52=0$

$_A(-4,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-68=0$

$_A(-4,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-76=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-60=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-64=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-68=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-72=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-76=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-80=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-88=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-92=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-68=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-76=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-84=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-92=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-100=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-76=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-80=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-88=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-92=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-100=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-104=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-17=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-21=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-25=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-29=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-33=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-37=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-41=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-45=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-22=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-30=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-38=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-46=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-54=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-31=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-35=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-43=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-47=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-55=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-59=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-40=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-48=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-56=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-64=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-72=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-49=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-53=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-57=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-61=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-69=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-73=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-77=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-81=0$

$_A(-4,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-58=0$

$_A(-4,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-74=0$

$_A(-4,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-82=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-67=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-71=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-75=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-79=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-83=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-87=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-95=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-99=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-76=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-84=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-92=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-100=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-108=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-85=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-89=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-97=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-101=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-109=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-113=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-6=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-11=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-16=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-21=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-26=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-31=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-36=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-41=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-46=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-7=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-17=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-27=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-37=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-47=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-8=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-13=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-23=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-28=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-38=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-43=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-9=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-19=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-29=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-39=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-49=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-10=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-15=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-20=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-25=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-35=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-40=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-45=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-50=0$

$_A(-5,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-11=0$

$_A(-5,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-31=0$

$_A(-5,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-41=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-12=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-17=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-22=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-27=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-32=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-37=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-47=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-52=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-13=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-23=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-33=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-43=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-53=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-14=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-19=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-29=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-34=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-44=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-49=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-12=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-17=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-22=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-27=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-32=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-37=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-42=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-47=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-19=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-29=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-39=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-49=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-11=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-16=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-26=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-31=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-41=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-46=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-13=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-23=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-33=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-43=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-53=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-15=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-20=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-25=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-30=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-40=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-45=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-50=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-55=0$

$_A(-5,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-17=0$

$_A(-5,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-37=0$

$_A(-5,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-47=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-19=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-24=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-29=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-34=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-39=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-44=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-54=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-59=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-21=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-31=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-41=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-51=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-61=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-23=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-28=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-38=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-43=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-53=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-58=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-13=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-18=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-23=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-28=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-33=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-38=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-43=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-48=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-21=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-31=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-41=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-51=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-14=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-19=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-29=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-34=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-44=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-49=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-17=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-27=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-37=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-47=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-57=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-20=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-25=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-30=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-35=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-45=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-50=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-55=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-60=0$

$_A(-5,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-23=0$

$_A(-5,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-43=0$

$_A(-5,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-53=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-26=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-31=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-36=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-41=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-46=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-51=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-61=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-66=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-29=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-39=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-49=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-59=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-69=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-32=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-37=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-47=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-52=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-62=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-67=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-14=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-19=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-24=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-29=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-34=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-39=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-44=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-49=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-13=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-23=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-33=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-43=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-53=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-17=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-22=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-32=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-37=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-47=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-52=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-21=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-31=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-41=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-51=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-61=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-25=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-30=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-35=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-40=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-50=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-55=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-60=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-65=0$

$_A(-5,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-29=0$

$_A(-5,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-49=0$

$_A(-5,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-59=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-33=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-38=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-43=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-48=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-53=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-58=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-68=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-73=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-37=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-47=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-57=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-67=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-77=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-41=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-46=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-56=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-61=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-71=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-76=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-15=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-20=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-25=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-30=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-35=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-40=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-45=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-50=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-15=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-25=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-35=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-45=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-55=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-20=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-25=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-35=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-40=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-50=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-55=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-25=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-35=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-45=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-55=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-65=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-30=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-35=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-40=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-45=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-55=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-60=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-65=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-70=0$

$_A(-5,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-35=0$

$_A(-5,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-55=0$

$_A(-5,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-65=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-40=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-45=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-50=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-55=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-60=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-65=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-75=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-80=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-45=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-55=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-65=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-75=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-85=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-50=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-55=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-65=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-70=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-80=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-85=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-16=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-21=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-26=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-31=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-36=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-41=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-46=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-51=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-17=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-27=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-37=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-47=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-57=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-23=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-28=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-38=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-43=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-53=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-58=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-29=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-39=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-49=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-59=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-69=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-35=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-40=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-45=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-50=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-60=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-65=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-70=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-75=0$

$_A(-5,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-41=0$

$_A(-5,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-61=0$

$_A(-5,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-71=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-47=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-52=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-57=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-62=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-67=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-72=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-82=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-87=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-53=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-63=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-73=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-83=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-93=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-59=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-64=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-74=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-79=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-89=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-94=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-17=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-22=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-27=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-32=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-37=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-42=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-47=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-52=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-19=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-29=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-39=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-49=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-59=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-26=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-31=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-41=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-46=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-56=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-61=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-33=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-43=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-53=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-63=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-73=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-40=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-45=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-50=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-55=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-65=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-70=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-75=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-80=0$

$_A(-5,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-47=0$

$_A(-5,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-67=0$

$_A(-5,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-77=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-54=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-59=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-64=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-69=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-74=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-79=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-89=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-94=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-61=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-71=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-81=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-91=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-101=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-68=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-73=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-83=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-88=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-98=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-103=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-18=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-23=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-28=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-33=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-38=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-43=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-48=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-53=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-21=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-31=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-41=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-51=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-61=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-29=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-34=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-44=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-49=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-59=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-64=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-37=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-47=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-57=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-67=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-77=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-45=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-50=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-55=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-60=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-70=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-75=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-80=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-85=0$

$_A(-5,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-53=0$

$_A(-5,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-73=0$

$_A(-5,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-83=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-61=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-66=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-71=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-76=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-81=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-86=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-96=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-101=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-69=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-79=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-89=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-99=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-109=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-77=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-82=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-92=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-97=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-107=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-112=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-19=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-24=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-29=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-34=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-39=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-44=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-49=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-54=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-23=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-33=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-43=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-53=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-63=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-32=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-37=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-47=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-52=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-62=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-67=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-41=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-51=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-61=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-71=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-81=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-50=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-55=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-60=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-65=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-75=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-80=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-85=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-90=0$

$_A(-5,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-59=0$

$_A(-5,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-79=0$

$_A(-5,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-89=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-68=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-73=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-78=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-83=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-88=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-93=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-103=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-108=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-77=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-87=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-97=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-107=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-117=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-86=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-91=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-101=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-106=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-116=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-121=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-7=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-13=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-19=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-25=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-31=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-37=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-43=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-49=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-55=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-8=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-20=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-32=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-44=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-56=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-9=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-15=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-27=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-33=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-45=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-51=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-10=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-22=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-34=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-46=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-58=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-11=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-17=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-23=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-29=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-41=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-47=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-53=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-59=0$

$_A(-6,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-12=0$

$_A(-6,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-36=0$

$_A(-6,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-48=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-13=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-19=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-25=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-31=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-37=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-43=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-55=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-61=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-14=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-26=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-38=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-50=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-62=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-15=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-21=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-33=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-39=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-51=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-57=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-14=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-20=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-26=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-32=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-38=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-44=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-50=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-56=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-22=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-34=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-46=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-58=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-12=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-18=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-30=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-36=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-48=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-54=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-14=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-26=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-38=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-50=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-62=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-16=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-22=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-28=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-34=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-46=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-52=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-58=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-64=0$

$_A(-6,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-18=0$

$_A(-6,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-42=0$

$_A(-6,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-54=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-20=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-26=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-32=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-38=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-44=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-50=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-62=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-68=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-22=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-34=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-46=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-58=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-70=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-24=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-30=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-42=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-48=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-60=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-66=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-15=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-21=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-27=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-33=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-39=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-45=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-51=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-57=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-12=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-24=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-36=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-48=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-60=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-15=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-21=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-33=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-39=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-51=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-57=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-18=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-30=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-42=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-54=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-66=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-21=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-27=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-33=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-39=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-51=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-57=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-63=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-69=0$

$_A(-6,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-24=0$

$_A(-6,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-48=0$

$_A(-6,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-60=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-27=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-33=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-39=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-45=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-51=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-57=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-69=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-75=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-30=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-42=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-54=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-66=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-78=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-33=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-39=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-51=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-57=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-69=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-75=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-16=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-22=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-28=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-34=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-40=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-46=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-52=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-58=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-14=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-26=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-38=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-50=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-62=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-18=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-24=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-36=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-42=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-54=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-60=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-22=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-34=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-46=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-58=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-70=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-26=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-32=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-38=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-44=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-56=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-62=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-68=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-74=0$

$_A(-6,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-30=0$

$_A(-6,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-54=0$

$_A(-6,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-66=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-34=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-40=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-46=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-52=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-58=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-64=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-76=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-82=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-38=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-50=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-62=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-74=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-86=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-42=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-48=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-60=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-66=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-78=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-84=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-17=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-23=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-29=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-35=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-41=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-47=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-53=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-59=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-16=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-28=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-40=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-52=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-64=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-21=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-27=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-39=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-45=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-57=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-63=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-26=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-38=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-50=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-62=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-74=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-31=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-37=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-43=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-49=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-61=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-67=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-73=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-79=0$

$_A(-6,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-36=0$

$_A(-6,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-60=0$

$_A(-6,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-72=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-41=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-47=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-53=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-59=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-65=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-71=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-83=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-89=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-46=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-58=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-70=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-82=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-94=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-51=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-57=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-69=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-75=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-87=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-93=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-18=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-24=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-30=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-36=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-42=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-48=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-54=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-60=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-18=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-30=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-42=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-54=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-66=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-24=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-30=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-42=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-48=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-60=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-66=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-30=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-42=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-54=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-66=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-78=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-36=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-42=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-48=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-54=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-66=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-72=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-78=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-84=0$

$_A(-6,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-42=0$

$_A(-6,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-66=0$

$_A(-6,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-78=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-48=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-54=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-60=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-66=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-72=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-78=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-90=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-96=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-54=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-66=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-78=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-90=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-102=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-60=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-66=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-78=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-84=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-96=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-102=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-19=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-25=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-31=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-37=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-43=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-49=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-55=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-61=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-20=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-32=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-44=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-56=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-68=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-27=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-33=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-45=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-51=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-63=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-69=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-34=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-46=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-58=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-70=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-82=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-41=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-47=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-53=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-59=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-71=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-77=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-83=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-89=0$

$_A(-6,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-48=0$

$_A(-6,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-72=0$

$_A(-6,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-84=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-55=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-61=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-67=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-73=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-79=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-85=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-97=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-103=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-62=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-74=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-86=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-98=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-110=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-69=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-75=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-87=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-93=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-105=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-111=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-20=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-26=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-32=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-38=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-44=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-50=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-56=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-62=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-22=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-34=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-46=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-58=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-70=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-30=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-36=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-48=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-54=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-66=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-72=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-38=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-50=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-62=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-74=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-86=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-46=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-52=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-58=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-64=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-76=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-82=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-88=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-94=0$

$_A(-6,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-54=0$

$_A(-6,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-78=0$

$_A(-6,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-90=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-62=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-68=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-74=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-80=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-86=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-92=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-104=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-110=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-70=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-82=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-94=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-106=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-118=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-78=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-84=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-96=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-102=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-114=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-120=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-21=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-27=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-33=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-39=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-45=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-51=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-57=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-63=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-24=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-36=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-48=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-60=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-72=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-33=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-39=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-51=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-57=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-69=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-75=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-42=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-54=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-66=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-78=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-90=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-51=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-57=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-63=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-69=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-81=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-87=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-93=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-99=0$

$_A(-6,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-60=0$

$_A(-6,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-84=0$

$_A(-6,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-96=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-69=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-75=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-81=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-87=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-93=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-99=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-111=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-117=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-78=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-90=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-102=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-114=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-126=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-87=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-93=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-105=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-111=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-123=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-129=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-8=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-15=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-22=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-29=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-36=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-43=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-50=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-57=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-64=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-9=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-23=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-37=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-51=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-65=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-10=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-17=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-31=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-38=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-52=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-59=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-11=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-25=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-39=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-53=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-67=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-12=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-19=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-26=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-33=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-47=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-54=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-61=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-68=0$

$_A(-7,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-13=0$

$_A(-7,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-41=0$

$_A(-7,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-55=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-14=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-21=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-28=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-35=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-42=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-49=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-63=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-70=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-15=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-29=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-43=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-57=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-71=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-16=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-23=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-37=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-44=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-58=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-65=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-16=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-23=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-30=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-37=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-44=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-51=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-58=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-65=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-11=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-25=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-39=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-53=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-67=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-13=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-20=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-34=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-41=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-55=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-62=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-15=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-29=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-43=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-57=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-71=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-17=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-24=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-31=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-38=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-52=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-59=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-66=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-73=0$

$_A(-7,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-19=0$

$_A(-7,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-47=0$

$_A(-7,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-61=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-21=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-28=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-35=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-42=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-49=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-56=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-70=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-77=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-23=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-37=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-51=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-65=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-79=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-25=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-32=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-46=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-53=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-67=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-74=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-17=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-24=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-31=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-38=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-45=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-52=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-59=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-66=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-13=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-27=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-41=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-55=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-69=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-16=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-23=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-37=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-44=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-58=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-65=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-19=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-33=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-47=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-61=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-75=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-22=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-29=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-36=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-43=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-57=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-64=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-71=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-78=0$

$_A(-7,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-25=0$

$_A(-7,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-53=0$

$_A(-7,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-67=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-28=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-35=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-42=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-49=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-56=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-63=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-77=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-84=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-31=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-45=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-59=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-73=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-87=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-34=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-41=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-55=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-62=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-76=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-83=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-18=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-25=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-32=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-39=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-46=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-53=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-60=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-67=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-15=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-29=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-43=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-57=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-71=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-19=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-26=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-40=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-47=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-61=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-68=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-23=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-37=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-51=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-65=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-79=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-27=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-34=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-41=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-48=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-62=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-69=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-76=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-83=0$

$_A(-7,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-31=0$

$_A(-7,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-59=0$

$_A(-7,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-73=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-35=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-42=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-49=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-56=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-63=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-70=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-84=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-91=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-39=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-53=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-67=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-81=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-95=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-43=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-50=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-64=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-71=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-85=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-92=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-19=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-26=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-33=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-40=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-47=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-54=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-61=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-68=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-17=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-31=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-45=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-59=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-73=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-22=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-29=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-43=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-50=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-64=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-71=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-27=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-41=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-55=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-69=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-83=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-32=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-39=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-46=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-53=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-67=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-74=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-81=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-88=0$

$_A(-7,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-37=0$

$_A(-7,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-65=0$

$_A(-7,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-79=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-42=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-49=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-56=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-63=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-70=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-77=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-91=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-98=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-47=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-61=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-75=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-89=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-103=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-52=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-59=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-73=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-80=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-94=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-101=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-20=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-27=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-34=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-41=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-48=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-55=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-62=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-69=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-19=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-33=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-47=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-61=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-75=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-25=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-32=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-46=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-53=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-67=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-74=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-31=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-45=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-59=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-73=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-87=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-37=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-44=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-51=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-58=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-72=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-79=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-86=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-93=0$

$_A(-7,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-43=0$

$_A(-7,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-71=0$

$_A(-7,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-85=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-49=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-56=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-63=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-70=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-77=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-84=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-98=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-105=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-55=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-69=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-83=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-97=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-111=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-61=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-68=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-82=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-89=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-103=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-110=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-21=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-28=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-35=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-42=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-49=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-56=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-63=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-70=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-21=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-35=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-49=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-63=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-77=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-28=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-35=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-49=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-56=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-70=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-77=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-35=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-49=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-63=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-77=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-91=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-42=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-49=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-56=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-63=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-77=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-84=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-91=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-98=0$

$_A(-7,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-49=0$

$_A(-7,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-77=0$

$_A(-7,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-91=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-56=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-63=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-70=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-77=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-84=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-91=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-105=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-112=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-63=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-77=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-91=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-105=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-119=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-70=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-77=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-91=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-98=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-112=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-119=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-22=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-29=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-36=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-43=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-50=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-57=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-64=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-71=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-23=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-37=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-51=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-65=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-79=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-31=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-38=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-52=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-59=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-73=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-80=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-39=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-53=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-67=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-81=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-95=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-47=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-54=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-61=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-68=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-82=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-89=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-96=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-103=0$

$_A(-7,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-55=0$

$_A(-7,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-83=0$

$_A(-7,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-97=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-63=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-70=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-77=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-84=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-91=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-98=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-112=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-119=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-71=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-85=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-99=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-113=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-127=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-79=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-86=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-100=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-107=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-121=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-128=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-23=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-30=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-37=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-44=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-51=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-58=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-65=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-72=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-25=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-39=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-53=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-67=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-81=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-34=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-41=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-55=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-62=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-76=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-83=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-43=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-57=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-71=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-85=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-99=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-52=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-59=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-66=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-73=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-87=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-94=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-101=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-108=0$

$_A(-7,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-61=0$

$_A(-7,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-89=0$

$_A(-7,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-103=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-70=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-77=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-84=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-91=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-98=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-105=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-119=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-126=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-79=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-93=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-107=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-121=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-135=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-88=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-95=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-109=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-116=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-130=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-137=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-1)ɕsȒ̕߂$

$-x+y-9=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-17=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-25=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-33=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-41=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-49=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-57=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-65=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-73=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-10=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-26=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-42=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-58=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-74=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-11=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-19=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-35=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-43=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-59=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-67=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-12=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-28=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-44=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-60=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-76=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-13=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-21=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-29=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-37=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-53=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-61=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-69=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-77=0$

$_A(-8,\,1)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-14=0$

$_A(-8,\,1)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-46=0$

$_A(-8,\,1)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-62=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-15=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-23=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-31=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-39=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-47=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-55=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-71=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-79=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-16=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-32=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-48=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-64=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-80=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-17=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-25=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-41=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-49=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-65=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-73=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-18=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-26=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-34=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-42=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-50=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-58=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-66=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-74=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-12=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-28=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-44=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-60=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-76=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-14=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-22=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-38=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-46=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-62=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-70=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-16=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-32=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-48=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-64=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-80=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-18=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-26=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-34=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-42=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-58=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-66=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-74=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-82=0$

$_A(-8,\,2)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-20=0$

$_A(-8,\,2)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-52=0$

$_A(-8,\,2)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-68=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-22=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-30=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-38=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-46=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-54=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-62=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-78=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-86=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-24=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-40=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-56=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-72=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-88=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-26=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-34=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-50=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-58=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-74=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-82=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-19=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-27=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-35=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-43=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-51=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-59=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-67=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-75=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-14=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-30=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-46=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-62=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-78=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-17=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-25=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-41=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-49=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-65=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-73=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-20=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-36=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-52=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-68=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-84=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-23=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-31=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-39=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-47=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-63=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-71=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-79=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-87=0$

$_A(-8,\,3)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-26=0$

$_A(-8,\,3)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-58=0$

$_A(-8,\,3)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-74=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-29=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-37=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-45=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-53=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-61=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-69=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-85=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-93=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-32=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-48=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-64=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-80=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-96=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-35=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-43=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-59=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-67=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-83=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-91=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-20=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-28=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-36=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-44=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-52=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-60=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-68=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-76=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-16=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-32=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-48=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-64=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-80=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-20=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-28=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-44=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-52=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-68=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-76=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-24=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-40=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-56=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-72=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-88=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-28=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-36=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-44=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-52=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-68=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-76=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-84=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-92=0$

$_A(-8,\,4)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-32=0$

$_A(-8,\,4)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-64=0$

$_A(-8,\,4)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-80=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-36=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-44=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-52=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-60=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-68=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-76=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-92=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-100=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-40=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-56=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-72=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-88=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-104=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-44=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-52=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-68=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-76=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-92=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-100=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-21=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-29=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-37=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-45=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-53=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-61=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-69=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-77=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-18=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-34=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-50=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-66=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-82=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-23=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-31=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-47=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-55=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-71=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-79=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-28=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-44=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-60=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-76=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-92=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-33=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-41=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-49=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-57=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-73=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-81=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-89=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-97=0$

$_A(-8,\,5)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-38=0$

$_A(-8,\,5)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-70=0$

$_A(-8,\,5)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-86=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-43=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-51=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-59=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-67=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-75=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-83=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-99=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-107=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-48=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-64=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-80=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-96=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-112=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-53=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-61=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-77=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-85=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-101=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-109=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-22=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-30=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-38=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-46=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-54=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-62=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-70=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-78=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-20=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-36=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-52=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-68=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-84=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-26=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-34=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-50=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-58=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-74=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-82=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-32=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-48=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-64=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-80=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-96=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-38=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-46=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-54=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-62=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-78=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-86=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-94=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-102=0$

$_A(-8,\,6)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-44=0$

$_A(-8,\,6)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-76=0$

$_A(-8,\,6)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-92=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-50=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-58=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-66=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-74=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-82=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-90=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-106=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-114=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-56=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-72=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-88=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-104=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-120=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-62=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-70=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-86=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-94=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-110=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-118=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-23=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-31=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-39=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-47=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-55=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-63=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-71=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-79=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-22=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-38=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-54=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-70=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-86=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-29=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-37=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-53=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-61=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-77=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-85=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-36=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-52=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-68=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-84=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-100=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-43=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-51=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-59=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-67=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-83=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-91=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-99=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-107=0$

$_A(-8,\,7)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-50=0$

$_A(-8,\,7)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-82=0$

$_A(-8,\,7)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-98=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-57=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-65=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-73=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-81=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-89=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-97=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-113=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-121=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-64=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-80=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-96=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-112=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-128=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-71=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-79=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-95=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-103=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-119=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-127=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-24=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-32=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-40=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-48=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-56=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-64=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-72=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-80=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-24=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-40=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-56=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-72=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-88=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-32=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-40=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-56=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-64=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-80=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-88=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-40=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-56=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-72=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-88=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-104=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-48=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-56=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-64=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-72=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-88=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-96=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-104=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-112=0$

$_A(-8,\,8)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-56=0$

$_A(-8,\,8)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-88=0$

$_A(-8,\,8)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-104=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-64=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-72=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-80=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-88=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-96=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-104=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-120=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-128=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-72=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-88=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-104=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-120=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-136=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-80=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-88=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-104=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-112=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-128=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-136=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-2)ɕsȒ̕߂$

$-2x+y-25=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-3)ɕsȒ̕߂$

$-3x+y-33=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-4)ɕsȒ̕߂$

$-4x+y-41=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-5)ɕsȒ̕߂$

$-5x+y-49=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-6)ɕsȒ̕߂$

$-6x+y-57=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-7)ɕsȒ̕߂$

$-7x+y-65=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-8)ɕsȒ̕߂$

$-8x+y-73=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,-9)ɕsȒ̕߂$

$-9x+y-81=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,-1)ɕsȒ̕߂$

$-x+2y-26=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,-3)ɕsȒ̕߂$

$-3x+2y-42=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,-5)ɕsȒ̕߂$

$-5x+2y-58=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,-7)ɕsȒ̕߂$

$-7x+2y-74=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,-9)ɕsȒ̕߂$

$-9x+2y-90=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,-1)ɕsȒ̕߂$

$-x+3y-35=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,-2)ɕsȒ̕߂$

$-2x+3y-43=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,-4)ɕsȒ̕߂$

$-4x+3y-59=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,-5)ɕsȒ̕߂$

$-5x+3y-67=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,-7)ɕsȒ̕߂$

$-7x+3y-83=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,-8)ɕsȒ̕߂$

$-8x+3y-91=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,-1)ɕsȒ̕߂$

$-x+4y-44=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,-3)ɕsȒ̕߂$

$-3x+4y-60=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,-5)ɕsȒ̕߂$

$-5x+4y-76=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,-7)ɕsȒ̕߂$

$-7x+4y-92=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,-9)ɕsȒ̕߂$

$-9x+4y-108=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-1)ɕsȒ̕߂$

$-x+5y-53=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-2)ɕsȒ̕߂$

$-2x+5y-61=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-3)ɕsȒ̕߂$

$-3x+5y-69=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-4)ɕsȒ̕߂$

$-4x+5y-77=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-6)ɕsȒ̕߂$

$-6x+5y-93=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-7)ɕsȒ̕߂$

$-7x+5y-101=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-8)ɕsȒ̕߂$

$-8x+5y-109=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,-9)ɕsȒ̕߂$

$-9x+5y-117=0$

$_A(-8,\,9)ʂA\beku d=(-6,\,-1)ɕsȒ̕߂$

$-x+6y-62=0$

$_A(-8,\,9)ʂA\beku d=(-6,\,-5)ɕsȒ̕߂$

$-5x+6y-94=0$

$_A(-8,\,9)ʂA\beku d=(-6,\,-7)ɕsȒ̕߂$

$-7x+6y-110=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-1)ɕsȒ̕߂$

$-x+7y-71=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-2)ɕsȒ̕߂$

$-2x+7y-79=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-3)ɕsȒ̕߂$

$-3x+7y-87=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-4)ɕsȒ̕߂$

$-4x+7y-95=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-5)ɕsȒ̕߂$

$-5x+7y-103=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-6)ɕsȒ̕߂$

$-6x+7y-111=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-8)ɕsȒ̕߂$

$-8x+7y-127=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,-9)ɕsȒ̕߂$

$-9x+7y-135=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,-1)ɕsȒ̕߂$

$-x+8y-80=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,-3)ɕsȒ̕߂$

$-3x+8y-96=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,-5)ɕsȒ̕߂$

$-5x+8y-112=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,-7)ɕsȒ̕߂$

$-7x+8y-128=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,-9)ɕsȒ̕߂$

$-9x+8y-144=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,-1)ɕsȒ̕߂$

$-x+9y-89=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,-2)ɕsȒ̕߂$

$-2x+9y-97=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,-4)ɕsȒ̕߂$

$-4x+9y-113=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,-5)ɕsȒ̕߂$

$-5x+9y-121=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,-7)ɕsȒ̕߂$

$-7x+9y-137=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,-8)ɕsȒ̕߂$

$-8x+9y-145=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+2=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+3=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+4=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+5=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+6=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+7=0$

$_A(-1,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+8=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-1=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+1=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+3=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+5=0$

$_A(-1,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+7=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-2=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-1=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+1=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+2=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+4=0$

$_A(-1,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+5=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-3=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-1=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+1=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+3=0$

$_A(-1,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+5=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-4=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-3=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-2=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-1=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+1=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+2=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+3=0$

$_A(-1,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+4=0$

$_A(-1,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-5=0$

$_A(-1,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-1=0$

$_A(-1,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+1=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-6=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-5=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-4=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-3=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-2=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-1=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+1=0$

$_A(-1,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+2=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-7=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-5=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-3=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-1=0$

$_A(-1,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+1=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-8=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-7=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-5=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-4=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-2=0$

$_A(-1,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-1=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+1=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+2=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+3=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+4=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+5=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+6=0$

$_A(-1,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+7=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-3=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-1=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+1=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+3=0$

$_A(-1,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+5=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-5=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-4=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-2=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-1=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+1=0$

$_A(-1,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+2=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-7=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-5=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-3=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-1=0$

$_A(-1,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+1=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-9=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-8=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-7=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-6=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-4=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-3=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-2=0$

$_A(-1,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-1=0$

$_A(-1,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-11=0$

$_A(-1,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-7=0$

$_A(-1,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-5=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-13=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-12=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-11=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-10=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-9=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-8=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-6=0$

$_A(-1,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-5=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-15=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-13=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-11=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-9=0$

$_A(-1,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-7=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-17=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-16=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-14=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-13=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-11=0$

$_A(-1,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-10=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+1=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+2=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+3=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+4=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+5=0$

$_A(-1,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+6=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-5=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-3=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-1=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+1=0$

$_A(-1,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+3=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-8=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-7=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-5=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-4=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-2=0$

$_A(-1,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-1=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-11=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-9=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-7=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-5=0$

$_A(-1,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-3=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-14=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-13=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-12=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-11=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-9=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-8=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-7=0$

$_A(-1,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-6=0$

$_A(-1,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-17=0$

$_A(-1,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-13=0$

$_A(-1,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-11=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-20=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-19=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-18=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-17=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-16=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-15=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-13=0$

$_A(-1,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-12=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-23=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-21=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-19=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-17=0$

$_A(-1,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-15=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-26=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-25=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-23=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-22=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-20=0$

$_A(-1,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-19=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-2=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-1=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+1=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+2=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+3=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+4=0$

$_A(-1,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+5=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-7=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-5=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-3=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-1=0$

$_A(-1,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+1=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-11=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-10=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-8=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-7=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-5=0$

$_A(-1,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-4=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-15=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-13=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-11=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-9=0$

$_A(-1,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-7=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-19=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-18=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-17=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-16=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-14=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-13=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-12=0$

$_A(-1,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-11=0$

$_A(-1,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-23=0$

$_A(-1,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-19=0$

$_A(-1,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-17=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-27=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-26=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-25=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-24=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-23=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-22=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-20=0$

$_A(-1,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-19=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-31=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-29=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-27=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-25=0$

$_A(-1,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-23=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-35=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-34=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-32=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-31=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-29=0$

$_A(-1,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-28=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-2=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-1=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+1=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+2=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+3=0$

$_A(-1,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+4=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-7=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-5=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-3=0$

$_A(-1,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-1=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-14=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-13=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-11=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-10=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-8=0$

$_A(-1,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-7=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-19=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-17=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-15=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-13=0$

$_A(-1,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-11=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-24=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-23=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-22=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-21=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-19=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-18=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-17=0$

$_A(-1,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-16=0$

$_A(-1,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-29=0$

$_A(-1,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-25=0$

$_A(-1,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-23=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-34=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-33=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-32=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-31=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-30=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-29=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-27=0$

$_A(-1,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-26=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-39=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-37=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-35=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-33=0$

$_A(-1,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-31=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-44=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-43=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-41=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-40=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-38=0$

$_A(-1,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-37=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-4=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-3=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-2=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-1=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+1=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+2=0$

$_A(-1,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+3=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-9=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-7=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-5=0$

$_A(-1,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-3=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-17=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-16=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-14=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-13=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-11=0$

$_A(-1,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-10=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-23=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-21=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-19=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-17=0$

$_A(-1,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-15=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-29=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-28=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-27=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-26=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-24=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-23=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-22=0$

$_A(-1,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-21=0$

$_A(-1,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-35=0$

$_A(-1,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-31=0$

$_A(-1,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-29=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-41=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-40=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-39=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-38=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-37=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-36=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-34=0$

$_A(-1,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-33=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-47=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-45=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-43=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-41=0$

$_A(-1,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-39=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-53=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-52=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-50=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-49=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-47=0$

$_A(-1,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-46=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-4=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-3=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-2=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-1=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+1=0$

$_A(-1,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+2=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-13=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-11=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-9=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-7=0$

$_A(-1,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-5=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-20=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-19=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-17=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-16=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-14=0$

$_A(-1,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-13=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-27=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-25=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-23=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-21=0$

$_A(-1,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-19=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-34=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-33=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-32=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-31=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-29=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-28=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-27=0$

$_A(-1,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-26=0$

$_A(-1,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-41=0$

$_A(-1,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-37=0$

$_A(-1,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-35=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-48=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-47=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-46=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-45=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-44=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-43=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-41=0$

$_A(-1,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-40=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-55=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-53=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-51=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-49=0$

$_A(-1,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-47=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-62=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-61=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-59=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-58=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-56=0$

$_A(-1,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-55=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-6=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-5=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-4=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-3=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-2=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-1=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y=0$

$_A(-1,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+1=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-15=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-13=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-11=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-9=0$

$_A(-1,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-7=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-23=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-22=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-20=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-19=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-17=0$

$_A(-1,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-16=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-31=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-29=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-27=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-25=0$

$_A(-1,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-23=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-39=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-38=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-37=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-36=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-34=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-33=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-32=0$

$_A(-1,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-31=0$

$_A(-1,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-47=0$

$_A(-1,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-43=0$

$_A(-1,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-41=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-55=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-54=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-53=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-52=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-51=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-50=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-48=0$

$_A(-1,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-47=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-63=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-61=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-59=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-57=0$

$_A(-1,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-55=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-71=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-70=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-68=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-67=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-65=0$

$_A(-1,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-64=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-7=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-6=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-5=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y-4=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y-3=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y-2=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y-1=0$

$_A(-1,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-17=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-15=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-13=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-11=0$

$_A(-1,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y-9=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-26=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-25=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-23=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-22=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-20=0$

$_A(-1,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-19=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-35=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-33=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-31=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-29=0$

$_A(-1,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-27=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-44=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-43=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-42=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-41=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-39=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-38=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-37=0$

$_A(-1,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-36=0$

$_A(-1,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-53=0$

$_A(-1,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-49=0$

$_A(-1,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-47=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-62=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-61=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-60=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-59=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-58=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-57=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-55=0$

$_A(-1,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-54=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-71=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-69=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-67=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-65=0$

$_A(-1,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-63=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-80=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-79=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-77=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-76=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-74=0$

$_A(-1,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-73=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+1=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+5=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+7=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+9=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+11=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+13=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+15=0$

$_A(-2,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+17=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+4=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+8=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+12=0$

$_A(-2,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+16=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-1=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+1=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+5=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+7=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+11=0$

$_A(-2,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+13=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-2=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+2=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+6=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+10=0$

$_A(-2,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+14=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-3=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-1=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+1=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+3=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+7=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+9=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+11=0$

$_A(-2,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+13=0$

$_A(-2,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-4=0$

$_A(-2,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+4=0$

$_A(-2,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+8=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-5=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-3=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-1=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+1=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+3=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+5=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+9=0$

$_A(-2,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+11=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-6=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-2=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+2=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+6=0$

$_A(-2,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+10=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-7=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-5=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-1=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+1=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+5=0$

$_A(-2,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+7=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+2=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+4=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+6=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+8=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+10=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+12=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+14=0$

$_A(-2,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+16=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-2=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+2=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+6=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+10=0$

$_A(-2,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+14=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-4=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-2=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+2=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+4=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+8=0$

$_A(-2,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+10=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-6=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-2=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+2=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+6=0$

$_A(-2,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+10=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-8=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-6=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-4=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-2=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+2=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+4=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+6=0$

$_A(-2,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+8=0$

$_A(-2,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-10=0$

$_A(-2,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-2=0$

$_A(-2,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+2=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-12=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-10=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-8=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-6=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-4=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-2=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+2=0$

$_A(-2,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+4=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-14=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-10=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-6=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-2=0$

$_A(-2,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+2=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-16=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-14=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-10=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-8=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-4=0$

$_A(-2,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-2=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+3=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+5=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+7=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+9=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+11=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+13=0$

$_A(-2,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+15=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-4=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+4=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+8=0$

$_A(-2,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+12=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-7=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-5=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-1=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+1=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+5=0$

$_A(-2,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+7=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-10=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-6=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-2=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+2=0$

$_A(-2,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+6=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-13=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-11=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-9=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-7=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-3=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-1=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+1=0$

$_A(-2,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+3=0$

$_A(-2,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-16=0$

$_A(-2,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-8=0$

$_A(-2,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-4=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-19=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-17=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-15=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-13=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-11=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-9=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-5=0$

$_A(-2,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-3=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-22=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-18=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-14=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-10=0$

$_A(-2,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-6=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-25=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-23=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-19=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-17=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-13=0$

$_A(-2,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-11=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+2=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+4=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+6=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+8=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+10=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+12=0$

$_A(-2,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+14=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-6=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-2=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+2=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+6=0$

$_A(-2,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+10=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-10=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-8=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-4=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-2=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+2=0$

$_A(-2,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+4=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-14=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-10=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-6=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-2=0$

$_A(-2,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+2=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-18=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-16=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-14=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-12=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-8=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-6=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-4=0$

$_A(-2,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-2=0$

$_A(-2,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-22=0$

$_A(-2,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-14=0$

$_A(-2,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-10=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-26=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-24=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-22=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-20=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-18=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-16=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-12=0$

$_A(-2,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-10=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-30=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-26=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-22=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-18=0$

$_A(-2,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-14=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-34=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-32=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-28=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-26=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-22=0$

$_A(-2,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-20=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+1=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+3=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+5=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+7=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+9=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+11=0$

$_A(-2,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+13=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-8=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-4=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+4=0$

$_A(-2,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+8=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-13=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-11=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-7=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-5=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-1=0$

$_A(-2,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+1=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-18=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-14=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-10=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-6=0$

$_A(-2,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-2=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-23=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-21=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-19=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-17=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-13=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-11=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-9=0$

$_A(-2,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-7=0$

$_A(-2,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-28=0$

$_A(-2,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-20=0$

$_A(-2,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-16=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-33=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-31=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-29=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-27=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-25=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-23=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-19=0$

$_A(-2,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-17=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-38=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-34=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-30=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-26=0$

$_A(-2,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-22=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-43=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-41=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-37=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-35=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-31=0$

$_A(-2,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-29=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-2=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+2=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+4=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+6=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+8=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+10=0$

$_A(-2,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+12=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-6=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-2=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+2=0$

$_A(-2,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+6=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-16=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-14=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-10=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-8=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-4=0$

$_A(-2,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-2=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-22=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-18=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-14=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-10=0$

$_A(-2,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-6=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-28=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-26=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-24=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-22=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-18=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-16=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-14=0$

$_A(-2,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-12=0$

$_A(-2,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-34=0$

$_A(-2,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-26=0$

$_A(-2,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-22=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-40=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-38=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-36=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-34=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-32=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-30=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-26=0$

$_A(-2,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-24=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-46=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-42=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-38=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-34=0$

$_A(-2,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-30=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-52=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-50=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-46=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-44=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-40=0$

$_A(-2,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-38=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-1=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+1=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+3=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+5=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+7=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+9=0$

$_A(-2,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+11=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-12=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-8=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-4=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y=0$

$_A(-2,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+4=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-19=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-17=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-13=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-11=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-7=0$

$_A(-2,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-5=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-26=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-22=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-18=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-14=0$

$_A(-2,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-10=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-33=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-31=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-29=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-27=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-23=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-21=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-19=0$

$_A(-2,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-17=0$

$_A(-2,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-40=0$

$_A(-2,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-32=0$

$_A(-2,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-28=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-47=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-45=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-43=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-41=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-39=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-37=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-33=0$

$_A(-2,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-31=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-54=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-50=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-46=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-42=0$

$_A(-2,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-38=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-61=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-59=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-55=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-53=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-49=0$

$_A(-2,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-47=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-4=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-2=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+2=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+4=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+6=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+8=0$

$_A(-2,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+10=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-14=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-10=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-6=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-2=0$

$_A(-2,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+2=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-22=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-20=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-16=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-14=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-10=0$

$_A(-2,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-8=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-30=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-26=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-22=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-18=0$

$_A(-2,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-14=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-38=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-36=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-34=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-32=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-28=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-26=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-24=0$

$_A(-2,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-22=0$

$_A(-2,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-46=0$

$_A(-2,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-38=0$

$_A(-2,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-34=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-54=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-52=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-50=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-48=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-46=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-44=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-40=0$

$_A(-2,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-38=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-62=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-58=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-54=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-50=0$

$_A(-2,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-46=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-70=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-68=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-64=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-62=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-58=0$

$_A(-2,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-56=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-5=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y-3=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y-1=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+1=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+3=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+5=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+7=0$

$_A(-2,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+9=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-16=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-12=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-8=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y-4=0$

$_A(-2,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-25=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-23=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-19=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-17=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-13=0$

$_A(-2,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-11=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-34=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-30=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-26=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-22=0$

$_A(-2,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-18=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-43=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-41=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-39=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-37=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-33=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-31=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-29=0$

$_A(-2,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-27=0$

$_A(-2,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-52=0$

$_A(-2,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-44=0$

$_A(-2,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-40=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-61=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-59=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-57=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-55=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-53=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-51=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-47=0$

$_A(-2,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-45=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-70=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-66=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-62=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-58=0$

$_A(-2,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-54=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-79=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-77=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-73=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-71=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-67=0$

$_A(-2,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-65=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+2=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+8=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+11=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+14=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+17=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+20=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+23=0$

$_A(-3,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+26=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+1=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+7=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+13=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+19=0$

$_A(-3,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+25=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+3=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+9=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+12=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+18=0$

$_A(-3,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+21=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-1=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+5=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+11=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+17=0$

$_A(-3,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+23=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-2=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+1=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+4=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+7=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+13=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+16=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+19=0$

$_A(-3,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+22=0$

$_A(-3,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-3=0$

$_A(-3,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+9=0$

$_A(-3,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+15=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-4=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-1=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+2=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+5=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+8=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+11=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+17=0$

$_A(-3,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+20=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-5=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+1=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+7=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+13=0$

$_A(-3,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+19=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-6=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-3=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+3=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+6=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+12=0$

$_A(-3,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+15=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+4=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+7=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+10=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+13=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+16=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+19=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+22=0$

$_A(-3,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+25=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-1=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+5=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+11=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+17=0$

$_A(-3,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+23=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-3=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+6=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+9=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+15=0$

$_A(-3,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+18=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-5=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+1=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+7=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+13=0$

$_A(-3,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+19=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-7=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-4=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-1=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+2=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+8=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+11=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+14=0$

$_A(-3,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+17=0$

$_A(-3,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-9=0$

$_A(-3,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+3=0$

$_A(-3,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+9=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-11=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-8=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-5=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-2=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+1=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+4=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+10=0$

$_A(-3,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+13=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-13=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-7=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-1=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+5=0$

$_A(-3,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+11=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-15=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-12=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-6=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-3=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+3=0$

$_A(-3,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+6=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+6=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+9=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+12=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+15=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+18=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+21=0$

$_A(-3,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+24=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-3=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+3=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+9=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+15=0$

$_A(-3,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+21=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-6=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-3=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+3=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+6=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+12=0$

$_A(-3,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+15=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-9=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-3=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+3=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+9=0$

$_A(-3,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+15=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-12=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-9=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-6=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-3=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+3=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+6=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+9=0$

$_A(-3,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+12=0$

$_A(-3,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-15=0$

$_A(-3,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-3=0$

$_A(-3,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+3=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-18=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-15=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-12=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-9=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-6=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-3=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+3=0$

$_A(-3,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+6=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-21=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-15=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-9=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-3=0$

$_A(-3,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+3=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-24=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-21=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-15=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-12=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-6=0$

$_A(-3,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-3=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+2=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+5=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+8=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+11=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+14=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+17=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+20=0$

$_A(-3,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+23=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-5=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+1=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+7=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+13=0$

$_A(-3,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+19=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-9=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-6=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+3=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+9=0$

$_A(-3,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+12=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-13=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-7=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-1=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+5=0$

$_A(-3,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+11=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-17=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-14=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-11=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-8=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-2=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+1=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+4=0$

$_A(-3,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+7=0$

$_A(-3,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-21=0$

$_A(-3,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-9=0$

$_A(-3,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-3=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-25=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-22=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-19=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-16=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-13=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-10=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-4=0$

$_A(-3,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-1=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-29=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-23=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-17=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-11=0$

$_A(-3,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-5=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-33=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-30=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-24=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-21=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-15=0$

$_A(-3,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-12=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+4=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+7=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+10=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+13=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+16=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+19=0$

$_A(-3,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+22=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-7=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-1=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+5=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+11=0$

$_A(-3,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+17=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-12=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-9=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-3=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+6=0$

$_A(-3,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+9=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-17=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-11=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-5=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+1=0$

$_A(-3,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+7=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-22=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-19=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-16=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-13=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-7=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-4=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-1=0$

$_A(-3,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+2=0$

$_A(-3,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-27=0$

$_A(-3,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-15=0$

$_A(-3,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-9=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-32=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-29=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-26=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-23=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-20=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-17=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-11=0$

$_A(-3,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-8=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-37=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-31=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-25=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-19=0$

$_A(-3,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-13=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-42=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-39=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-33=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-30=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-24=0$

$_A(-3,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-21=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+3=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+6=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+9=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+12=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+15=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+18=0$

$_A(-3,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+21=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-3=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+3=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+9=0$

$_A(-3,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+15=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-15=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-12=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-6=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-3=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+3=0$

$_A(-3,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+6=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-21=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-15=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-9=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-3=0$

$_A(-3,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+3=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-27=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-24=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-21=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-18=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-12=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-9=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-6=0$

$_A(-3,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-3=0$

$_A(-3,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-33=0$

$_A(-3,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-21=0$

$_A(-3,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-15=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-39=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-36=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-33=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-30=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-27=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-24=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-18=0$

$_A(-3,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-15=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-45=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-39=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-33=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-27=0$

$_A(-3,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-21=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-51=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-48=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-42=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-39=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-33=0$

$_A(-3,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-30=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+2=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+5=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+8=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+11=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+14=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+17=0$

$_A(-3,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+20=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-5=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+1=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+7=0$

$_A(-3,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+13=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-18=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-15=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-9=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-6=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y=0$

$_A(-3,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+3=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-25=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-19=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-13=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-7=0$

$_A(-3,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-1=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-32=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-29=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-26=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-23=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-17=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-14=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-11=0$

$_A(-3,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-8=0$

$_A(-3,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-39=0$

$_A(-3,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-27=0$

$_A(-3,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-21=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-46=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-43=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-40=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-37=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-34=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-31=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-25=0$

$_A(-3,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-22=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-53=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-47=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-41=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-35=0$

$_A(-3,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-29=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-60=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-57=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-51=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-48=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-42=0$

$_A(-3,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-39=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-2=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+1=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+4=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+7=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+10=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+13=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+16=0$

$_A(-3,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+19=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-13=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-7=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-1=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+5=0$

$_A(-3,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+11=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-21=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-18=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-12=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-9=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-3=0$

$_A(-3,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-29=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-23=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-17=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-11=0$

$_A(-3,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-5=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-37=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-34=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-31=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-28=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-22=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-19=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-16=0$

$_A(-3,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-13=0$

$_A(-3,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-45=0$

$_A(-3,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-33=0$

$_A(-3,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-27=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-53=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-50=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-47=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-44=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-41=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-38=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-32=0$

$_A(-3,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-29=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-61=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-55=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-49=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-43=0$

$_A(-3,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-37=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-69=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-66=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-60=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-57=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-51=0$

$_A(-3,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-48=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-3=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+3=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+6=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+9=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+12=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+15=0$

$_A(-3,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+18=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-15=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-9=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y-3=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+3=0$

$_A(-3,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+9=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-24=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-21=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-15=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-12=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y-6=0$

$_A(-3,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y-3=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-33=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-27=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-21=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-15=0$

$_A(-3,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y-9=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-42=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-39=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-36=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-33=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-27=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-24=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-21=0$

$_A(-3,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-18=0$

$_A(-3,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-51=0$

$_A(-3,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-39=0$

$_A(-3,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-33=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-60=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-57=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-54=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-51=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-48=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-45=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-39=0$

$_A(-3,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-36=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-69=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-63=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-57=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-51=0$

$_A(-3,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-45=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-78=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-75=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-69=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-66=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-60=0$

$_A(-3,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-57=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+3=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+11=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+15=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+19=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+23=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+27=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+31=0$

$_A(-4,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+35=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+2=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+10=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+18=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+26=0$

$_A(-4,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+34=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+1=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+5=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+13=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+17=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+25=0$

$_A(-4,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+29=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+8=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+16=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+24=0$

$_A(-4,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+32=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-1=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+3=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+7=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+11=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+19=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+23=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+27=0$

$_A(-4,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+31=0$

$_A(-4,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-2=0$

$_A(-4,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+14=0$

$_A(-4,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+22=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-3=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+1=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+5=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+9=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+13=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+17=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+25=0$

$_A(-4,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+29=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-4=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+4=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+12=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+20=0$

$_A(-4,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+28=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-5=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-1=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+7=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+11=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+19=0$

$_A(-4,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+23=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+6=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+10=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+14=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+18=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+22=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+26=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+30=0$

$_A(-4,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+34=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+8=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+16=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+24=0$

$_A(-4,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+32=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-2=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+2=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+10=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+14=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+22=0$

$_A(-4,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+26=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-4=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+4=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+12=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+20=0$

$_A(-4,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+28=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-6=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-2=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+2=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+6=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+14=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+18=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+22=0$

$_A(-4,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+26=0$

$_A(-4,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-8=0$

$_A(-4,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+8=0$

$_A(-4,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+16=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-10=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-6=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-2=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+2=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+6=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+10=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+18=0$

$_A(-4,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+22=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-12=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-4=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+4=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+12=0$

$_A(-4,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+20=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-14=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-10=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-2=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+2=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+10=0$

$_A(-4,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+14=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+9=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+13=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+17=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+21=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+25=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+29=0$

$_A(-4,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+33=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-2=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+6=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+14=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+22=0$

$_A(-4,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+30=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-5=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-1=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+7=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+11=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+19=0$

$_A(-4,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+23=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-8=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+8=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+16=0$

$_A(-4,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+24=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-11=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-7=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-3=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+1=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+9=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+13=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+17=0$

$_A(-4,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+21=0$

$_A(-4,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-14=0$

$_A(-4,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+2=0$

$_A(-4,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+10=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-17=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-13=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-9=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-5=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-1=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+3=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+11=0$

$_A(-4,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+15=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-20=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-12=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-4=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+4=0$

$_A(-4,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+12=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-23=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-19=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-11=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-7=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+1=0$

$_A(-4,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+5=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+4=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+8=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+12=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+16=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+20=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+24=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+28=0$

$_A(-4,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+32=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-4=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+4=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+12=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+20=0$

$_A(-4,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+28=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-8=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-4=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+4=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+8=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+16=0$

$_A(-4,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+20=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-12=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-4=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+4=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+12=0$

$_A(-4,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+20=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-16=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-12=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-8=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-4=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+4=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+8=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+12=0$

$_A(-4,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+16=0$

$_A(-4,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-20=0$

$_A(-4,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-4=0$

$_A(-4,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+4=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-24=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-20=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-16=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-12=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-8=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-4=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+4=0$

$_A(-4,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+8=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-28=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-20=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-12=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-4=0$

$_A(-4,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+4=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-32=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-28=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-20=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-16=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-8=0$

$_A(-4,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-4=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+7=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+11=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+15=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+19=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+23=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+27=0$

$_A(-4,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+31=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-6=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+2=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+10=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+18=0$

$_A(-4,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+26=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-11=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-7=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+1=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+5=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+13=0$

$_A(-4,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+17=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-16=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-8=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+8=0$

$_A(-4,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+16=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-21=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-17=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-13=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-9=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-1=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+3=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+7=0$

$_A(-4,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+11=0$

$_A(-4,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-26=0$

$_A(-4,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-10=0$

$_A(-4,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-2=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-31=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-27=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-23=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-19=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-15=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-11=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-3=0$

$_A(-4,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+1=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-36=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-28=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-20=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-12=0$

$_A(-4,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-4=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-41=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-37=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-29=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-25=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-17=0$

$_A(-4,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-13=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+2=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+6=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+10=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+14=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+18=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+22=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+26=0$

$_A(-4,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+30=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-8=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+8=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+16=0$

$_A(-4,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+24=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-14=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-10=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-2=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+2=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+10=0$

$_A(-4,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+14=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-20=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-12=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-4=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+4=0$

$_A(-4,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+12=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-26=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-22=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-18=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-14=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-6=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-2=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+2=0$

$_A(-4,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+6=0$

$_A(-4,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-32=0$

$_A(-4,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-16=0$

$_A(-4,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-8=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-38=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-34=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-30=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-26=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-22=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-18=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-10=0$

$_A(-4,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-6=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-44=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-36=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-28=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-20=0$

$_A(-4,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-12=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-50=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-46=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-38=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-34=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-26=0$

$_A(-4,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-22=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+5=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+9=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+13=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+17=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+21=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+25=0$

$_A(-4,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+29=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-2=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+6=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+14=0$

$_A(-4,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+22=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-17=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-13=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-5=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-1=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+7=0$

$_A(-4,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+11=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-24=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-16=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-8=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y=0$

$_A(-4,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+8=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-31=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-27=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-23=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-19=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-11=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-7=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-3=0$

$_A(-4,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+1=0$

$_A(-4,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-38=0$

$_A(-4,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-22=0$

$_A(-4,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-14=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-45=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-41=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-37=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-33=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-29=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-25=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-17=0$

$_A(-4,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-13=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-52=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-44=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-36=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-28=0$

$_A(-4,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-20=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-59=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-55=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-47=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-43=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-35=0$

$_A(-4,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-31=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+4=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+8=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+12=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+16=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+20=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+24=0$

$_A(-4,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+28=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-12=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-4=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+4=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+12=0$

$_A(-4,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+20=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-20=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-16=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-8=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-4=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+4=0$

$_A(-4,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+8=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-28=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-20=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-12=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-4=0$

$_A(-4,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+4=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-36=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-32=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-28=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-24=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-16=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-12=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-8=0$

$_A(-4,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-4=0$

$_A(-4,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-44=0$

$_A(-4,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-28=0$

$_A(-4,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-20=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-52=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-48=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-44=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-40=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-36=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-32=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-24=0$

$_A(-4,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-20=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-60=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-52=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-44=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-36=0$

$_A(-4,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-28=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-68=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-64=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-56=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-52=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-44=0$

$_A(-4,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-40=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y-1=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+3=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+7=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+11=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+15=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+19=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+23=0$

$_A(-4,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+27=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-14=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-6=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+2=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+10=0$

$_A(-4,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+18=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-23=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-19=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-11=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-7=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+1=0$

$_A(-4,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+5=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-32=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-24=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-16=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-8=0$

$_A(-4,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-41=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-37=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-33=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-29=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-21=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-17=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-13=0$

$_A(-4,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y-9=0$

$_A(-4,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-50=0$

$_A(-4,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-34=0$

$_A(-4,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-26=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-59=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-55=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-51=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-47=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-43=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-39=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-31=0$

$_A(-4,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-27=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-68=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-60=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-52=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-44=0$

$_A(-4,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-36=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-77=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-73=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-65=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-61=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-53=0$

$_A(-4,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-49=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+4=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+14=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+19=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+24=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+29=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+34=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+39=0$

$_A(-5,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+44=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+3=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+13=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+23=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+33=0$

$_A(-5,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+43=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+2=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+7=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+17=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+22=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+32=0$

$_A(-5,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+37=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+1=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+11=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+21=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+31=0$

$_A(-5,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+41=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+5=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+10=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+15=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+25=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+30=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+35=0$

$_A(-5,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+40=0$

$_A(-5,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-1=0$

$_A(-5,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+19=0$

$_A(-5,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+29=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-2=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+3=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+8=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+13=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+18=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+23=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+33=0$

$_A(-5,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+38=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-3=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+7=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+17=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+27=0$

$_A(-5,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+37=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-4=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+1=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+11=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+16=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+26=0$

$_A(-5,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+31=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+8=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+13=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+18=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+23=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+28=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+33=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+38=0$

$_A(-5,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+43=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+1=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+11=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+21=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+31=0$

$_A(-5,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+41=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-1=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+4=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+14=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+19=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+29=0$

$_A(-5,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+34=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-3=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+7=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+17=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+27=0$

$_A(-5,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+37=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-5=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+5=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+10=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+20=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+25=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+30=0$

$_A(-5,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+35=0$

$_A(-5,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-7=0$

$_A(-5,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+13=0$

$_A(-5,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+23=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-9=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-4=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+1=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+6=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+11=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+16=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+26=0$

$_A(-5,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+31=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-11=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-1=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+9=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+19=0$

$_A(-5,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+29=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-13=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-8=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+2=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+7=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+17=0$

$_A(-5,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+22=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+12=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+17=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+22=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+27=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+32=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+37=0$

$_A(-5,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+42=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-1=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+9=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+19=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+29=0$

$_A(-5,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+39=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-4=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+1=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+11=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+16=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+26=0$

$_A(-5,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+31=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-7=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+3=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+13=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+23=0$

$_A(-5,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+33=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-10=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-5=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+5=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+15=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+20=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+25=0$

$_A(-5,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+30=0$

$_A(-5,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-13=0$

$_A(-5,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+7=0$

$_A(-5,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+17=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-16=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-11=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-6=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-1=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+4=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+9=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+19=0$

$_A(-5,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+24=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-19=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-9=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+1=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+11=0$

$_A(-5,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+21=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-22=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-17=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-7=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-2=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+8=0$

$_A(-5,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+13=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+6=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+11=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+16=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+21=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+26=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+31=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+36=0$

$_A(-5,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+41=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-3=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+7=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+17=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+27=0$

$_A(-5,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+37=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-7=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-2=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+8=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+13=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+23=0$

$_A(-5,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+28=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-11=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-1=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+9=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+19=0$

$_A(-5,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+29=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-15=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-10=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-5=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+10=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+15=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+20=0$

$_A(-5,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+25=0$

$_A(-5,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-19=0$

$_A(-5,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+1=0$

$_A(-5,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+11=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-23=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-18=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-13=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-8=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-3=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+2=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+12=0$

$_A(-5,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+17=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-27=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-17=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-7=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+3=0$

$_A(-5,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+13=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-31=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-26=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-16=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-11=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-1=0$

$_A(-5,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+4=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+10=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+15=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+20=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+25=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+30=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+35=0$

$_A(-5,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+40=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-5=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+5=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+15=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+25=0$

$_A(-5,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+35=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-10=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-5=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+5=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+10=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+20=0$

$_A(-5,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+25=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-15=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-5=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+5=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+15=0$

$_A(-5,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+25=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-20=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-15=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-10=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-5=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+5=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+10=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+15=0$

$_A(-5,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+20=0$

$_A(-5,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-25=0$

$_A(-5,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-5=0$

$_A(-5,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+5=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-30=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-25=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-20=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-15=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-10=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-5=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+5=0$

$_A(-5,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+10=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-35=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-25=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-15=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-5=0$

$_A(-5,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+5=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-40=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-35=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-25=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-20=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-10=0$

$_A(-5,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-5=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+4=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+9=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+14=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+19=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+24=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+29=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+34=0$

$_A(-5,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+39=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-7=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+3=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+13=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+23=0$

$_A(-5,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+33=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-13=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-8=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+2=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+7=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+17=0$

$_A(-5,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+22=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-19=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-9=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+1=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+11=0$

$_A(-5,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+21=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-25=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-20=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-15=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-10=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+5=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+10=0$

$_A(-5,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+15=0$

$_A(-5,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-31=0$

$_A(-5,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-11=0$

$_A(-5,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-1=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-37=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-32=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-27=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-22=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-17=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-12=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-2=0$

$_A(-5,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+3=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-43=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-33=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-23=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-13=0$

$_A(-5,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-3=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-49=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-44=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-34=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-29=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-19=0$

$_A(-5,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-14=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+8=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+13=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+18=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+23=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+28=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+33=0$

$_A(-5,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+38=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+1=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+11=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+21=0$

$_A(-5,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+31=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-16=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-11=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-1=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+4=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+14=0$

$_A(-5,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+19=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-23=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-13=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-3=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+7=0$

$_A(-5,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+17=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-30=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-25=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-20=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-15=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-5=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+5=0$

$_A(-5,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+10=0$

$_A(-5,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-37=0$

$_A(-5,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-17=0$

$_A(-5,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-7=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-44=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-39=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-34=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-29=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-24=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-19=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-9=0$

$_A(-5,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-4=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-51=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-41=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-31=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-21=0$

$_A(-5,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-11=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-58=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-53=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-43=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-38=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-28=0$

$_A(-5,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-23=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+2=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+7=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+12=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+17=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+22=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+27=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+32=0$

$_A(-5,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+37=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-1=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+9=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+19=0$

$_A(-5,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+29=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-19=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-14=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-4=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+1=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+11=0$

$_A(-5,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+16=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-27=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-17=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-7=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+3=0$

$_A(-5,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+13=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-35=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-30=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-25=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-20=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-10=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-5=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y=0$

$_A(-5,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+5=0$

$_A(-5,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-43=0$

$_A(-5,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-23=0$

$_A(-5,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-13=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-51=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-46=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-41=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-36=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-31=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-26=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-16=0$

$_A(-5,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-11=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-59=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-49=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-39=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-29=0$

$_A(-5,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-19=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-67=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-62=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-52=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-47=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-37=0$

$_A(-5,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-32=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+1=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+6=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+11=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+16=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+21=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+26=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+31=0$

$_A(-5,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+36=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-13=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y-3=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+7=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+17=0$

$_A(-5,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+27=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-22=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-17=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-7=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y-2=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+8=0$

$_A(-5,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+13=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-31=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-21=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-11=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y-1=0$

$_A(-5,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+9=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-40=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-35=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-30=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-25=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-15=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-10=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y-5=0$

$_A(-5,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y=0$

$_A(-5,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-49=0$

$_A(-5,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-29=0$

$_A(-5,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-19=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-58=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-53=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-48=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-43=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-38=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-33=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-23=0$

$_A(-5,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-18=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-67=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-57=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-47=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-37=0$

$_A(-5,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-27=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-76=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-71=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-61=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-56=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-46=0$

$_A(-5,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-41=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+5=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+17=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+23=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+29=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+35=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+41=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+47=0$

$_A(-6,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+53=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+4=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+16=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+28=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+40=0$

$_A(-6,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+52=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+3=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+9=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+21=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+27=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+39=0$

$_A(-6,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+45=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+2=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+14=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+26=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+38=0$

$_A(-6,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+50=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+1=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+7=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+13=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+19=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+31=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+37=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+43=0$

$_A(-6,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+49=0$

$_A(-6,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y=0$

$_A(-6,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+24=0$

$_A(-6,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+36=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-1=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+5=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+11=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+17=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+23=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+29=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+41=0$

$_A(-6,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+47=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-2=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+10=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+22=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+34=0$

$_A(-6,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+46=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-3=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+3=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+15=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+21=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+33=0$

$_A(-6,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+39=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+10=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+16=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+22=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+28=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+34=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+40=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+46=0$

$_A(-6,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+52=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+2=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+14=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+26=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+38=0$

$_A(-6,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+50=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+6=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+18=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+24=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+36=0$

$_A(-6,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+42=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-2=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+10=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+22=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+34=0$

$_A(-6,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+46=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-4=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+2=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+8=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+14=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+26=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+32=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+38=0$

$_A(-6,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+44=0$

$_A(-6,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-6=0$

$_A(-6,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+18=0$

$_A(-6,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+30=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-8=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-2=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+4=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+10=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+16=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+22=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+34=0$

$_A(-6,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+40=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-10=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+2=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+14=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+26=0$

$_A(-6,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+38=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-12=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-6=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+6=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+12=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+24=0$

$_A(-6,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+30=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+15=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+21=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+27=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+33=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+39=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+45=0$

$_A(-6,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+51=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+12=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+24=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+36=0$

$_A(-6,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+48=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-3=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+3=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+15=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+21=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+33=0$

$_A(-6,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+39=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-6=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+6=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+18=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+30=0$

$_A(-6,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+42=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-9=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-3=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+3=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+9=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+21=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+27=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+33=0$

$_A(-6,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+39=0$

$_A(-6,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-12=0$

$_A(-6,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+12=0$

$_A(-6,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+24=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-15=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-9=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-3=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+3=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+9=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+15=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+27=0$

$_A(-6,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+33=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-18=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-6=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+6=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+18=0$

$_A(-6,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+30=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-21=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-15=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-3=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+3=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+15=0$

$_A(-6,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+21=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+8=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+14=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+20=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+26=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+32=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+38=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+44=0$

$_A(-6,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+50=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-2=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+10=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+22=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+34=0$

$_A(-6,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+46=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-6=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+12=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+18=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+30=0$

$_A(-6,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+36=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-10=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+2=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+14=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+26=0$

$_A(-6,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+38=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-14=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-8=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-2=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+4=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+16=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+22=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+28=0$

$_A(-6,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+34=0$

$_A(-6,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-18=0$

$_A(-6,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+6=0$

$_A(-6,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+18=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-22=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-16=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-10=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-4=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+2=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+8=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+20=0$

$_A(-6,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+26=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-26=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-14=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-2=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+10=0$

$_A(-6,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+22=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-30=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-24=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-12=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-6=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+6=0$

$_A(-6,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+12=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+13=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+19=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+25=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+31=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+37=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+43=0$

$_A(-6,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+49=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-4=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+8=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+20=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+32=0$

$_A(-6,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+44=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-9=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-3=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+9=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+15=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+27=0$

$_A(-6,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+33=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-14=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-2=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+10=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+22=0$

$_A(-6,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+34=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-19=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-13=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-7=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-1=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+11=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+17=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+23=0$

$_A(-6,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+29=0$

$_A(-6,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-24=0$

$_A(-6,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y=0$

$_A(-6,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+12=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-29=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-23=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-17=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-11=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-5=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+1=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+13=0$

$_A(-6,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+19=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-34=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-22=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-10=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+2=0$

$_A(-6,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+14=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-39=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-33=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-21=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-15=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-3=0$

$_A(-6,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+3=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+6=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+12=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+18=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+24=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+30=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+36=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+42=0$

$_A(-6,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+48=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-6=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+6=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+18=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+30=0$

$_A(-6,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+42=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-12=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-6=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+6=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+12=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+24=0$

$_A(-6,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+30=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-18=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-6=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+6=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+18=0$

$_A(-6,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+30=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-24=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-18=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-12=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-6=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+6=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+12=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+18=0$

$_A(-6,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+24=0$

$_A(-6,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-30=0$

$_A(-6,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-6=0$

$_A(-6,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+6=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-36=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-30=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-24=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-18=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-12=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-6=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+6=0$

$_A(-6,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+12=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-42=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-30=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-18=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-6=0$

$_A(-6,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+6=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-48=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-42=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-30=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-24=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-12=0$

$_A(-6,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-6=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+11=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+17=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+23=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+29=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+35=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+41=0$

$_A(-6,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+47=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-8=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+4=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+16=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+28=0$

$_A(-6,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+40=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-15=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-9=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+3=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+9=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+21=0$

$_A(-6,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+27=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-22=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-10=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+2=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+14=0$

$_A(-6,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+26=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-29=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-23=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-17=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-11=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+1=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+7=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+13=0$

$_A(-6,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+19=0$

$_A(-6,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-36=0$

$_A(-6,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-12=0$

$_A(-6,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-43=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-37=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-31=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-25=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-19=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-13=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-1=0$

$_A(-6,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+5=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-50=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-38=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-26=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-14=0$

$_A(-6,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-2=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-57=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-51=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-39=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-33=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-21=0$

$_A(-6,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-15=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+4=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+10=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+16=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+22=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+28=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+34=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+40=0$

$_A(-6,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+46=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+2=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+14=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+26=0$

$_A(-6,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+38=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-18=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-12=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+6=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+18=0$

$_A(-6,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+24=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-26=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-14=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-2=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+10=0$

$_A(-6,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+22=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-34=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-28=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-22=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-16=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-4=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+2=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+8=0$

$_A(-6,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+14=0$

$_A(-6,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-42=0$

$_A(-6,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-18=0$

$_A(-6,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-6=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-50=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-44=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-38=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-32=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-26=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-20=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-8=0$

$_A(-6,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-2=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-58=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-46=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-34=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-22=0$

$_A(-6,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-10=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-66=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-60=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-48=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-42=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-30=0$

$_A(-6,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-24=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+3=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+9=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+15=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+21=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+27=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+33=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+39=0$

$_A(-6,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+45=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-12=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+12=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+24=0$

$_A(-6,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+36=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-21=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-15=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y-3=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+3=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+15=0$

$_A(-6,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+21=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-30=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-18=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-6=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+6=0$

$_A(-6,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+18=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-39=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-33=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-27=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-21=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-9=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y-3=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+3=0$

$_A(-6,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+9=0$

$_A(-6,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-48=0$

$_A(-6,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-24=0$

$_A(-6,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-12=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-57=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-51=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-45=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-39=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-33=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-27=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-15=0$

$_A(-6,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y-9=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-66=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-54=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-42=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-30=0$

$_A(-6,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-18=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-75=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-69=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-57=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-51=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-39=0$

$_A(-6,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-33=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+6=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+13=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+20=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+27=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+34=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+41=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+48=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+55=0$

$_A(-7,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+62=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+5=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+19=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+33=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+47=0$

$_A(-7,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+61=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+4=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+11=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+25=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+32=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+46=0$

$_A(-7,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+53=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+3=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+17=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+31=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+45=0$

$_A(-7,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+59=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+2=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+9=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+16=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+23=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+37=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+44=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+51=0$

$_A(-7,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+58=0$

$_A(-7,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+1=0$

$_A(-7,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+29=0$

$_A(-7,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+43=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+7=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+14=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+21=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+28=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+35=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+49=0$

$_A(-7,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+56=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-1=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+13=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+27=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+41=0$

$_A(-7,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+55=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-2=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+5=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+19=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+26=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+40=0$

$_A(-7,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+47=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+12=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+19=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+26=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+33=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+40=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+47=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+54=0$

$_A(-7,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+61=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+3=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+17=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+31=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+45=0$

$_A(-7,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+59=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+1=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+8=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+22=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+29=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+43=0$

$_A(-7,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+50=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-1=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+13=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+27=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+41=0$

$_A(-7,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+55=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-3=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+4=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+11=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+18=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+32=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+39=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+46=0$

$_A(-7,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+53=0$

$_A(-7,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-5=0$

$_A(-7,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+23=0$

$_A(-7,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+37=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-7=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+7=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+14=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+21=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+28=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+42=0$

$_A(-7,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+49=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-9=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+5=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+19=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+33=0$

$_A(-7,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+47=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-11=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-4=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+10=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+17=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+31=0$

$_A(-7,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+38=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+18=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+25=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+32=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+39=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+46=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+53=0$

$_A(-7,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+60=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+1=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+15=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+29=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+43=0$

$_A(-7,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+57=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-2=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+5=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+19=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+26=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+40=0$

$_A(-7,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+47=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-5=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+9=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+23=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+37=0$

$_A(-7,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+51=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-8=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-1=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+6=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+13=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+27=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+34=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+41=0$

$_A(-7,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+48=0$

$_A(-7,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-11=0$

$_A(-7,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+17=0$

$_A(-7,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+31=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-14=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-7=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+7=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+14=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+21=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+35=0$

$_A(-7,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+42=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-17=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-3=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+11=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+25=0$

$_A(-7,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+39=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-20=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-13=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+1=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+8=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+22=0$

$_A(-7,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+29=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+10=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+17=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+24=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+31=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+38=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+45=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+52=0$

$_A(-7,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+59=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-1=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+13=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+27=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+41=0$

$_A(-7,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+55=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-5=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+2=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+16=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+23=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+37=0$

$_A(-7,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+44=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-9=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+5=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+19=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+33=0$

$_A(-7,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+47=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-13=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-6=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+1=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+8=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+22=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+29=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+36=0$

$_A(-7,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+43=0$

$_A(-7,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-17=0$

$_A(-7,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+11=0$

$_A(-7,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+25=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-21=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-14=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-7=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+7=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+14=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+28=0$

$_A(-7,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+35=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-25=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-11=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+3=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+17=0$

$_A(-7,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+31=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-29=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-22=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-8=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-1=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+13=0$

$_A(-7,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+20=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+16=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+23=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+30=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+37=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+44=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+51=0$

$_A(-7,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+58=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-3=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+11=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+25=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+39=0$

$_A(-7,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+53=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-8=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-1=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+13=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+20=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+34=0$

$_A(-7,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+41=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-13=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+1=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+15=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+29=0$

$_A(-7,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+43=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-18=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-11=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-4=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+3=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+17=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+24=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+31=0$

$_A(-7,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+38=0$

$_A(-7,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-23=0$

$_A(-7,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+5=0$

$_A(-7,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+19=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-28=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-21=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-14=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-7=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+7=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+21=0$

$_A(-7,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+28=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-33=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-19=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-5=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+9=0$

$_A(-7,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+23=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-38=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-31=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-17=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-10=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+4=0$

$_A(-7,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+11=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+8=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+15=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+22=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+29=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+36=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+43=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+50=0$

$_A(-7,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+57=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-5=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+9=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+23=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+37=0$

$_A(-7,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+51=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-11=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-4=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+10=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+17=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+31=0$

$_A(-7,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+38=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-17=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-3=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+11=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+25=0$

$_A(-7,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+39=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-23=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-16=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-9=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-2=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+12=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+19=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+26=0$

$_A(-7,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+33=0$

$_A(-7,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-29=0$

$_A(-7,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-1=0$

$_A(-7,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+13=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-35=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-28=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-21=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-14=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-7=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+14=0$

$_A(-7,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+21=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-41=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-27=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-13=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+1=0$

$_A(-7,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+15=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-47=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-40=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-26=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-19=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-5=0$

$_A(-7,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+2=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+14=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+21=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+28=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+35=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+42=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+49=0$

$_A(-7,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+56=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-7=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+7=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+21=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+35=0$

$_A(-7,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+49=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-14=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-7=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+7=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+14=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+28=0$

$_A(-7,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+35=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-21=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-7=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+7=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+21=0$

$_A(-7,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+35=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-28=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-21=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-14=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-7=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+7=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+14=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+21=0$

$_A(-7,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+28=0$

$_A(-7,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-35=0$

$_A(-7,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-7=0$

$_A(-7,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+7=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-42=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-35=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-28=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-21=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-14=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-7=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+7=0$

$_A(-7,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+14=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-49=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-35=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-21=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-7=0$

$_A(-7,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+7=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-56=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-49=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-35=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-28=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-14=0$

$_A(-7,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-7=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+6=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+13=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+20=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+27=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+34=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+41=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+48=0$

$_A(-7,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+55=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-9=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+5=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+19=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+33=0$

$_A(-7,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+47=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-17=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-10=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+4=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+11=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+25=0$

$_A(-7,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+32=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-25=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-11=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+3=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+17=0$

$_A(-7,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+31=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-33=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-26=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-19=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-12=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+2=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+9=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+16=0$

$_A(-7,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+23=0$

$_A(-7,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-41=0$

$_A(-7,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-13=0$

$_A(-7,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+1=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-49=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-42=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-35=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-28=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-21=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-14=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y=0$

$_A(-7,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+7=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-57=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-43=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-29=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-15=0$

$_A(-7,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-1=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-65=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-58=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-44=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-37=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-23=0$

$_A(-7,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-16=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+5=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+12=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+19=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+26=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+33=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+40=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+47=0$

$_A(-7,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+54=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-11=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+3=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+17=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+31=0$

$_A(-7,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+45=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-20=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-13=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+1=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+8=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+22=0$

$_A(-7,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+29=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-29=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-15=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y-1=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+13=0$

$_A(-7,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+27=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-38=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-31=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-24=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-17=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y-3=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+4=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+11=0$

$_A(-7,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+18=0$

$_A(-7,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-47=0$

$_A(-7,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-19=0$

$_A(-7,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y-5=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-56=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-49=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-42=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-35=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-28=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-21=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y-7=0$

$_A(-7,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-65=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-51=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-37=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-23=0$

$_A(-7,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y-9=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-74=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-67=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-53=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-46=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-32=0$

$_A(-7,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-25=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,1)ɕsȒ̕߂$

$x+y+7=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+15=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+23=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+31=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+39=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+47=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+55=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+63=0$

$_A(-8,\,1)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+71=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+6=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+22=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+38=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+54=0$

$_A(-8,\,1)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+70=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+5=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+13=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+29=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+37=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+53=0$

$_A(-8,\,1)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+61=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y+4=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+20=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+36=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+52=0$

$_A(-8,\,1)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+68=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y+3=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+11=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+19=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+27=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+43=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+51=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+59=0$

$_A(-8,\,1)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+67=0$

$_A(-8,\,1)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y+2=0$

$_A(-8,\,1)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+34=0$

$_A(-8,\,1)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+50=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y+1=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+9=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+17=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+25=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+33=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+41=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+57=0$

$_A(-8,\,1)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+65=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+16=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+32=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+48=0$

$_A(-8,\,1)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+64=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-1=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y+7=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+23=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+31=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+47=0$

$_A(-8,\,1)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+55=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+14=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+22=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+30=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+38=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+46=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+54=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+62=0$

$_A(-8,\,2)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+70=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+4=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+20=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+36=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+52=0$

$_A(-8,\,2)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+68=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y+2=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+10=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+26=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+34=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+50=0$

$_A(-8,\,2)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+58=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+16=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+32=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+48=0$

$_A(-8,\,2)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+64=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-2=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+6=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+14=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+22=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+38=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+46=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+54=0$

$_A(-8,\,2)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+62=0$

$_A(-8,\,2)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-4=0$

$_A(-8,\,2)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+28=0$

$_A(-8,\,2)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+44=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-6=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y+2=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+10=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+18=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+26=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+34=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+50=0$

$_A(-8,\,2)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+58=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-8=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y+8=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+24=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+40=0$

$_A(-8,\,2)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+56=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-10=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-2=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+14=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+22=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+38=0$

$_A(-8,\,2)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+46=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+13=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+21=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+29=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+37=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+45=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+53=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+61=0$

$_A(-8,\,3)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+69=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y+2=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+18=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+34=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+50=0$

$_A(-8,\,3)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+66=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-1=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+7=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+23=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+31=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+47=0$

$_A(-8,\,3)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+55=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-4=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+12=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+28=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+44=0$

$_A(-8,\,3)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+60=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-7=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y+1=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+9=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+17=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+33=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+41=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+49=0$

$_A(-8,\,3)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+57=0$

$_A(-8,\,3)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-10=0$

$_A(-8,\,3)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+22=0$

$_A(-8,\,3)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+38=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-13=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-5=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y+3=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+11=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+19=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+27=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+43=0$

$_A(-8,\,3)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+51=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-16=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+16=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+32=0$

$_A(-8,\,3)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+48=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-19=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-11=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y+5=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+13=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+29=0$

$_A(-8,\,3)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+37=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+12=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+20=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+28=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+36=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+44=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+52=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+60=0$

$_A(-8,\,4)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+68=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+16=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+32=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+48=0$

$_A(-8,\,4)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+64=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-4=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+4=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+20=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+28=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+44=0$

$_A(-8,\,4)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+52=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-8=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+8=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+24=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+40=0$

$_A(-8,\,4)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+56=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-12=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-4=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y+4=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+12=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+28=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+36=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+44=0$

$_A(-8,\,4)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+52=0$

$_A(-8,\,4)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-16=0$

$_A(-8,\,4)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+16=0$

$_A(-8,\,4)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+32=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-20=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-12=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-4=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y+4=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+12=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+20=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+36=0$

$_A(-8,\,4)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+44=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-24=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-8=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y+8=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+24=0$

$_A(-8,\,4)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+40=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-28=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-20=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-4=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y+4=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+20=0$

$_A(-8,\,4)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+28=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+11=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+19=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+27=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+35=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+43=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+51=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+59=0$

$_A(-8,\,5)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+67=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-2=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+14=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+30=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+46=0$

$_A(-8,\,5)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+62=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-7=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y+1=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+17=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+25=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+41=0$

$_A(-8,\,5)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+49=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-12=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y+4=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+20=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+36=0$

$_A(-8,\,5)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+52=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-17=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-9=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-1=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+7=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+23=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+31=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+39=0$

$_A(-8,\,5)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+47=0$

$_A(-8,\,5)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-22=0$

$_A(-8,\,5)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+10=0$

$_A(-8,\,5)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+26=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-27=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-19=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-11=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-3=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y+5=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+13=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+29=0$

$_A(-8,\,5)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+37=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-32=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-16=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+16=0$

$_A(-8,\,5)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+32=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-37=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-29=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-13=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-5=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+11=0$

$_A(-8,\,5)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+19=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+10=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+18=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+26=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+34=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+42=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+50=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+58=0$

$_A(-8,\,6)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+66=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-4=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+12=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+28=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+44=0$

$_A(-8,\,6)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+60=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-10=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-2=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+14=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+22=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+38=0$

$_A(-8,\,6)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+46=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-16=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+16=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+32=0$

$_A(-8,\,6)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+48=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-22=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-14=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-6=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y+2=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+18=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+26=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+34=0$

$_A(-8,\,6)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+42=0$

$_A(-8,\,6)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-28=0$

$_A(-8,\,6)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y+4=0$

$_A(-8,\,6)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+20=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-34=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-26=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-18=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-10=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-2=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y+6=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+22=0$

$_A(-8,\,6)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+30=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-40=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-24=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-8=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y+8=0$

$_A(-8,\,6)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+24=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-46=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-38=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-22=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-14=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y+2=0$

$_A(-8,\,6)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+10=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+9=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+17=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+25=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+33=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+41=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+49=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+57=0$

$_A(-8,\,7)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+65=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-6=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+10=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+26=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+42=0$

$_A(-8,\,7)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+58=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-13=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-5=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+11=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+19=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+35=0$

$_A(-8,\,7)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+43=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-20=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-4=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+12=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+28=0$

$_A(-8,\,7)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+44=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-27=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-19=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-11=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-3=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+13=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+21=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+29=0$

$_A(-8,\,7)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+37=0$

$_A(-8,\,7)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-34=0$

$_A(-8,\,7)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-2=0$

$_A(-8,\,7)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+14=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-41=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-33=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-25=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-17=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-9=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-1=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+15=0$

$_A(-8,\,7)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+23=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-48=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-32=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-16=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y=0$

$_A(-8,\,7)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+16=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-55=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-47=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-31=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-23=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-7=0$

$_A(-8,\,7)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y+1=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+8=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+16=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+24=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+32=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+40=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+48=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+56=0$

$_A(-8,\,8)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+64=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-8=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+8=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+24=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+40=0$

$_A(-8,\,8)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+56=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-16=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-8=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+8=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+16=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+32=0$

$_A(-8,\,8)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+40=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-24=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-8=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+8=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+24=0$

$_A(-8,\,8)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+40=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-32=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-24=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-16=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-8=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+8=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+16=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+24=0$

$_A(-8,\,8)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+32=0$

$_A(-8,\,8)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-40=0$

$_A(-8,\,8)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-8=0$

$_A(-8,\,8)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+8=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-48=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-40=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-32=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-24=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-16=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-8=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+8=0$

$_A(-8,\,8)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+16=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-56=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-40=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-24=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-8=0$

$_A(-8,\,8)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y+8=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-64=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-56=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-40=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-32=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-16=0$

$_A(-8,\,8)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-8=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,2)ɕsȒ̕߂$

$2x+y+7=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,3)ɕsȒ̕߂$

$3x+y+15=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,4)ɕsȒ̕߂$

$4x+y+23=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,5)ɕsȒ̕߂$

$5x+y+31=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,6)ɕsȒ̕߂$

$6x+y+39=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,7)ɕsȒ̕߂$

$7x+y+47=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,8)ɕsȒ̕߂$

$8x+y+55=0$

$_A(-8,\,9)ʂA\beku d=(-1,\,9)ɕsȒ̕߂$

$9x+y+63=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,1)ɕsȒ̕߂$

$x+2y-10=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,3)ɕsȒ̕߂$

$3x+2y+6=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,5)ɕsȒ̕߂$

$5x+2y+22=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,7)ɕsȒ̕߂$

$7x+2y+38=0$

$_A(-8,\,9)ʂA\beku d=(-2,\,9)ɕsȒ̕߂$

$9x+2y+54=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,1)ɕsȒ̕߂$

$x+3y-19=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,2)ɕsȒ̕߂$

$2x+3y-11=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,4)ɕsȒ̕߂$

$4x+3y+5=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,5)ɕsȒ̕߂$

$5x+3y+13=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,7)ɕsȒ̕߂$

$7x+3y+29=0$

$_A(-8,\,9)ʂA\beku d=(-3,\,8)ɕsȒ̕߂$

$8x+3y+37=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,1)ɕsȒ̕߂$

$x+4y-28=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,3)ɕsȒ̕߂$

$3x+4y-12=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,5)ɕsȒ̕߂$

$5x+4y+4=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,7)ɕsȒ̕߂$

$7x+4y+20=0$

$_A(-8,\,9)ʂA\beku d=(-4,\,9)ɕsȒ̕߂$

$9x+4y+36=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,1)ɕsȒ̕߂$

$x+5y-37=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,2)ɕsȒ̕߂$

$2x+5y-29=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,3)ɕsȒ̕߂$

$3x+5y-21=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,4)ɕsȒ̕߂$

$4x+5y-13=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,6)ɕsȒ̕߂$

$6x+5y+3=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,7)ɕsȒ̕߂$

$7x+5y+11=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,8)ɕsȒ̕߂$

$8x+5y+19=0$

$_A(-8,\,9)ʂA\beku d=(-5,\,9)ɕsȒ̕߂$

$9x+5y+27=0$

$_A(-8,\,9)ʂA\beku d=(-6,\,1)ɕsȒ̕߂$

$x+6y-46=0$

$_A(-8,\,9)ʂA\beku d=(-6,\,5)ɕsȒ̕߂$

$5x+6y-14=0$

$_A(-8,\,9)ʂA\beku d=(-6,\,7)ɕsȒ̕߂$

$7x+6y+2=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,1)ɕsȒ̕߂$

$x+7y-55=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,2)ɕsȒ̕߂$

$2x+7y-47=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,3)ɕsȒ̕߂$

$3x+7y-39=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,4)ɕsȒ̕߂$

$4x+7y-31=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,5)ɕsȒ̕߂$

$5x+7y-23=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,6)ɕsȒ̕߂$

$6x+7y-15=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,8)ɕsȒ̕߂$

$8x+7y+1=0$

$_A(-8,\,9)ʂA\beku d=(-7,\,9)ɕsȒ̕߂$

$9x+7y+9=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,1)ɕsȒ̕߂$

$x+8y-64=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,3)ɕsȒ̕߂$

$3x+8y-48=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,5)ɕsȒ̕߂$

$5x+8y-32=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,7)ɕsȒ̕߂$

$7x+8y-16=0$

$_A(-8,\,9)ʂA\beku d=(-8,\,9)ɕsȒ̕߂$

$9x+8y=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,1)ɕsȒ̕߂$

$x+9y-73=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,2)ɕsȒ̕߂$

$2x+9y-65=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,4)ɕsȒ̕߂$

$4x+9y-49=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,5)ɕsȒ̕߂$

$5x+9y-41=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,7)ɕsȒ̕߂$

$7x+9y-25=0$

$_A(-8,\,9)ʂA\beku d=(-9,\,8)ɕsȒ̕߂$

$8x+9y-17=0$





[Level5]
ʂ1_Ɩ@xNgŕ



$_A(1,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y=0$

$_A(1,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(1,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-2=0$

$_A(1,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-3=0$

$_A(1,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-4=0$

$_A(1,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-5=0$

$_A(1,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-6=0$

$_A(1,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-7=0$

$_A(1,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-8=0$

$_A(1,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(1,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-1=0$

$_A(1,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-3=0$

$_A(1,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-5=0$

$_A(1,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-7=0$

$_A(1,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+2=0$

$_A(1,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+1=0$

$_A(1,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-1=0$

$_A(1,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-2=0$

$_A(1,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-4=0$

$_A(1,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-5=0$

$_A(1,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+3=0$

$_A(1,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+1=0$

$_A(1,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-1=0$

$_A(1,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-3=0$

$_A(1,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-5=0$

$_A(1,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+4=0$

$_A(1,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+3=0$

$_A(1,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+2=0$

$_A(1,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+1=0$

$_A(1,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-1=0$

$_A(1,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-2=0$

$_A(1,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-3=0$

$_A(1,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-4=0$

$_A(1,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+5=0$

$_A(1,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+1=0$

$_A(1,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-1=0$

$_A(1,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+6=0$

$_A(1,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+5=0$

$_A(1,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+4=0$

$_A(1,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+3=0$

$_A(1,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+2=0$

$_A(1,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+1=0$

$_A(1,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-1=0$

$_A(1,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-2=0$

$_A(1,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+7=0$

$_A(1,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+5=0$

$_A(1,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+3=0$

$_A(1,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+1=0$

$_A(1,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-1=0$

$_A(1,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+8=0$

$_A(1,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+7=0$

$_A(1,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+5=0$

$_A(1,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+4=0$

$_A(1,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+2=0$

$_A(1,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+1=0$

$_A(1,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(1,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-1=0$

$_A(1,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-2=0$

$_A(1,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-3=0$

$_A(1,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-4=0$

$_A(1,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-5=0$

$_A(1,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-6=0$

$_A(1,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-7=0$

$_A(1,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(1,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+1=0$

$_A(1,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-1=0$

$_A(1,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-3=0$

$_A(1,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-5=0$

$_A(1,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+5=0$

$_A(1,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+4=0$

$_A(1,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+2=0$

$_A(1,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+1=0$

$_A(1,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-1=0$

$_A(1,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-2=0$

$_A(1,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+7=0$

$_A(1,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+5=0$

$_A(1,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+3=0$

$_A(1,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+1=0$

$_A(1,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-1=0$

$_A(1,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+9=0$

$_A(1,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+8=0$

$_A(1,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+7=0$

$_A(1,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+6=0$

$_A(1,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+4=0$

$_A(1,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+3=0$

$_A(1,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+2=0$

$_A(1,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+1=0$

$_A(1,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+11=0$

$_A(1,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+7=0$

$_A(1,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+5=0$

$_A(1,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+13=0$

$_A(1,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+12=0$

$_A(1,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+11=0$

$_A(1,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+10=0$

$_A(1,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+9=0$

$_A(1,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+8=0$

$_A(1,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+6=0$

$_A(1,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+5=0$

$_A(1,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+15=0$

$_A(1,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+13=0$

$_A(1,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+11=0$

$_A(1,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+9=0$

$_A(1,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+7=0$

$_A(1,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+17=0$

$_A(1,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+16=0$

$_A(1,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+14=0$

$_A(1,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+13=0$

$_A(1,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+11=0$

$_A(1,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+10=0$

$_A(1,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(1,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y=0$

$_A(1,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-1=0$

$_A(1,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-2=0$

$_A(1,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-3=0$

$_A(1,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-4=0$

$_A(1,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-5=0$

$_A(1,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-6=0$

$_A(1,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(1,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+3=0$

$_A(1,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+1=0$

$_A(1,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-1=0$

$_A(1,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-3=0$

$_A(1,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+8=0$

$_A(1,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+7=0$

$_A(1,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+5=0$

$_A(1,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+4=0$

$_A(1,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+2=0$

$_A(1,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+1=0$

$_A(1,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+11=0$

$_A(1,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+9=0$

$_A(1,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+7=0$

$_A(1,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+5=0$

$_A(1,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+3=0$

$_A(1,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+14=0$

$_A(1,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+13=0$

$_A(1,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+12=0$

$_A(1,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+11=0$

$_A(1,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+9=0$

$_A(1,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+8=0$

$_A(1,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+7=0$

$_A(1,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+6=0$

$_A(1,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+17=0$

$_A(1,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+13=0$

$_A(1,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+11=0$

$_A(1,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+20=0$

$_A(1,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+19=0$

$_A(1,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+18=0$

$_A(1,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+17=0$

$_A(1,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+16=0$

$_A(1,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+15=0$

$_A(1,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+13=0$

$_A(1,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+12=0$

$_A(1,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+23=0$

$_A(1,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+21=0$

$_A(1,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+19=0$

$_A(1,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+17=0$

$_A(1,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+15=0$

$_A(1,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+26=0$

$_A(1,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+25=0$

$_A(1,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+23=0$

$_A(1,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+22=0$

$_A(1,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+20=0$

$_A(1,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+19=0$

$_A(1,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+2=0$

$_A(1,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+1=0$

$_A(1,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y=0$

$_A(1,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-1=0$

$_A(1,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-2=0$

$_A(1,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-3=0$

$_A(1,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-4=0$

$_A(1,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-5=0$

$_A(1,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(1,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+5=0$

$_A(1,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+3=0$

$_A(1,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+1=0$

$_A(1,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-1=0$

$_A(1,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+11=0$

$_A(1,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+10=0$

$_A(1,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+8=0$

$_A(1,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+7=0$

$_A(1,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+5=0$

$_A(1,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+4=0$

$_A(1,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+15=0$

$_A(1,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+13=0$

$_A(1,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+11=0$

$_A(1,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+9=0$

$_A(1,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+7=0$

$_A(1,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+19=0$

$_A(1,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+18=0$

$_A(1,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+17=0$

$_A(1,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+16=0$

$_A(1,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+14=0$

$_A(1,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+13=0$

$_A(1,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+12=0$

$_A(1,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+11=0$

$_A(1,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+23=0$

$_A(1,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+19=0$

$_A(1,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+17=0$

$_A(1,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+27=0$

$_A(1,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+26=0$

$_A(1,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+25=0$

$_A(1,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+24=0$

$_A(1,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+23=0$

$_A(1,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+22=0$

$_A(1,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+20=0$

$_A(1,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+19=0$

$_A(1,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+31=0$

$_A(1,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+29=0$

$_A(1,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+27=0$

$_A(1,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+25=0$

$_A(1,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+23=0$

$_A(1,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+35=0$

$_A(1,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+34=0$

$_A(1,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+32=0$

$_A(1,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+31=0$

$_A(1,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+29=0$

$_A(1,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+28=0$

$_A(1,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(1,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+2=0$

$_A(1,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+1=0$

$_A(1,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y=0$

$_A(1,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-1=0$

$_A(1,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-2=0$

$_A(1,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-3=0$

$_A(1,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-4=0$

$_A(1,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(1,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+7=0$

$_A(1,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+5=0$

$_A(1,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+3=0$

$_A(1,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+1=0$

$_A(1,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+14=0$

$_A(1,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+13=0$

$_A(1,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+11=0$

$_A(1,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+10=0$

$_A(1,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+8=0$

$_A(1,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+7=0$

$_A(1,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+19=0$

$_A(1,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+17=0$

$_A(1,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+15=0$

$_A(1,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+13=0$

$_A(1,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+11=0$

$_A(1,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+24=0$

$_A(1,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+23=0$

$_A(1,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+22=0$

$_A(1,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+21=0$

$_A(1,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+19=0$

$_A(1,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+18=0$

$_A(1,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+17=0$

$_A(1,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+16=0$

$_A(1,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+29=0$

$_A(1,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+25=0$

$_A(1,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+23=0$

$_A(1,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+34=0$

$_A(1,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+33=0$

$_A(1,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+32=0$

$_A(1,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+31=0$

$_A(1,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+30=0$

$_A(1,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+29=0$

$_A(1,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+27=0$

$_A(1,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+26=0$

$_A(1,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+39=0$

$_A(1,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+37=0$

$_A(1,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+35=0$

$_A(1,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+33=0$

$_A(1,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+31=0$

$_A(1,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+44=0$

$_A(1,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+43=0$

$_A(1,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+41=0$

$_A(1,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+40=0$

$_A(1,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+38=0$

$_A(1,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+37=0$

$_A(1,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+4=0$

$_A(1,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+3=0$

$_A(1,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+2=0$

$_A(1,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+1=0$

$_A(1,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y=0$

$_A(1,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-1=0$

$_A(1,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-2=0$

$_A(1,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-3=0$

$_A(1,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(1,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+9=0$

$_A(1,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+7=0$

$_A(1,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+5=0$

$_A(1,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+3=0$

$_A(1,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+17=0$

$_A(1,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+16=0$

$_A(1,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+14=0$

$_A(1,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+13=0$

$_A(1,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+11=0$

$_A(1,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+10=0$

$_A(1,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+23=0$

$_A(1,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+21=0$

$_A(1,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+19=0$

$_A(1,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+17=0$

$_A(1,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+15=0$

$_A(1,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+29=0$

$_A(1,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+28=0$

$_A(1,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+27=0$

$_A(1,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+26=0$

$_A(1,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+24=0$

$_A(1,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+23=0$

$_A(1,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+22=0$

$_A(1,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+21=0$

$_A(1,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+35=0$

$_A(1,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+31=0$

$_A(1,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+29=0$

$_A(1,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+41=0$

$_A(1,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+40=0$

$_A(1,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+39=0$

$_A(1,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+38=0$

$_A(1,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+37=0$

$_A(1,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+36=0$

$_A(1,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+34=0$

$_A(1,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+33=0$

$_A(1,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+47=0$

$_A(1,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+45=0$

$_A(1,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+43=0$

$_A(1,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+41=0$

$_A(1,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+39=0$

$_A(1,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+53=0$

$_A(1,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+52=0$

$_A(1,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+50=0$

$_A(1,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+49=0$

$_A(1,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+47=0$

$_A(1,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+46=0$

$_A(1,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(1,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+4=0$

$_A(1,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+3=0$

$_A(1,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+2=0$

$_A(1,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+1=0$

$_A(1,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y=0$

$_A(1,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-1=0$

$_A(1,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-2=0$

$_A(1,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+13=0$

$_A(1,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+11=0$

$_A(1,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+9=0$

$_A(1,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+7=0$

$_A(1,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+5=0$

$_A(1,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+20=0$

$_A(1,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+19=0$

$_A(1,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+17=0$

$_A(1,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+16=0$

$_A(1,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+14=0$

$_A(1,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+13=0$

$_A(1,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+27=0$

$_A(1,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+25=0$

$_A(1,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+23=0$

$_A(1,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+21=0$

$_A(1,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+19=0$

$_A(1,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+34=0$

$_A(1,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+33=0$

$_A(1,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+32=0$

$_A(1,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+31=0$

$_A(1,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+29=0$

$_A(1,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+28=0$

$_A(1,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+27=0$

$_A(1,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+26=0$

$_A(1,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+41=0$

$_A(1,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+37=0$

$_A(1,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+35=0$

$_A(1,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+48=0$

$_A(1,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+47=0$

$_A(1,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+46=0$

$_A(1,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+45=0$

$_A(1,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+44=0$

$_A(1,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+43=0$

$_A(1,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+41=0$

$_A(1,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+40=0$

$_A(1,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+55=0$

$_A(1,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+53=0$

$_A(1,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+51=0$

$_A(1,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+49=0$

$_A(1,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+47=0$

$_A(1,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+62=0$

$_A(1,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+61=0$

$_A(1,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+59=0$

$_A(1,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+58=0$

$_A(1,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+56=0$

$_A(1,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+55=0$

$_A(1,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+6=0$

$_A(1,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+5=0$

$_A(1,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+4=0$

$_A(1,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+3=0$

$_A(1,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+2=0$

$_A(1,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+1=0$

$_A(1,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y=0$

$_A(1,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-1=0$

$_A(1,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+15=0$

$_A(1,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+13=0$

$_A(1,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+11=0$

$_A(1,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+9=0$

$_A(1,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+7=0$

$_A(1,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+23=0$

$_A(1,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+22=0$

$_A(1,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+20=0$

$_A(1,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+19=0$

$_A(1,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+17=0$

$_A(1,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+16=0$

$_A(1,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+31=0$

$_A(1,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+29=0$

$_A(1,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+27=0$

$_A(1,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+25=0$

$_A(1,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+23=0$

$_A(1,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+39=0$

$_A(1,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+38=0$

$_A(1,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+37=0$

$_A(1,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+36=0$

$_A(1,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+34=0$

$_A(1,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+33=0$

$_A(1,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+32=0$

$_A(1,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+31=0$

$_A(1,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+47=0$

$_A(1,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+43=0$

$_A(1,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+41=0$

$_A(1,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+55=0$

$_A(1,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+54=0$

$_A(1,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+53=0$

$_A(1,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+52=0$

$_A(1,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+51=0$

$_A(1,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+50=0$

$_A(1,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+48=0$

$_A(1,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+47=0$

$_A(1,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+63=0$

$_A(1,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+61=0$

$_A(1,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+59=0$

$_A(1,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+57=0$

$_A(1,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+55=0$

$_A(1,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+71=0$

$_A(1,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+70=0$

$_A(1,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+68=0$

$_A(1,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+67=0$

$_A(1,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+65=0$

$_A(1,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+64=0$

$_A(1,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(1,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+6=0$

$_A(1,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+5=0$

$_A(1,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+4=0$

$_A(1,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+3=0$

$_A(1,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+2=0$

$_A(1,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+1=0$

$_A(1,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y=0$

$_A(1,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+17=0$

$_A(1,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+15=0$

$_A(1,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+13=0$

$_A(1,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+11=0$

$_A(1,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+9=0$

$_A(1,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+26=0$

$_A(1,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+25=0$

$_A(1,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+23=0$

$_A(1,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+22=0$

$_A(1,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+20=0$

$_A(1,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+19=0$

$_A(1,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+35=0$

$_A(1,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+33=0$

$_A(1,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+31=0$

$_A(1,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+29=0$

$_A(1,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+27=0$

$_A(1,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+44=0$

$_A(1,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+43=0$

$_A(1,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+42=0$

$_A(1,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+41=0$

$_A(1,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+39=0$

$_A(1,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+38=0$

$_A(1,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+37=0$

$_A(1,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+36=0$

$_A(1,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+53=0$

$_A(1,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+49=0$

$_A(1,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+47=0$

$_A(1,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+62=0$

$_A(1,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+61=0$

$_A(1,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+60=0$

$_A(1,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+59=0$

$_A(1,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+58=0$

$_A(1,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+57=0$

$_A(1,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+55=0$

$_A(1,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+54=0$

$_A(1,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+71=0$

$_A(1,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+69=0$

$_A(1,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+67=0$

$_A(1,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+65=0$

$_A(1,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+63=0$

$_A(1,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+80=0$

$_A(1,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+79=0$

$_A(1,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+77=0$

$_A(1,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+76=0$

$_A(1,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+74=0$

$_A(1,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+73=0$

$_A(2,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-1=0$

$_A(2,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(2,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-5=0$

$_A(2,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-7=0$

$_A(2,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-9=0$

$_A(2,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-11=0$

$_A(2,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-13=0$

$_A(2,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-15=0$

$_A(2,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-17=0$

$_A(2,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(2,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-4=0$

$_A(2,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-8=0$

$_A(2,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-12=0$

$_A(2,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-16=0$

$_A(2,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+1=0$

$_A(2,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-1=0$

$_A(2,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-5=0$

$_A(2,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-7=0$

$_A(2,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-11=0$

$_A(2,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-13=0$

$_A(2,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+2=0$

$_A(2,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-2=0$

$_A(2,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-6=0$

$_A(2,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-10=0$

$_A(2,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-14=0$

$_A(2,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+3=0$

$_A(2,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+1=0$

$_A(2,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-1=0$

$_A(2,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-3=0$

$_A(2,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-7=0$

$_A(2,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-9=0$

$_A(2,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-11=0$

$_A(2,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-13=0$

$_A(2,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+4=0$

$_A(2,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-4=0$

$_A(2,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-8=0$

$_A(2,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+5=0$

$_A(2,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+3=0$

$_A(2,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+1=0$

$_A(2,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-1=0$

$_A(2,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-3=0$

$_A(2,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-5=0$

$_A(2,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-9=0$

$_A(2,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-11=0$

$_A(2,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+6=0$

$_A(2,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+2=0$

$_A(2,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-2=0$

$_A(2,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-6=0$

$_A(2,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-10=0$

$_A(2,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+7=0$

$_A(2,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+5=0$

$_A(2,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+1=0$

$_A(2,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-1=0$

$_A(2,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-5=0$

$_A(2,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-7=0$

$_A(2,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-2=0$

$_A(2,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-4=0$

$_A(2,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-6=0$

$_A(2,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-8=0$

$_A(2,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-10=0$

$_A(2,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-12=0$

$_A(2,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-14=0$

$_A(2,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-16=0$

$_A(2,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+2=0$

$_A(2,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-2=0$

$_A(2,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-6=0$

$_A(2,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-10=0$

$_A(2,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-14=0$

$_A(2,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+4=0$

$_A(2,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+2=0$

$_A(2,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-2=0$

$_A(2,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-4=0$

$_A(2,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-8=0$

$_A(2,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-10=0$

$_A(2,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+6=0$

$_A(2,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+2=0$

$_A(2,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-2=0$

$_A(2,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-6=0$

$_A(2,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-10=0$

$_A(2,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+8=0$

$_A(2,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+6=0$

$_A(2,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+4=0$

$_A(2,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+2=0$

$_A(2,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-2=0$

$_A(2,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-4=0$

$_A(2,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-6=0$

$_A(2,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-8=0$

$_A(2,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+10=0$

$_A(2,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+2=0$

$_A(2,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-2=0$

$_A(2,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+12=0$

$_A(2,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+10=0$

$_A(2,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+8=0$

$_A(2,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+6=0$

$_A(2,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+4=0$

$_A(2,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+2=0$

$_A(2,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-2=0$

$_A(2,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-4=0$

$_A(2,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+14=0$

$_A(2,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+10=0$

$_A(2,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+6=0$

$_A(2,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+2=0$

$_A(2,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-2=0$

$_A(2,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+16=0$

$_A(2,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+14=0$

$_A(2,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+10=0$

$_A(2,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+8=0$

$_A(2,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+4=0$

$_A(2,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+2=0$

$_A(2,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(2,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-3=0$

$_A(2,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-5=0$

$_A(2,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-7=0$

$_A(2,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-9=0$

$_A(2,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-11=0$

$_A(2,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-13=0$

$_A(2,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-15=0$

$_A(2,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+4=0$

$_A(2,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y=0$

$_A(2,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-4=0$

$_A(2,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-8=0$

$_A(2,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-12=0$

$_A(2,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+7=0$

$_A(2,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+5=0$

$_A(2,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+1=0$

$_A(2,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-1=0$

$_A(2,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-5=0$

$_A(2,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-7=0$

$_A(2,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+10=0$

$_A(2,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+6=0$

$_A(2,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+2=0$

$_A(2,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-2=0$

$_A(2,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-6=0$

$_A(2,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+13=0$

$_A(2,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+11=0$

$_A(2,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+9=0$

$_A(2,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+7=0$

$_A(2,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+3=0$

$_A(2,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+1=0$

$_A(2,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-1=0$

$_A(2,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-3=0$

$_A(2,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+16=0$

$_A(2,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+8=0$

$_A(2,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+4=0$

$_A(2,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+19=0$

$_A(2,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+17=0$

$_A(2,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+15=0$

$_A(2,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+13=0$

$_A(2,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+11=0$

$_A(2,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+9=0$

$_A(2,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+5=0$

$_A(2,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+3=0$

$_A(2,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+22=0$

$_A(2,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+18=0$

$_A(2,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+14=0$

$_A(2,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+10=0$

$_A(2,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+6=0$

$_A(2,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+25=0$

$_A(2,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+23=0$

$_A(2,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+19=0$

$_A(2,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+17=0$

$_A(2,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+13=0$

$_A(2,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+11=0$

$_A(2,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(2,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-2=0$

$_A(2,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-4=0$

$_A(2,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-6=0$

$_A(2,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-8=0$

$_A(2,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-10=0$

$_A(2,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-12=0$

$_A(2,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-14=0$

$_A(2,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+6=0$

$_A(2,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+2=0$

$_A(2,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-2=0$

$_A(2,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-6=0$

$_A(2,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-10=0$

$_A(2,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+10=0$

$_A(2,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+8=0$

$_A(2,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+4=0$

$_A(2,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+2=0$

$_A(2,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-2=0$

$_A(2,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-4=0$

$_A(2,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+14=0$

$_A(2,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+10=0$

$_A(2,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+6=0$

$_A(2,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+2=0$

$_A(2,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-2=0$

$_A(2,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+18=0$

$_A(2,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+16=0$

$_A(2,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+14=0$

$_A(2,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+12=0$

$_A(2,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+8=0$

$_A(2,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+6=0$

$_A(2,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+4=0$

$_A(2,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+2=0$

$_A(2,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+22=0$

$_A(2,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+14=0$

$_A(2,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+10=0$

$_A(2,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+26=0$

$_A(2,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+24=0$

$_A(2,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+22=0$

$_A(2,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+20=0$

$_A(2,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+18=0$

$_A(2,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+16=0$

$_A(2,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+12=0$

$_A(2,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+10=0$

$_A(2,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+30=0$

$_A(2,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+26=0$

$_A(2,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+22=0$

$_A(2,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+18=0$

$_A(2,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+14=0$

$_A(2,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+34=0$

$_A(2,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+32=0$

$_A(2,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+28=0$

$_A(2,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+26=0$

$_A(2,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+22=0$

$_A(2,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+20=0$

$_A(2,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(2,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-1=0$

$_A(2,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-3=0$

$_A(2,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-5=0$

$_A(2,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-7=0$

$_A(2,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-9=0$

$_A(2,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-11=0$

$_A(2,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-13=0$

$_A(2,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+8=0$

$_A(2,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+4=0$

$_A(2,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y=0$

$_A(2,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-4=0$

$_A(2,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-8=0$

$_A(2,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+13=0$

$_A(2,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+11=0$

$_A(2,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+7=0$

$_A(2,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+5=0$

$_A(2,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+1=0$

$_A(2,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-1=0$

$_A(2,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+18=0$

$_A(2,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+14=0$

$_A(2,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+10=0$

$_A(2,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+6=0$

$_A(2,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+2=0$

$_A(2,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+23=0$

$_A(2,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+21=0$

$_A(2,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+19=0$

$_A(2,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+17=0$

$_A(2,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+13=0$

$_A(2,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+11=0$

$_A(2,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+9=0$

$_A(2,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+7=0$

$_A(2,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+28=0$

$_A(2,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+20=0$

$_A(2,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+16=0$

$_A(2,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+33=0$

$_A(2,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+31=0$

$_A(2,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+29=0$

$_A(2,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+27=0$

$_A(2,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+25=0$

$_A(2,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+23=0$

$_A(2,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+19=0$

$_A(2,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+17=0$

$_A(2,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+38=0$

$_A(2,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+34=0$

$_A(2,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+30=0$

$_A(2,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+26=0$

$_A(2,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+22=0$

$_A(2,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+43=0$

$_A(2,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+41=0$

$_A(2,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+37=0$

$_A(2,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+35=0$

$_A(2,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+31=0$

$_A(2,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+29=0$

$_A(2,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+2=0$

$_A(2,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y=0$

$_A(2,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-2=0$

$_A(2,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-4=0$

$_A(2,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-6=0$

$_A(2,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-8=0$

$_A(2,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-10=0$

$_A(2,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-12=0$

$_A(2,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(2,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+6=0$

$_A(2,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+2=0$

$_A(2,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-2=0$

$_A(2,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-6=0$

$_A(2,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+16=0$

$_A(2,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+14=0$

$_A(2,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+10=0$

$_A(2,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+8=0$

$_A(2,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+4=0$

$_A(2,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+2=0$

$_A(2,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+22=0$

$_A(2,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+18=0$

$_A(2,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+14=0$

$_A(2,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+10=0$

$_A(2,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+6=0$

$_A(2,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+28=0$

$_A(2,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+26=0$

$_A(2,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+24=0$

$_A(2,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+22=0$

$_A(2,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+18=0$

$_A(2,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+16=0$

$_A(2,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+14=0$

$_A(2,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+12=0$

$_A(2,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+34=0$

$_A(2,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+26=0$

$_A(2,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+22=0$

$_A(2,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+40=0$

$_A(2,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+38=0$

$_A(2,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+36=0$

$_A(2,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+34=0$

$_A(2,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+32=0$

$_A(2,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+30=0$

$_A(2,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+26=0$

$_A(2,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+24=0$

$_A(2,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+46=0$

$_A(2,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+42=0$

$_A(2,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+38=0$

$_A(2,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+34=0$

$_A(2,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+30=0$

$_A(2,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+52=0$

$_A(2,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+50=0$

$_A(2,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+46=0$

$_A(2,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+44=0$

$_A(2,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+40=0$

$_A(2,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+38=0$

$_A(2,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(2,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+1=0$

$_A(2,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-1=0$

$_A(2,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-3=0$

$_A(2,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-5=0$

$_A(2,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-7=0$

$_A(2,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-9=0$

$_A(2,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-11=0$

$_A(2,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+12=0$

$_A(2,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+8=0$

$_A(2,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+4=0$

$_A(2,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y=0$

$_A(2,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-4=0$

$_A(2,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+19=0$

$_A(2,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+17=0$

$_A(2,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+13=0$

$_A(2,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+11=0$

$_A(2,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+7=0$

$_A(2,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+5=0$

$_A(2,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+26=0$

$_A(2,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+22=0$

$_A(2,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+18=0$

$_A(2,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+14=0$

$_A(2,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+10=0$

$_A(2,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+33=0$

$_A(2,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+31=0$

$_A(2,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+29=0$

$_A(2,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+27=0$

$_A(2,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+23=0$

$_A(2,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+21=0$

$_A(2,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+19=0$

$_A(2,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+17=0$

$_A(2,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+40=0$

$_A(2,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+32=0$

$_A(2,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+28=0$

$_A(2,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+47=0$

$_A(2,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+45=0$

$_A(2,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+43=0$

$_A(2,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+41=0$

$_A(2,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+39=0$

$_A(2,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+37=0$

$_A(2,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+33=0$

$_A(2,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+31=0$

$_A(2,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+54=0$

$_A(2,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+50=0$

$_A(2,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+46=0$

$_A(2,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+42=0$

$_A(2,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+38=0$

$_A(2,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+61=0$

$_A(2,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+59=0$

$_A(2,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+55=0$

$_A(2,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+53=0$

$_A(2,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+49=0$

$_A(2,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+47=0$

$_A(2,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+4=0$

$_A(2,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+2=0$

$_A(2,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y=0$

$_A(2,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-2=0$

$_A(2,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-4=0$

$_A(2,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-6=0$

$_A(2,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-8=0$

$_A(2,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-10=0$

$_A(2,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+14=0$

$_A(2,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+10=0$

$_A(2,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+6=0$

$_A(2,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+2=0$

$_A(2,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-2=0$

$_A(2,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+22=0$

$_A(2,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+20=0$

$_A(2,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+16=0$

$_A(2,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+14=0$

$_A(2,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+10=0$

$_A(2,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+8=0$

$_A(2,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+30=0$

$_A(2,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+26=0$

$_A(2,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+22=0$

$_A(2,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+18=0$

$_A(2,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+14=0$

$_A(2,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+38=0$

$_A(2,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+36=0$

$_A(2,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+34=0$

$_A(2,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+32=0$

$_A(2,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+28=0$

$_A(2,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+26=0$

$_A(2,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+24=0$

$_A(2,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+22=0$

$_A(2,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+46=0$

$_A(2,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+38=0$

$_A(2,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+34=0$

$_A(2,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+54=0$

$_A(2,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+52=0$

$_A(2,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+50=0$

$_A(2,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+48=0$

$_A(2,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+46=0$

$_A(2,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+44=0$

$_A(2,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+40=0$

$_A(2,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+38=0$

$_A(2,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+62=0$

$_A(2,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+58=0$

$_A(2,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+54=0$

$_A(2,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+50=0$

$_A(2,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+46=0$

$_A(2,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+70=0$

$_A(2,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+68=0$

$_A(2,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+64=0$

$_A(2,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+62=0$

$_A(2,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+58=0$

$_A(2,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+56=0$

$_A(2,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(2,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+3=0$

$_A(2,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+1=0$

$_A(2,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-1=0$

$_A(2,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-3=0$

$_A(2,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-5=0$

$_A(2,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-7=0$

$_A(2,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-9=0$

$_A(2,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+16=0$

$_A(2,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+12=0$

$_A(2,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+8=0$

$_A(2,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+4=0$

$_A(2,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y=0$

$_A(2,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+25=0$

$_A(2,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+23=0$

$_A(2,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+19=0$

$_A(2,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+17=0$

$_A(2,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+13=0$

$_A(2,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+11=0$

$_A(2,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+34=0$

$_A(2,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+30=0$

$_A(2,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+26=0$

$_A(2,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+22=0$

$_A(2,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+18=0$

$_A(2,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+43=0$

$_A(2,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+41=0$

$_A(2,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+39=0$

$_A(2,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+37=0$

$_A(2,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+33=0$

$_A(2,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+31=0$

$_A(2,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+29=0$

$_A(2,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+27=0$

$_A(2,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+52=0$

$_A(2,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+44=0$

$_A(2,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+40=0$

$_A(2,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+61=0$

$_A(2,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+59=0$

$_A(2,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+57=0$

$_A(2,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+55=0$

$_A(2,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+53=0$

$_A(2,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+51=0$

$_A(2,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+47=0$

$_A(2,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+45=0$

$_A(2,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+70=0$

$_A(2,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+66=0$

$_A(2,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+62=0$

$_A(2,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+58=0$

$_A(2,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+54=0$

$_A(2,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+79=0$

$_A(2,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+77=0$

$_A(2,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+73=0$

$_A(2,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+71=0$

$_A(2,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+67=0$

$_A(2,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+65=0$

$_A(3,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-2=0$

$_A(3,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(3,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-8=0$

$_A(3,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-11=0$

$_A(3,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-14=0$

$_A(3,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-17=0$

$_A(3,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-20=0$

$_A(3,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-23=0$

$_A(3,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-26=0$

$_A(3,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(3,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-7=0$

$_A(3,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-13=0$

$_A(3,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-19=0$

$_A(3,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-25=0$

$_A(3,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y=0$

$_A(3,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-3=0$

$_A(3,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-9=0$

$_A(3,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-12=0$

$_A(3,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-18=0$

$_A(3,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-21=0$

$_A(3,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+1=0$

$_A(3,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-5=0$

$_A(3,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-11=0$

$_A(3,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-17=0$

$_A(3,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-23=0$

$_A(3,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+2=0$

$_A(3,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-1=0$

$_A(3,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-4=0$

$_A(3,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-7=0$

$_A(3,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-13=0$

$_A(3,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-16=0$

$_A(3,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-19=0$

$_A(3,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-22=0$

$_A(3,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+3=0$

$_A(3,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-9=0$

$_A(3,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-15=0$

$_A(3,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+4=0$

$_A(3,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+1=0$

$_A(3,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-2=0$

$_A(3,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-5=0$

$_A(3,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-8=0$

$_A(3,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-11=0$

$_A(3,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-17=0$

$_A(3,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-20=0$

$_A(3,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+5=0$

$_A(3,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-1=0$

$_A(3,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-7=0$

$_A(3,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-13=0$

$_A(3,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-19=0$

$_A(3,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+6=0$

$_A(3,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+3=0$

$_A(3,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-3=0$

$_A(3,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-6=0$

$_A(3,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-12=0$

$_A(3,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-15=0$

$_A(3,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-4=0$

$_A(3,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-7=0$

$_A(3,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-10=0$

$_A(3,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-13=0$

$_A(3,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-16=0$

$_A(3,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-19=0$

$_A(3,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-22=0$

$_A(3,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-25=0$

$_A(3,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(3,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-5=0$

$_A(3,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-11=0$

$_A(3,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-17=0$

$_A(3,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-23=0$

$_A(3,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+3=0$

$_A(3,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y=0$

$_A(3,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-6=0$

$_A(3,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-9=0$

$_A(3,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-15=0$

$_A(3,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-18=0$

$_A(3,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+5=0$

$_A(3,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-1=0$

$_A(3,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-7=0$

$_A(3,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-13=0$

$_A(3,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-19=0$

$_A(3,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+7=0$

$_A(3,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+4=0$

$_A(3,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+1=0$

$_A(3,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-2=0$

$_A(3,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-8=0$

$_A(3,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-11=0$

$_A(3,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-14=0$

$_A(3,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-17=0$

$_A(3,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+9=0$

$_A(3,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-3=0$

$_A(3,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-9=0$

$_A(3,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+11=0$

$_A(3,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+8=0$

$_A(3,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+5=0$

$_A(3,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+2=0$

$_A(3,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-1=0$

$_A(3,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-4=0$

$_A(3,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-10=0$

$_A(3,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-13=0$

$_A(3,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+13=0$

$_A(3,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+7=0$

$_A(3,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+1=0$

$_A(3,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-5=0$

$_A(3,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-11=0$

$_A(3,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+15=0$

$_A(3,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+12=0$

$_A(3,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+6=0$

$_A(3,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+3=0$

$_A(3,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-3=0$

$_A(3,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-6=0$

$_A(3,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(3,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-6=0$

$_A(3,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-9=0$

$_A(3,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-12=0$

$_A(3,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-15=0$

$_A(3,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-18=0$

$_A(3,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-21=0$

$_A(3,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-24=0$

$_A(3,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(3,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-3=0$

$_A(3,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-9=0$

$_A(3,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-15=0$

$_A(3,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-21=0$

$_A(3,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+6=0$

$_A(3,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+3=0$

$_A(3,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-3=0$

$_A(3,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-6=0$

$_A(3,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-12=0$

$_A(3,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-15=0$

$_A(3,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+9=0$

$_A(3,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+3=0$

$_A(3,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-3=0$

$_A(3,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-9=0$

$_A(3,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-15=0$

$_A(3,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+12=0$

$_A(3,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+9=0$

$_A(3,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+6=0$

$_A(3,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+3=0$

$_A(3,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-3=0$

$_A(3,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-6=0$

$_A(3,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-9=0$

$_A(3,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-12=0$

$_A(3,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+15=0$

$_A(3,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+3=0$

$_A(3,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-3=0$

$_A(3,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+18=0$

$_A(3,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+15=0$

$_A(3,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+12=0$

$_A(3,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+9=0$

$_A(3,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+6=0$

$_A(3,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+3=0$

$_A(3,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-3=0$

$_A(3,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-6=0$

$_A(3,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+21=0$

$_A(3,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+15=0$

$_A(3,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+9=0$

$_A(3,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+3=0$

$_A(3,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-3=0$

$_A(3,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+24=0$

$_A(3,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+21=0$

$_A(3,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+15=0$

$_A(3,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+12=0$

$_A(3,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+6=0$

$_A(3,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+3=0$

$_A(3,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-2=0$

$_A(3,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-5=0$

$_A(3,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-8=0$

$_A(3,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-11=0$

$_A(3,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-14=0$

$_A(3,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-17=0$

$_A(3,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-20=0$

$_A(3,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-23=0$

$_A(3,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(3,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-1=0$

$_A(3,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-7=0$

$_A(3,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-13=0$

$_A(3,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-19=0$

$_A(3,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+9=0$

$_A(3,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+6=0$

$_A(3,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y=0$

$_A(3,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-3=0$

$_A(3,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-9=0$

$_A(3,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-12=0$

$_A(3,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+13=0$

$_A(3,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+7=0$

$_A(3,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+1=0$

$_A(3,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-5=0$

$_A(3,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-11=0$

$_A(3,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+17=0$

$_A(3,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+14=0$

$_A(3,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+11=0$

$_A(3,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+8=0$

$_A(3,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+2=0$

$_A(3,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-1=0$

$_A(3,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-4=0$

$_A(3,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-7=0$

$_A(3,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+21=0$

$_A(3,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+9=0$

$_A(3,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+3=0$

$_A(3,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+25=0$

$_A(3,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+22=0$

$_A(3,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+19=0$

$_A(3,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+16=0$

$_A(3,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+13=0$

$_A(3,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+10=0$

$_A(3,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+4=0$

$_A(3,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+1=0$

$_A(3,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+29=0$

$_A(3,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+23=0$

$_A(3,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+17=0$

$_A(3,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+11=0$

$_A(3,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+5=0$

$_A(3,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+33=0$

$_A(3,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+30=0$

$_A(3,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+24=0$

$_A(3,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+21=0$

$_A(3,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+15=0$

$_A(3,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+12=0$

$_A(3,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(3,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-4=0$

$_A(3,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-7=0$

$_A(3,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-10=0$

$_A(3,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-13=0$

$_A(3,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-16=0$

$_A(3,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-19=0$

$_A(3,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-22=0$

$_A(3,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(3,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+1=0$

$_A(3,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-5=0$

$_A(3,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-11=0$

$_A(3,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-17=0$

$_A(3,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+12=0$

$_A(3,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+9=0$

$_A(3,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+3=0$

$_A(3,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y=0$

$_A(3,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-6=0$

$_A(3,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-9=0$

$_A(3,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+17=0$

$_A(3,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+11=0$

$_A(3,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+5=0$

$_A(3,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-1=0$

$_A(3,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-7=0$

$_A(3,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+22=0$

$_A(3,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+19=0$

$_A(3,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+16=0$

$_A(3,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+13=0$

$_A(3,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+7=0$

$_A(3,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+4=0$

$_A(3,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+1=0$

$_A(3,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-2=0$

$_A(3,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+27=0$

$_A(3,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+15=0$

$_A(3,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+9=0$

$_A(3,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+32=0$

$_A(3,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+29=0$

$_A(3,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+26=0$

$_A(3,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+23=0$

$_A(3,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+20=0$

$_A(3,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+17=0$

$_A(3,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+11=0$

$_A(3,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+8=0$

$_A(3,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+37=0$

$_A(3,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+31=0$

$_A(3,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+25=0$

$_A(3,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+19=0$

$_A(3,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+13=0$

$_A(3,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+42=0$

$_A(3,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+39=0$

$_A(3,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+33=0$

$_A(3,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+30=0$

$_A(3,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+24=0$

$_A(3,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+21=0$

$_A(3,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(3,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-3=0$

$_A(3,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-6=0$

$_A(3,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-9=0$

$_A(3,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-12=0$

$_A(3,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-15=0$

$_A(3,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-18=0$

$_A(3,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-21=0$

$_A(3,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(3,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+3=0$

$_A(3,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-3=0$

$_A(3,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-9=0$

$_A(3,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-15=0$

$_A(3,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+15=0$

$_A(3,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+12=0$

$_A(3,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+6=0$

$_A(3,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+3=0$

$_A(3,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-3=0$

$_A(3,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-6=0$

$_A(3,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+21=0$

$_A(3,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+15=0$

$_A(3,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+9=0$

$_A(3,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+3=0$

$_A(3,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-3=0$

$_A(3,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+27=0$

$_A(3,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+24=0$

$_A(3,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+21=0$

$_A(3,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+18=0$

$_A(3,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+12=0$

$_A(3,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+9=0$

$_A(3,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+6=0$

$_A(3,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+3=0$

$_A(3,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+33=0$

$_A(3,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+21=0$

$_A(3,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+15=0$

$_A(3,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+39=0$

$_A(3,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+36=0$

$_A(3,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+33=0$

$_A(3,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+30=0$

$_A(3,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+27=0$

$_A(3,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+24=0$

$_A(3,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+18=0$

$_A(3,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+15=0$

$_A(3,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+45=0$

$_A(3,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+39=0$

$_A(3,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+33=0$

$_A(3,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+27=0$

$_A(3,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+21=0$

$_A(3,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+51=0$

$_A(3,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+48=0$

$_A(3,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+42=0$

$_A(3,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+39=0$

$_A(3,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+33=0$

$_A(3,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+30=0$

$_A(3,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(3,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-2=0$

$_A(3,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-5=0$

$_A(3,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-8=0$

$_A(3,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-11=0$

$_A(3,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-14=0$

$_A(3,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-17=0$

$_A(3,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-20=0$

$_A(3,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(3,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+5=0$

$_A(3,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-1=0$

$_A(3,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-7=0$

$_A(3,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-13=0$

$_A(3,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+18=0$

$_A(3,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+15=0$

$_A(3,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+9=0$

$_A(3,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+6=0$

$_A(3,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y=0$

$_A(3,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-3=0$

$_A(3,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+25=0$

$_A(3,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+19=0$

$_A(3,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+13=0$

$_A(3,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+7=0$

$_A(3,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+1=0$

$_A(3,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+32=0$

$_A(3,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+29=0$

$_A(3,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+26=0$

$_A(3,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+23=0$

$_A(3,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+17=0$

$_A(3,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+14=0$

$_A(3,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+11=0$

$_A(3,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+8=0$

$_A(3,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+39=0$

$_A(3,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+27=0$

$_A(3,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+21=0$

$_A(3,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+46=0$

$_A(3,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+43=0$

$_A(3,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+40=0$

$_A(3,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+37=0$

$_A(3,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+34=0$

$_A(3,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+31=0$

$_A(3,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+25=0$

$_A(3,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+22=0$

$_A(3,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+53=0$

$_A(3,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+47=0$

$_A(3,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+41=0$

$_A(3,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+35=0$

$_A(3,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+29=0$

$_A(3,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+60=0$

$_A(3,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+57=0$

$_A(3,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+51=0$

$_A(3,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+48=0$

$_A(3,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+42=0$

$_A(3,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+39=0$

$_A(3,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+2=0$

$_A(3,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-1=0$

$_A(3,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-4=0$

$_A(3,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-7=0$

$_A(3,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-10=0$

$_A(3,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-13=0$

$_A(3,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-16=0$

$_A(3,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-19=0$

$_A(3,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+13=0$

$_A(3,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+7=0$

$_A(3,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+1=0$

$_A(3,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-5=0$

$_A(3,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-11=0$

$_A(3,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+21=0$

$_A(3,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+18=0$

$_A(3,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+12=0$

$_A(3,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+9=0$

$_A(3,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+3=0$

$_A(3,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y=0$

$_A(3,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+29=0$

$_A(3,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+23=0$

$_A(3,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+17=0$

$_A(3,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+11=0$

$_A(3,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+5=0$

$_A(3,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+37=0$

$_A(3,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+34=0$

$_A(3,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+31=0$

$_A(3,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+28=0$

$_A(3,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+22=0$

$_A(3,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+19=0$

$_A(3,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+16=0$

$_A(3,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+13=0$

$_A(3,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+45=0$

$_A(3,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+33=0$

$_A(3,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+27=0$

$_A(3,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+53=0$

$_A(3,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+50=0$

$_A(3,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+47=0$

$_A(3,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+44=0$

$_A(3,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+41=0$

$_A(3,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+38=0$

$_A(3,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+32=0$

$_A(3,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+29=0$

$_A(3,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+61=0$

$_A(3,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+55=0$

$_A(3,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+49=0$

$_A(3,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+43=0$

$_A(3,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+37=0$

$_A(3,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+69=0$

$_A(3,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+66=0$

$_A(3,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+60=0$

$_A(3,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+57=0$

$_A(3,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+51=0$

$_A(3,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+48=0$

$_A(3,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(3,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y=0$

$_A(3,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-3=0$

$_A(3,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-6=0$

$_A(3,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-9=0$

$_A(3,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-12=0$

$_A(3,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-15=0$

$_A(3,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-18=0$

$_A(3,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+15=0$

$_A(3,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+9=0$

$_A(3,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+3=0$

$_A(3,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-3=0$

$_A(3,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-9=0$

$_A(3,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+24=0$

$_A(3,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+21=0$

$_A(3,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+15=0$

$_A(3,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+12=0$

$_A(3,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+6=0$

$_A(3,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+3=0$

$_A(3,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+33=0$

$_A(3,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+27=0$

$_A(3,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+21=0$

$_A(3,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+15=0$

$_A(3,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+9=0$

$_A(3,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+42=0$

$_A(3,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+39=0$

$_A(3,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+36=0$

$_A(3,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+33=0$

$_A(3,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+27=0$

$_A(3,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+24=0$

$_A(3,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+21=0$

$_A(3,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+18=0$

$_A(3,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+51=0$

$_A(3,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+39=0$

$_A(3,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+33=0$

$_A(3,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+60=0$

$_A(3,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+57=0$

$_A(3,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+54=0$

$_A(3,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+51=0$

$_A(3,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+48=0$

$_A(3,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+45=0$

$_A(3,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+39=0$

$_A(3,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+36=0$

$_A(3,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+69=0$

$_A(3,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+63=0$

$_A(3,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+57=0$

$_A(3,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+51=0$

$_A(3,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+45=0$

$_A(3,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+78=0$

$_A(3,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+75=0$

$_A(3,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+69=0$

$_A(3,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+66=0$

$_A(3,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+60=0$

$_A(3,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+57=0$

$_A(4,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-3=0$

$_A(4,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(4,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-11=0$

$_A(4,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-15=0$

$_A(4,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-19=0$

$_A(4,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-23=0$

$_A(4,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-27=0$

$_A(4,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-31=0$

$_A(4,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-35=0$

$_A(4,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-2=0$

$_A(4,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-10=0$

$_A(4,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-18=0$

$_A(4,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-26=0$

$_A(4,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-34=0$

$_A(4,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-1=0$

$_A(4,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-5=0$

$_A(4,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-13=0$

$_A(4,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-17=0$

$_A(4,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-25=0$

$_A(4,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-29=0$

$_A(4,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y=0$

$_A(4,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-8=0$

$_A(4,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-16=0$

$_A(4,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-24=0$

$_A(4,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-32=0$

$_A(4,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+1=0$

$_A(4,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-3=0$

$_A(4,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-7=0$

$_A(4,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-11=0$

$_A(4,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-19=0$

$_A(4,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-23=0$

$_A(4,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-27=0$

$_A(4,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-31=0$

$_A(4,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+2=0$

$_A(4,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-14=0$

$_A(4,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-22=0$

$_A(4,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+3=0$

$_A(4,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-1=0$

$_A(4,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-5=0$

$_A(4,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-9=0$

$_A(4,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-13=0$

$_A(4,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-17=0$

$_A(4,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-25=0$

$_A(4,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-29=0$

$_A(4,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+4=0$

$_A(4,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-4=0$

$_A(4,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-12=0$

$_A(4,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-20=0$

$_A(4,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-28=0$

$_A(4,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+5=0$

$_A(4,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+1=0$

$_A(4,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-7=0$

$_A(4,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-11=0$

$_A(4,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-19=0$

$_A(4,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-23=0$

$_A(4,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-6=0$

$_A(4,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-10=0$

$_A(4,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-14=0$

$_A(4,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-18=0$

$_A(4,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-22=0$

$_A(4,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-26=0$

$_A(4,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-30=0$

$_A(4,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-34=0$

$_A(4,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(4,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-8=0$

$_A(4,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-16=0$

$_A(4,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-24=0$

$_A(4,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-32=0$

$_A(4,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+2=0$

$_A(4,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-2=0$

$_A(4,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-10=0$

$_A(4,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-14=0$

$_A(4,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-22=0$

$_A(4,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-26=0$

$_A(4,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+4=0$

$_A(4,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-4=0$

$_A(4,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-12=0$

$_A(4,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-20=0$

$_A(4,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-28=0$

$_A(4,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+6=0$

$_A(4,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+2=0$

$_A(4,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-2=0$

$_A(4,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-6=0$

$_A(4,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-14=0$

$_A(4,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-18=0$

$_A(4,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-22=0$

$_A(4,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-26=0$

$_A(4,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+8=0$

$_A(4,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-8=0$

$_A(4,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-16=0$

$_A(4,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+10=0$

$_A(4,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+6=0$

$_A(4,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+2=0$

$_A(4,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-2=0$

$_A(4,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-6=0$

$_A(4,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-10=0$

$_A(4,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-18=0$

$_A(4,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-22=0$

$_A(4,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+12=0$

$_A(4,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+4=0$

$_A(4,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-4=0$

$_A(4,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-12=0$

$_A(4,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-20=0$

$_A(4,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+14=0$

$_A(4,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+10=0$

$_A(4,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+2=0$

$_A(4,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-2=0$

$_A(4,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-10=0$

$_A(4,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-14=0$

$_A(4,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(4,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-9=0$

$_A(4,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-13=0$

$_A(4,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-17=0$

$_A(4,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-21=0$

$_A(4,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-25=0$

$_A(4,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-29=0$

$_A(4,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-33=0$

$_A(4,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+2=0$

$_A(4,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-6=0$

$_A(4,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-14=0$

$_A(4,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-22=0$

$_A(4,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-30=0$

$_A(4,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+5=0$

$_A(4,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+1=0$

$_A(4,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-7=0$

$_A(4,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-11=0$

$_A(4,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-19=0$

$_A(4,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-23=0$

$_A(4,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+8=0$

$_A(4,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y=0$

$_A(4,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-8=0$

$_A(4,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-16=0$

$_A(4,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-24=0$

$_A(4,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+11=0$

$_A(4,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+7=0$

$_A(4,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+3=0$

$_A(4,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-1=0$

$_A(4,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-9=0$

$_A(4,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-13=0$

$_A(4,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-17=0$

$_A(4,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-21=0$

$_A(4,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+14=0$

$_A(4,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-2=0$

$_A(4,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-10=0$

$_A(4,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+17=0$

$_A(4,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+13=0$

$_A(4,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+9=0$

$_A(4,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+5=0$

$_A(4,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+1=0$

$_A(4,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-3=0$

$_A(4,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-11=0$

$_A(4,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-15=0$

$_A(4,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+20=0$

$_A(4,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+12=0$

$_A(4,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+4=0$

$_A(4,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-4=0$

$_A(4,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-12=0$

$_A(4,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+23=0$

$_A(4,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+19=0$

$_A(4,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+11=0$

$_A(4,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+7=0$

$_A(4,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-1=0$

$_A(4,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-5=0$

$_A(4,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-4=0$

$_A(4,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-8=0$

$_A(4,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-12=0$

$_A(4,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-16=0$

$_A(4,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-20=0$

$_A(4,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-24=0$

$_A(4,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-28=0$

$_A(4,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-32=0$

$_A(4,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+4=0$

$_A(4,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-4=0$

$_A(4,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-12=0$

$_A(4,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-20=0$

$_A(4,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-28=0$

$_A(4,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+8=0$

$_A(4,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+4=0$

$_A(4,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-4=0$

$_A(4,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-8=0$

$_A(4,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-16=0$

$_A(4,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-20=0$

$_A(4,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+12=0$

$_A(4,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+4=0$

$_A(4,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-4=0$

$_A(4,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-12=0$

$_A(4,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-20=0$

$_A(4,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+16=0$

$_A(4,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+12=0$

$_A(4,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+8=0$

$_A(4,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+4=0$

$_A(4,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-4=0$

$_A(4,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-8=0$

$_A(4,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-12=0$

$_A(4,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-16=0$

$_A(4,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+20=0$

$_A(4,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+4=0$

$_A(4,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-4=0$

$_A(4,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+24=0$

$_A(4,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+20=0$

$_A(4,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+16=0$

$_A(4,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+12=0$

$_A(4,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+8=0$

$_A(4,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+4=0$

$_A(4,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-4=0$

$_A(4,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-8=0$

$_A(4,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+28=0$

$_A(4,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+20=0$

$_A(4,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+12=0$

$_A(4,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+4=0$

$_A(4,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-4=0$

$_A(4,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+32=0$

$_A(4,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+28=0$

$_A(4,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+20=0$

$_A(4,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+16=0$

$_A(4,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+8=0$

$_A(4,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+4=0$

$_A(4,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(4,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-7=0$

$_A(4,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-11=0$

$_A(4,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-15=0$

$_A(4,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-19=0$

$_A(4,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-23=0$

$_A(4,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-27=0$

$_A(4,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-31=0$

$_A(4,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+6=0$

$_A(4,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-2=0$

$_A(4,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-10=0$

$_A(4,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-18=0$

$_A(4,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-26=0$

$_A(4,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+11=0$

$_A(4,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+7=0$

$_A(4,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-1=0$

$_A(4,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-5=0$

$_A(4,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-13=0$

$_A(4,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-17=0$

$_A(4,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+16=0$

$_A(4,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+8=0$

$_A(4,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y=0$

$_A(4,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-8=0$

$_A(4,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-16=0$

$_A(4,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+21=0$

$_A(4,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+17=0$

$_A(4,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+13=0$

$_A(4,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+9=0$

$_A(4,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+1=0$

$_A(4,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-3=0$

$_A(4,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-7=0$

$_A(4,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-11=0$

$_A(4,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+26=0$

$_A(4,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+10=0$

$_A(4,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+2=0$

$_A(4,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+31=0$

$_A(4,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+27=0$

$_A(4,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+23=0$

$_A(4,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+19=0$

$_A(4,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+15=0$

$_A(4,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+11=0$

$_A(4,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+3=0$

$_A(4,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-1=0$

$_A(4,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+36=0$

$_A(4,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+28=0$

$_A(4,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+20=0$

$_A(4,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+12=0$

$_A(4,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+4=0$

$_A(4,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+41=0$

$_A(4,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+37=0$

$_A(4,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+29=0$

$_A(4,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+25=0$

$_A(4,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+17=0$

$_A(4,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+13=0$

$_A(4,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-2=0$

$_A(4,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-6=0$

$_A(4,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-10=0$

$_A(4,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-14=0$

$_A(4,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-18=0$

$_A(4,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-22=0$

$_A(4,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-26=0$

$_A(4,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-30=0$

$_A(4,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+8=0$

$_A(4,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y=0$

$_A(4,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-8=0$

$_A(4,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-16=0$

$_A(4,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-24=0$

$_A(4,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+14=0$

$_A(4,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+10=0$

$_A(4,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+2=0$

$_A(4,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-2=0$

$_A(4,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-10=0$

$_A(4,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-14=0$

$_A(4,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+20=0$

$_A(4,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+12=0$

$_A(4,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+4=0$

$_A(4,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-4=0$

$_A(4,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-12=0$

$_A(4,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+26=0$

$_A(4,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+22=0$

$_A(4,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+18=0$

$_A(4,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+14=0$

$_A(4,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+6=0$

$_A(4,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+2=0$

$_A(4,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-2=0$

$_A(4,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-6=0$

$_A(4,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+32=0$

$_A(4,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+16=0$

$_A(4,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+8=0$

$_A(4,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+38=0$

$_A(4,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+34=0$

$_A(4,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+30=0$

$_A(4,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+26=0$

$_A(4,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+22=0$

$_A(4,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+18=0$

$_A(4,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+10=0$

$_A(4,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+6=0$

$_A(4,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+44=0$

$_A(4,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+36=0$

$_A(4,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+28=0$

$_A(4,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+20=0$

$_A(4,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+12=0$

$_A(4,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+50=0$

$_A(4,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+46=0$

$_A(4,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+38=0$

$_A(4,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+34=0$

$_A(4,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+26=0$

$_A(4,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+22=0$

$_A(4,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(4,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-5=0$

$_A(4,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-9=0$

$_A(4,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-13=0$

$_A(4,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-17=0$

$_A(4,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-21=0$

$_A(4,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-25=0$

$_A(4,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-29=0$

$_A(4,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(4,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+2=0$

$_A(4,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-6=0$

$_A(4,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-14=0$

$_A(4,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-22=0$

$_A(4,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+17=0$

$_A(4,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+13=0$

$_A(4,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+5=0$

$_A(4,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+1=0$

$_A(4,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-7=0$

$_A(4,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-11=0$

$_A(4,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+24=0$

$_A(4,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+16=0$

$_A(4,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+8=0$

$_A(4,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y=0$

$_A(4,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-8=0$

$_A(4,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+31=0$

$_A(4,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+27=0$

$_A(4,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+23=0$

$_A(4,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+19=0$

$_A(4,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+11=0$

$_A(4,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+7=0$

$_A(4,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+3=0$

$_A(4,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-1=0$

$_A(4,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+38=0$

$_A(4,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+22=0$

$_A(4,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+14=0$

$_A(4,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+45=0$

$_A(4,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+41=0$

$_A(4,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+37=0$

$_A(4,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+33=0$

$_A(4,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+29=0$

$_A(4,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+25=0$

$_A(4,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+17=0$

$_A(4,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+13=0$

$_A(4,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+52=0$

$_A(4,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+44=0$

$_A(4,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+36=0$

$_A(4,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+28=0$

$_A(4,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+20=0$

$_A(4,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+59=0$

$_A(4,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+55=0$

$_A(4,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+47=0$

$_A(4,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+43=0$

$_A(4,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+35=0$

$_A(4,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+31=0$

$_A(4,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(4,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-4=0$

$_A(4,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-8=0$

$_A(4,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-12=0$

$_A(4,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-16=0$

$_A(4,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-20=0$

$_A(4,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-24=0$

$_A(4,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-28=0$

$_A(4,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+12=0$

$_A(4,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+4=0$

$_A(4,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-4=0$

$_A(4,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-12=0$

$_A(4,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-20=0$

$_A(4,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+20=0$

$_A(4,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+16=0$

$_A(4,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+8=0$

$_A(4,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+4=0$

$_A(4,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-4=0$

$_A(4,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-8=0$

$_A(4,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+28=0$

$_A(4,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+20=0$

$_A(4,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+12=0$

$_A(4,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+4=0$

$_A(4,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-4=0$

$_A(4,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+36=0$

$_A(4,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+32=0$

$_A(4,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+28=0$

$_A(4,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+24=0$

$_A(4,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+16=0$

$_A(4,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+12=0$

$_A(4,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+8=0$

$_A(4,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+4=0$

$_A(4,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+44=0$

$_A(4,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+28=0$

$_A(4,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+20=0$

$_A(4,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+52=0$

$_A(4,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+48=0$

$_A(4,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+44=0$

$_A(4,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+40=0$

$_A(4,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+36=0$

$_A(4,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+32=0$

$_A(4,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+24=0$

$_A(4,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+20=0$

$_A(4,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+60=0$

$_A(4,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+52=0$

$_A(4,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+44=0$

$_A(4,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+36=0$

$_A(4,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+28=0$

$_A(4,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+68=0$

$_A(4,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+64=0$

$_A(4,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+56=0$

$_A(4,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+52=0$

$_A(4,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+44=0$

$_A(4,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+40=0$

$_A(4,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(4,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-3=0$

$_A(4,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-7=0$

$_A(4,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-11=0$

$_A(4,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-15=0$

$_A(4,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-19=0$

$_A(4,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-23=0$

$_A(4,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-27=0$

$_A(4,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+14=0$

$_A(4,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+6=0$

$_A(4,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-2=0$

$_A(4,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-10=0$

$_A(4,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-18=0$

$_A(4,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+23=0$

$_A(4,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+19=0$

$_A(4,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+11=0$

$_A(4,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+7=0$

$_A(4,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-1=0$

$_A(4,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-5=0$

$_A(4,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+32=0$

$_A(4,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+24=0$

$_A(4,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+16=0$

$_A(4,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+8=0$

$_A(4,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y=0$

$_A(4,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+41=0$

$_A(4,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+37=0$

$_A(4,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+33=0$

$_A(4,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+29=0$

$_A(4,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+21=0$

$_A(4,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+17=0$

$_A(4,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+13=0$

$_A(4,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+9=0$

$_A(4,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+50=0$

$_A(4,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+34=0$

$_A(4,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+26=0$

$_A(4,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+59=0$

$_A(4,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+55=0$

$_A(4,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+51=0$

$_A(4,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+47=0$

$_A(4,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+43=0$

$_A(4,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+39=0$

$_A(4,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+31=0$

$_A(4,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+27=0$

$_A(4,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+68=0$

$_A(4,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+60=0$

$_A(4,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+52=0$

$_A(4,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+44=0$

$_A(4,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+36=0$

$_A(4,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+77=0$

$_A(4,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+73=0$

$_A(4,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+65=0$

$_A(4,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+61=0$

$_A(4,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+53=0$

$_A(4,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+49=0$

$_A(5,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-4=0$

$_A(5,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(5,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-14=0$

$_A(5,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-19=0$

$_A(5,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-24=0$

$_A(5,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-29=0$

$_A(5,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-34=0$

$_A(5,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-39=0$

$_A(5,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-44=0$

$_A(5,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(5,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-13=0$

$_A(5,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-23=0$

$_A(5,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-33=0$

$_A(5,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-43=0$

$_A(5,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-2=0$

$_A(5,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-7=0$

$_A(5,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-17=0$

$_A(5,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-22=0$

$_A(5,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-32=0$

$_A(5,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-37=0$

$_A(5,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-1=0$

$_A(5,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-11=0$

$_A(5,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-21=0$

$_A(5,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-31=0$

$_A(5,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-41=0$

$_A(5,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y=0$

$_A(5,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-5=0$

$_A(5,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-10=0$

$_A(5,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-15=0$

$_A(5,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-25=0$

$_A(5,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-30=0$

$_A(5,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-35=0$

$_A(5,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-40=0$

$_A(5,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+1=0$

$_A(5,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-19=0$

$_A(5,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-29=0$

$_A(5,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+2=0$

$_A(5,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-3=0$

$_A(5,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-8=0$

$_A(5,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-13=0$

$_A(5,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-18=0$

$_A(5,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-23=0$

$_A(5,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-33=0$

$_A(5,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-38=0$

$_A(5,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+3=0$

$_A(5,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-7=0$

$_A(5,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-17=0$

$_A(5,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-27=0$

$_A(5,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-37=0$

$_A(5,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+4=0$

$_A(5,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-1=0$

$_A(5,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-11=0$

$_A(5,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-16=0$

$_A(5,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-26=0$

$_A(5,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-31=0$

$_A(5,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-8=0$

$_A(5,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-13=0$

$_A(5,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-18=0$

$_A(5,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-23=0$

$_A(5,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-28=0$

$_A(5,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-33=0$

$_A(5,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-38=0$

$_A(5,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-43=0$

$_A(5,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(5,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-11=0$

$_A(5,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-21=0$

$_A(5,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-31=0$

$_A(5,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-41=0$

$_A(5,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+1=0$

$_A(5,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-4=0$

$_A(5,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-14=0$

$_A(5,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-19=0$

$_A(5,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-29=0$

$_A(5,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-34=0$

$_A(5,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+3=0$

$_A(5,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-7=0$

$_A(5,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-17=0$

$_A(5,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-27=0$

$_A(5,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-37=0$

$_A(5,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+5=0$

$_A(5,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y=0$

$_A(5,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-5=0$

$_A(5,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-10=0$

$_A(5,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-20=0$

$_A(5,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-25=0$

$_A(5,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-30=0$

$_A(5,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-35=0$

$_A(5,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+7=0$

$_A(5,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-13=0$

$_A(5,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-23=0$

$_A(5,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+9=0$

$_A(5,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+4=0$

$_A(5,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-1=0$

$_A(5,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-6=0$

$_A(5,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-11=0$

$_A(5,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-16=0$

$_A(5,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-26=0$

$_A(5,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-31=0$

$_A(5,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+11=0$

$_A(5,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+1=0$

$_A(5,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-9=0$

$_A(5,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-19=0$

$_A(5,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-29=0$

$_A(5,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+13=0$

$_A(5,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+8=0$

$_A(5,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-2=0$

$_A(5,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-7=0$

$_A(5,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-17=0$

$_A(5,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-22=0$

$_A(5,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(5,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-12=0$

$_A(5,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-17=0$

$_A(5,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-22=0$

$_A(5,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-27=0$

$_A(5,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-32=0$

$_A(5,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-37=0$

$_A(5,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-42=0$

$_A(5,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(5,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-9=0$

$_A(5,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-19=0$

$_A(5,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-29=0$

$_A(5,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-39=0$

$_A(5,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+4=0$

$_A(5,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-1=0$

$_A(5,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-11=0$

$_A(5,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-16=0$

$_A(5,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-26=0$

$_A(5,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-31=0$

$_A(5,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+7=0$

$_A(5,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-3=0$

$_A(5,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-13=0$

$_A(5,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-23=0$

$_A(5,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-33=0$

$_A(5,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+10=0$

$_A(5,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+5=0$

$_A(5,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y=0$

$_A(5,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-5=0$

$_A(5,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-15=0$

$_A(5,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-20=0$

$_A(5,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-25=0$

$_A(5,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-30=0$

$_A(5,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+13=0$

$_A(5,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-7=0$

$_A(5,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-17=0$

$_A(5,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+16=0$

$_A(5,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+11=0$

$_A(5,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+6=0$

$_A(5,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+1=0$

$_A(5,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-4=0$

$_A(5,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-9=0$

$_A(5,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-19=0$

$_A(5,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-24=0$

$_A(5,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+19=0$

$_A(5,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+9=0$

$_A(5,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-1=0$

$_A(5,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-11=0$

$_A(5,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-21=0$

$_A(5,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+22=0$

$_A(5,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+17=0$

$_A(5,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+7=0$

$_A(5,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+2=0$

$_A(5,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-8=0$

$_A(5,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-13=0$

$_A(5,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-6=0$

$_A(5,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-11=0$

$_A(5,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-16=0$

$_A(5,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-21=0$

$_A(5,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-26=0$

$_A(5,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-31=0$

$_A(5,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-36=0$

$_A(5,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-41=0$

$_A(5,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(5,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-7=0$

$_A(5,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-17=0$

$_A(5,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-27=0$

$_A(5,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-37=0$

$_A(5,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+7=0$

$_A(5,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+2=0$

$_A(5,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-8=0$

$_A(5,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-13=0$

$_A(5,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-23=0$

$_A(5,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-28=0$

$_A(5,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+11=0$

$_A(5,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+1=0$

$_A(5,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-9=0$

$_A(5,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-19=0$

$_A(5,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-29=0$

$_A(5,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+15=0$

$_A(5,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+10=0$

$_A(5,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+5=0$

$_A(5,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y=0$

$_A(5,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-10=0$

$_A(5,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-15=0$

$_A(5,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-20=0$

$_A(5,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-25=0$

$_A(5,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+19=0$

$_A(5,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-1=0$

$_A(5,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-11=0$

$_A(5,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+23=0$

$_A(5,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+18=0$

$_A(5,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+13=0$

$_A(5,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+8=0$

$_A(5,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+3=0$

$_A(5,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-2=0$

$_A(5,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-12=0$

$_A(5,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-17=0$

$_A(5,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+27=0$

$_A(5,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+17=0$

$_A(5,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+7=0$

$_A(5,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-3=0$

$_A(5,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-13=0$

$_A(5,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+31=0$

$_A(5,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+26=0$

$_A(5,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+16=0$

$_A(5,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+11=0$

$_A(5,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+1=0$

$_A(5,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-4=0$

$_A(5,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(5,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-10=0$

$_A(5,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-15=0$

$_A(5,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-20=0$

$_A(5,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-25=0$

$_A(5,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-30=0$

$_A(5,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-35=0$

$_A(5,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-40=0$

$_A(5,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(5,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-5=0$

$_A(5,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-15=0$

$_A(5,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-25=0$

$_A(5,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-35=0$

$_A(5,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+10=0$

$_A(5,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+5=0$

$_A(5,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-5=0$

$_A(5,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-10=0$

$_A(5,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-20=0$

$_A(5,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-25=0$

$_A(5,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+15=0$

$_A(5,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+5=0$

$_A(5,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-5=0$

$_A(5,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-15=0$

$_A(5,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-25=0$

$_A(5,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+20=0$

$_A(5,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+15=0$

$_A(5,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+10=0$

$_A(5,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+5=0$

$_A(5,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-5=0$

$_A(5,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-10=0$

$_A(5,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-15=0$

$_A(5,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-20=0$

$_A(5,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+25=0$

$_A(5,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+5=0$

$_A(5,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-5=0$

$_A(5,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+30=0$

$_A(5,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+25=0$

$_A(5,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+20=0$

$_A(5,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+15=0$

$_A(5,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+10=0$

$_A(5,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+5=0$

$_A(5,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-5=0$

$_A(5,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-10=0$

$_A(5,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+35=0$

$_A(5,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+25=0$

$_A(5,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+15=0$

$_A(5,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+5=0$

$_A(5,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-5=0$

$_A(5,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+40=0$

$_A(5,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+35=0$

$_A(5,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+25=0$

$_A(5,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+20=0$

$_A(5,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+10=0$

$_A(5,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+5=0$

$_A(5,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-4=0$

$_A(5,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-9=0$

$_A(5,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-14=0$

$_A(5,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-19=0$

$_A(5,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-24=0$

$_A(5,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-29=0$

$_A(5,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-34=0$

$_A(5,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-39=0$

$_A(5,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(5,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-3=0$

$_A(5,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-13=0$

$_A(5,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-23=0$

$_A(5,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-33=0$

$_A(5,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+13=0$

$_A(5,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+8=0$

$_A(5,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-2=0$

$_A(5,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-7=0$

$_A(5,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-17=0$

$_A(5,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-22=0$

$_A(5,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+19=0$

$_A(5,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+9=0$

$_A(5,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-1=0$

$_A(5,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-11=0$

$_A(5,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-21=0$

$_A(5,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+25=0$

$_A(5,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+20=0$

$_A(5,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+15=0$

$_A(5,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+10=0$

$_A(5,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y=0$

$_A(5,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-5=0$

$_A(5,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-10=0$

$_A(5,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-15=0$

$_A(5,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+31=0$

$_A(5,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+11=0$

$_A(5,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+1=0$

$_A(5,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+37=0$

$_A(5,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+32=0$

$_A(5,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+27=0$

$_A(5,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+22=0$

$_A(5,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+17=0$

$_A(5,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+12=0$

$_A(5,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+2=0$

$_A(5,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-3=0$

$_A(5,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+43=0$

$_A(5,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+33=0$

$_A(5,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+23=0$

$_A(5,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+13=0$

$_A(5,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+3=0$

$_A(5,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+49=0$

$_A(5,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+44=0$

$_A(5,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+34=0$

$_A(5,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+29=0$

$_A(5,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+19=0$

$_A(5,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+14=0$

$_A(5,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(5,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-8=0$

$_A(5,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-13=0$

$_A(5,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-18=0$

$_A(5,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-23=0$

$_A(5,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-28=0$

$_A(5,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-33=0$

$_A(5,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-38=0$

$_A(5,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(5,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-1=0$

$_A(5,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-11=0$

$_A(5,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-21=0$

$_A(5,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-31=0$

$_A(5,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+16=0$

$_A(5,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+11=0$

$_A(5,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+1=0$

$_A(5,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-4=0$

$_A(5,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-14=0$

$_A(5,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-19=0$

$_A(5,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+23=0$

$_A(5,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+13=0$

$_A(5,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+3=0$

$_A(5,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-7=0$

$_A(5,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-17=0$

$_A(5,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+30=0$

$_A(5,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+25=0$

$_A(5,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+20=0$

$_A(5,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+15=0$

$_A(5,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+5=0$

$_A(5,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y=0$

$_A(5,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-5=0$

$_A(5,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-10=0$

$_A(5,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+37=0$

$_A(5,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+17=0$

$_A(5,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+7=0$

$_A(5,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+44=0$

$_A(5,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+39=0$

$_A(5,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+34=0$

$_A(5,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+29=0$

$_A(5,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+24=0$

$_A(5,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+19=0$

$_A(5,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+9=0$

$_A(5,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+4=0$

$_A(5,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+51=0$

$_A(5,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+41=0$

$_A(5,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+31=0$

$_A(5,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+21=0$

$_A(5,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+11=0$

$_A(5,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+58=0$

$_A(5,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+53=0$

$_A(5,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+43=0$

$_A(5,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+38=0$

$_A(5,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+28=0$

$_A(5,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+23=0$

$_A(5,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-2=0$

$_A(5,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-7=0$

$_A(5,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-12=0$

$_A(5,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-17=0$

$_A(5,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-22=0$

$_A(5,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-27=0$

$_A(5,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-32=0$

$_A(5,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-37=0$

$_A(5,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(5,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+1=0$

$_A(5,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-9=0$

$_A(5,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-19=0$

$_A(5,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-29=0$

$_A(5,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+19=0$

$_A(5,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+14=0$

$_A(5,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+4=0$

$_A(5,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-1=0$

$_A(5,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-11=0$

$_A(5,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-16=0$

$_A(5,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+27=0$

$_A(5,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+17=0$

$_A(5,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+7=0$

$_A(5,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-3=0$

$_A(5,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-13=0$

$_A(5,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+35=0$

$_A(5,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+30=0$

$_A(5,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+25=0$

$_A(5,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+20=0$

$_A(5,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+10=0$

$_A(5,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+5=0$

$_A(5,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y=0$

$_A(5,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-5=0$

$_A(5,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+43=0$

$_A(5,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+23=0$

$_A(5,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+13=0$

$_A(5,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+51=0$

$_A(5,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+46=0$

$_A(5,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+41=0$

$_A(5,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+36=0$

$_A(5,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+31=0$

$_A(5,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+26=0$

$_A(5,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+16=0$

$_A(5,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+11=0$

$_A(5,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+59=0$

$_A(5,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+49=0$

$_A(5,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+39=0$

$_A(5,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+29=0$

$_A(5,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+19=0$

$_A(5,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+67=0$

$_A(5,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+62=0$

$_A(5,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+52=0$

$_A(5,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+47=0$

$_A(5,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+37=0$

$_A(5,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+32=0$

$_A(5,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(5,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-6=0$

$_A(5,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-11=0$

$_A(5,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-16=0$

$_A(5,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-21=0$

$_A(5,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-26=0$

$_A(5,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-31=0$

$_A(5,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-36=0$

$_A(5,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+13=0$

$_A(5,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+3=0$

$_A(5,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-7=0$

$_A(5,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-17=0$

$_A(5,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-27=0$

$_A(5,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+22=0$

$_A(5,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+17=0$

$_A(5,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+7=0$

$_A(5,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+2=0$

$_A(5,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-8=0$

$_A(5,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-13=0$

$_A(5,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+31=0$

$_A(5,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+21=0$

$_A(5,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+11=0$

$_A(5,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+1=0$

$_A(5,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-9=0$

$_A(5,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+40=0$

$_A(5,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+35=0$

$_A(5,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+30=0$

$_A(5,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+25=0$

$_A(5,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+15=0$

$_A(5,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+10=0$

$_A(5,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+5=0$

$_A(5,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y=0$

$_A(5,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+49=0$

$_A(5,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+29=0$

$_A(5,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+19=0$

$_A(5,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+58=0$

$_A(5,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+53=0$

$_A(5,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+48=0$

$_A(5,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+43=0$

$_A(5,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+38=0$

$_A(5,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+33=0$

$_A(5,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+23=0$

$_A(5,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+18=0$

$_A(5,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+67=0$

$_A(5,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+57=0$

$_A(5,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+47=0$

$_A(5,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+37=0$

$_A(5,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+27=0$

$_A(5,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+76=0$

$_A(5,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+71=0$

$_A(5,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+61=0$

$_A(5,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+56=0$

$_A(5,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+46=0$

$_A(5,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+41=0$

$_A(6,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-5=0$

$_A(6,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(6,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-17=0$

$_A(6,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-23=0$

$_A(6,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-29=0$

$_A(6,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-35=0$

$_A(6,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-41=0$

$_A(6,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-47=0$

$_A(6,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-53=0$

$_A(6,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-4=0$

$_A(6,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-16=0$

$_A(6,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-28=0$

$_A(6,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-40=0$

$_A(6,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-52=0$

$_A(6,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-3=0$

$_A(6,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-9=0$

$_A(6,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-21=0$

$_A(6,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-27=0$

$_A(6,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-39=0$

$_A(6,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-45=0$

$_A(6,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-2=0$

$_A(6,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-14=0$

$_A(6,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-26=0$

$_A(6,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-38=0$

$_A(6,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-50=0$

$_A(6,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-1=0$

$_A(6,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-7=0$

$_A(6,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-13=0$

$_A(6,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-19=0$

$_A(6,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-31=0$

$_A(6,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-37=0$

$_A(6,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-43=0$

$_A(6,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-49=0$

$_A(6,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y=0$

$_A(6,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-24=0$

$_A(6,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-36=0$

$_A(6,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+1=0$

$_A(6,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-5=0$

$_A(6,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-11=0$

$_A(6,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-17=0$

$_A(6,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-23=0$

$_A(6,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-29=0$

$_A(6,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-41=0$

$_A(6,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-47=0$

$_A(6,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+2=0$

$_A(6,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-10=0$

$_A(6,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-22=0$

$_A(6,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-34=0$

$_A(6,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-46=0$

$_A(6,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+3=0$

$_A(6,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-3=0$

$_A(6,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-15=0$

$_A(6,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-21=0$

$_A(6,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-33=0$

$_A(6,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-39=0$

$_A(6,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(6,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-16=0$

$_A(6,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-22=0$

$_A(6,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-28=0$

$_A(6,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-34=0$

$_A(6,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-40=0$

$_A(6,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-46=0$

$_A(6,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-52=0$

$_A(6,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-2=0$

$_A(6,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-14=0$

$_A(6,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-26=0$

$_A(6,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-38=0$

$_A(6,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-50=0$

$_A(6,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y=0$

$_A(6,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-6=0$

$_A(6,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-18=0$

$_A(6,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-24=0$

$_A(6,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-36=0$

$_A(6,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-42=0$

$_A(6,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+2=0$

$_A(6,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-10=0$

$_A(6,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-22=0$

$_A(6,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-34=0$

$_A(6,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-46=0$

$_A(6,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+4=0$

$_A(6,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-2=0$

$_A(6,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-8=0$

$_A(6,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-14=0$

$_A(6,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-26=0$

$_A(6,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-32=0$

$_A(6,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-38=0$

$_A(6,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-44=0$

$_A(6,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+6=0$

$_A(6,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-18=0$

$_A(6,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-30=0$

$_A(6,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+8=0$

$_A(6,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+2=0$

$_A(6,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-4=0$

$_A(6,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-10=0$

$_A(6,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-16=0$

$_A(6,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-22=0$

$_A(6,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-34=0$

$_A(6,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-40=0$

$_A(6,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+10=0$

$_A(6,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-2=0$

$_A(6,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-14=0$

$_A(6,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-26=0$

$_A(6,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-38=0$

$_A(6,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+12=0$

$_A(6,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+6=0$

$_A(6,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-6=0$

$_A(6,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-12=0$

$_A(6,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-24=0$

$_A(6,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-30=0$

$_A(6,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(6,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-15=0$

$_A(6,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-21=0$

$_A(6,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-27=0$

$_A(6,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-33=0$

$_A(6,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-39=0$

$_A(6,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-45=0$

$_A(6,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-51=0$

$_A(6,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(6,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-12=0$

$_A(6,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-24=0$

$_A(6,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-36=0$

$_A(6,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-48=0$

$_A(6,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+3=0$

$_A(6,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-3=0$

$_A(6,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-15=0$

$_A(6,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-21=0$

$_A(6,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-33=0$

$_A(6,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-39=0$

$_A(6,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+6=0$

$_A(6,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-6=0$

$_A(6,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-18=0$

$_A(6,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-30=0$

$_A(6,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-42=0$

$_A(6,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+9=0$

$_A(6,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+3=0$

$_A(6,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-3=0$

$_A(6,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-9=0$

$_A(6,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-21=0$

$_A(6,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-27=0$

$_A(6,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-33=0$

$_A(6,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-39=0$

$_A(6,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+12=0$

$_A(6,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-12=0$

$_A(6,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-24=0$

$_A(6,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+15=0$

$_A(6,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+9=0$

$_A(6,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+3=0$

$_A(6,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-3=0$

$_A(6,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-9=0$

$_A(6,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-15=0$

$_A(6,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-27=0$

$_A(6,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-33=0$

$_A(6,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+18=0$

$_A(6,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+6=0$

$_A(6,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-6=0$

$_A(6,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-18=0$

$_A(6,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-30=0$

$_A(6,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+21=0$

$_A(6,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+15=0$

$_A(6,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+3=0$

$_A(6,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-3=0$

$_A(6,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-15=0$

$_A(6,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-21=0$

$_A(6,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-8=0$

$_A(6,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-14=0$

$_A(6,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-20=0$

$_A(6,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-26=0$

$_A(6,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-32=0$

$_A(6,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-38=0$

$_A(6,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-44=0$

$_A(6,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-50=0$

$_A(6,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+2=0$

$_A(6,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-10=0$

$_A(6,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-22=0$

$_A(6,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-34=0$

$_A(6,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-46=0$

$_A(6,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+6=0$

$_A(6,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y=0$

$_A(6,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-12=0$

$_A(6,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-18=0$

$_A(6,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-30=0$

$_A(6,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-36=0$

$_A(6,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+10=0$

$_A(6,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-2=0$

$_A(6,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-14=0$

$_A(6,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-26=0$

$_A(6,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-38=0$

$_A(6,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+14=0$

$_A(6,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+8=0$

$_A(6,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+2=0$

$_A(6,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-4=0$

$_A(6,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-16=0$

$_A(6,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-22=0$

$_A(6,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-28=0$

$_A(6,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-34=0$

$_A(6,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+18=0$

$_A(6,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-6=0$

$_A(6,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-18=0$

$_A(6,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+22=0$

$_A(6,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+16=0$

$_A(6,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+10=0$

$_A(6,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+4=0$

$_A(6,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-2=0$

$_A(6,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-8=0$

$_A(6,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-20=0$

$_A(6,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-26=0$

$_A(6,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+26=0$

$_A(6,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+14=0$

$_A(6,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+2=0$

$_A(6,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-10=0$

$_A(6,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-22=0$

$_A(6,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+30=0$

$_A(6,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+24=0$

$_A(6,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+12=0$

$_A(6,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+6=0$

$_A(6,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-6=0$

$_A(6,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-12=0$

$_A(6,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(6,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-13=0$

$_A(6,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-19=0$

$_A(6,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-25=0$

$_A(6,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-31=0$

$_A(6,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-37=0$

$_A(6,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-43=0$

$_A(6,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-49=0$

$_A(6,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+4=0$

$_A(6,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-8=0$

$_A(6,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-20=0$

$_A(6,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-32=0$

$_A(6,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-44=0$

$_A(6,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+9=0$

$_A(6,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+3=0$

$_A(6,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-9=0$

$_A(6,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-15=0$

$_A(6,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-27=0$

$_A(6,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-33=0$

$_A(6,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+14=0$

$_A(6,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+2=0$

$_A(6,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-10=0$

$_A(6,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-22=0$

$_A(6,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-34=0$

$_A(6,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+19=0$

$_A(6,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+13=0$

$_A(6,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+7=0$

$_A(6,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+1=0$

$_A(6,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-11=0$

$_A(6,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-17=0$

$_A(6,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-23=0$

$_A(6,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-29=0$

$_A(6,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+24=0$

$_A(6,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y=0$

$_A(6,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-12=0$

$_A(6,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+29=0$

$_A(6,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+23=0$

$_A(6,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+17=0$

$_A(6,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+11=0$

$_A(6,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+5=0$

$_A(6,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-1=0$

$_A(6,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-13=0$

$_A(6,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-19=0$

$_A(6,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+34=0$

$_A(6,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+22=0$

$_A(6,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+10=0$

$_A(6,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-2=0$

$_A(6,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-14=0$

$_A(6,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+39=0$

$_A(6,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+33=0$

$_A(6,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+21=0$

$_A(6,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+15=0$

$_A(6,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+3=0$

$_A(6,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-3=0$

$_A(6,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-6=0$

$_A(6,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-12=0$

$_A(6,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-18=0$

$_A(6,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-24=0$

$_A(6,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-30=0$

$_A(6,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-36=0$

$_A(6,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-42=0$

$_A(6,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-48=0$

$_A(6,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+6=0$

$_A(6,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-6=0$

$_A(6,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-18=0$

$_A(6,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-30=0$

$_A(6,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-42=0$

$_A(6,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+12=0$

$_A(6,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+6=0$

$_A(6,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-6=0$

$_A(6,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-12=0$

$_A(6,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-24=0$

$_A(6,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-30=0$

$_A(6,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+18=0$

$_A(6,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+6=0$

$_A(6,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-6=0$

$_A(6,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-18=0$

$_A(6,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-30=0$

$_A(6,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+24=0$

$_A(6,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+18=0$

$_A(6,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+12=0$

$_A(6,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+6=0$

$_A(6,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-6=0$

$_A(6,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-12=0$

$_A(6,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-18=0$

$_A(6,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-24=0$

$_A(6,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+30=0$

$_A(6,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+6=0$

$_A(6,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-6=0$

$_A(6,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+36=0$

$_A(6,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+30=0$

$_A(6,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+24=0$

$_A(6,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+18=0$

$_A(6,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+12=0$

$_A(6,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+6=0$

$_A(6,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-6=0$

$_A(6,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-12=0$

$_A(6,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+42=0$

$_A(6,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+30=0$

$_A(6,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+18=0$

$_A(6,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+6=0$

$_A(6,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-6=0$

$_A(6,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+48=0$

$_A(6,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+42=0$

$_A(6,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+30=0$

$_A(6,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+24=0$

$_A(6,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+12=0$

$_A(6,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+6=0$

$_A(6,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(6,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-11=0$

$_A(6,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-17=0$

$_A(6,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-23=0$

$_A(6,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-29=0$

$_A(6,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-35=0$

$_A(6,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-41=0$

$_A(6,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-47=0$

$_A(6,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+8=0$

$_A(6,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-4=0$

$_A(6,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-16=0$

$_A(6,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-28=0$

$_A(6,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-40=0$

$_A(6,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+15=0$

$_A(6,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+9=0$

$_A(6,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-3=0$

$_A(6,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-9=0$

$_A(6,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-21=0$

$_A(6,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-27=0$

$_A(6,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+22=0$

$_A(6,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+10=0$

$_A(6,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-2=0$

$_A(6,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-14=0$

$_A(6,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-26=0$

$_A(6,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+29=0$

$_A(6,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+23=0$

$_A(6,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+17=0$

$_A(6,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+11=0$

$_A(6,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-1=0$

$_A(6,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-7=0$

$_A(6,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-13=0$

$_A(6,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-19=0$

$_A(6,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+36=0$

$_A(6,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+12=0$

$_A(6,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y=0$

$_A(6,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+43=0$

$_A(6,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+37=0$

$_A(6,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+31=0$

$_A(6,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+25=0$

$_A(6,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+19=0$

$_A(6,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+13=0$

$_A(6,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+1=0$

$_A(6,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-5=0$

$_A(6,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+50=0$

$_A(6,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+38=0$

$_A(6,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+26=0$

$_A(6,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+14=0$

$_A(6,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+2=0$

$_A(6,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+57=0$

$_A(6,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+51=0$

$_A(6,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+39=0$

$_A(6,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+33=0$

$_A(6,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+21=0$

$_A(6,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+15=0$

$_A(6,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-4=0$

$_A(6,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-10=0$

$_A(6,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-16=0$

$_A(6,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-22=0$

$_A(6,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-28=0$

$_A(6,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-34=0$

$_A(6,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-40=0$

$_A(6,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-46=0$

$_A(6,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(6,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-2=0$

$_A(6,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-14=0$

$_A(6,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-26=0$

$_A(6,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-38=0$

$_A(6,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+18=0$

$_A(6,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+12=0$

$_A(6,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y=0$

$_A(6,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-6=0$

$_A(6,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-18=0$

$_A(6,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-24=0$

$_A(6,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+26=0$

$_A(6,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+14=0$

$_A(6,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+2=0$

$_A(6,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-10=0$

$_A(6,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-22=0$

$_A(6,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+34=0$

$_A(6,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+28=0$

$_A(6,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+22=0$

$_A(6,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+16=0$

$_A(6,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+4=0$

$_A(6,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-2=0$

$_A(6,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-8=0$

$_A(6,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-14=0$

$_A(6,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+42=0$

$_A(6,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+18=0$

$_A(6,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+6=0$

$_A(6,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+50=0$

$_A(6,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+44=0$

$_A(6,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+38=0$

$_A(6,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+32=0$

$_A(6,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+26=0$

$_A(6,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+20=0$

$_A(6,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+8=0$

$_A(6,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+2=0$

$_A(6,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+58=0$

$_A(6,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+46=0$

$_A(6,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+34=0$

$_A(6,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+22=0$

$_A(6,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+10=0$

$_A(6,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+66=0$

$_A(6,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+60=0$

$_A(6,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+48=0$

$_A(6,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+42=0$

$_A(6,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+30=0$

$_A(6,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+24=0$

$_A(6,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(6,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-9=0$

$_A(6,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-15=0$

$_A(6,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-21=0$

$_A(6,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-27=0$

$_A(6,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-33=0$

$_A(6,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-39=0$

$_A(6,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-45=0$

$_A(6,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+12=0$

$_A(6,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y=0$

$_A(6,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-12=0$

$_A(6,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-24=0$

$_A(6,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-36=0$

$_A(6,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+21=0$

$_A(6,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+15=0$

$_A(6,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+3=0$

$_A(6,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-3=0$

$_A(6,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-15=0$

$_A(6,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-21=0$

$_A(6,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+30=0$

$_A(6,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+18=0$

$_A(6,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+6=0$

$_A(6,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-6=0$

$_A(6,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-18=0$

$_A(6,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+39=0$

$_A(6,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+33=0$

$_A(6,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+27=0$

$_A(6,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+21=0$

$_A(6,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+9=0$

$_A(6,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+3=0$

$_A(6,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-3=0$

$_A(6,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-9=0$

$_A(6,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+48=0$

$_A(6,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+24=0$

$_A(6,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+12=0$

$_A(6,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+57=0$

$_A(6,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+51=0$

$_A(6,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+45=0$

$_A(6,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+39=0$

$_A(6,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+33=0$

$_A(6,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+27=0$

$_A(6,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+15=0$

$_A(6,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+9=0$

$_A(6,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+66=0$

$_A(6,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+54=0$

$_A(6,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+42=0$

$_A(6,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+30=0$

$_A(6,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+18=0$

$_A(6,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+75=0$

$_A(6,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+69=0$

$_A(6,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+57=0$

$_A(6,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+51=0$

$_A(6,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+39=0$

$_A(6,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+33=0$

$_A(7,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-6=0$

$_A(7,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(7,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-20=0$

$_A(7,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-27=0$

$_A(7,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-34=0$

$_A(7,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-41=0$

$_A(7,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-48=0$

$_A(7,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-55=0$

$_A(7,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-62=0$

$_A(7,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(7,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-19=0$

$_A(7,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-33=0$

$_A(7,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-47=0$

$_A(7,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-61=0$

$_A(7,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-4=0$

$_A(7,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-11=0$

$_A(7,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-25=0$

$_A(7,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-32=0$

$_A(7,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-46=0$

$_A(7,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-53=0$

$_A(7,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-3=0$

$_A(7,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-17=0$

$_A(7,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-31=0$

$_A(7,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-45=0$

$_A(7,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-59=0$

$_A(7,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-2=0$

$_A(7,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-9=0$

$_A(7,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-16=0$

$_A(7,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-23=0$

$_A(7,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-37=0$

$_A(7,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-44=0$

$_A(7,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-51=0$

$_A(7,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-58=0$

$_A(7,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-1=0$

$_A(7,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-29=0$

$_A(7,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-43=0$

$_A(7,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y=0$

$_A(7,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-7=0$

$_A(7,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-14=0$

$_A(7,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-21=0$

$_A(7,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-28=0$

$_A(7,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-35=0$

$_A(7,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-49=0$

$_A(7,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-56=0$

$_A(7,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+1=0$

$_A(7,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-13=0$

$_A(7,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-27=0$

$_A(7,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-41=0$

$_A(7,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-55=0$

$_A(7,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+2=0$

$_A(7,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-5=0$

$_A(7,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-19=0$

$_A(7,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-26=0$

$_A(7,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-40=0$

$_A(7,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-47=0$

$_A(7,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-12=0$

$_A(7,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-19=0$

$_A(7,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-26=0$

$_A(7,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-33=0$

$_A(7,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-40=0$

$_A(7,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-47=0$

$_A(7,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-54=0$

$_A(7,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-61=0$

$_A(7,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(7,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-17=0$

$_A(7,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-31=0$

$_A(7,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-45=0$

$_A(7,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-59=0$

$_A(7,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-1=0$

$_A(7,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-8=0$

$_A(7,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-22=0$

$_A(7,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-29=0$

$_A(7,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-43=0$

$_A(7,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-50=0$

$_A(7,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+1=0$

$_A(7,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-13=0$

$_A(7,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-27=0$

$_A(7,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-41=0$

$_A(7,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-55=0$

$_A(7,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+3=0$

$_A(7,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-4=0$

$_A(7,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-11=0$

$_A(7,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-18=0$

$_A(7,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-32=0$

$_A(7,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-39=0$

$_A(7,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-46=0$

$_A(7,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-53=0$

$_A(7,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+5=0$

$_A(7,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-23=0$

$_A(7,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-37=0$

$_A(7,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+7=0$

$_A(7,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y=0$

$_A(7,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-7=0$

$_A(7,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-14=0$

$_A(7,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-21=0$

$_A(7,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-28=0$

$_A(7,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-42=0$

$_A(7,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-49=0$

$_A(7,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+9=0$

$_A(7,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-5=0$

$_A(7,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-19=0$

$_A(7,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-33=0$

$_A(7,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-47=0$

$_A(7,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+11=0$

$_A(7,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+4=0$

$_A(7,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-10=0$

$_A(7,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-17=0$

$_A(7,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-31=0$

$_A(7,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-38=0$

$_A(7,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(7,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-18=0$

$_A(7,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-25=0$

$_A(7,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-32=0$

$_A(7,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-39=0$

$_A(7,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-46=0$

$_A(7,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-53=0$

$_A(7,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-60=0$

$_A(7,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(7,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-15=0$

$_A(7,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-29=0$

$_A(7,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-43=0$

$_A(7,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-57=0$

$_A(7,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+2=0$

$_A(7,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-5=0$

$_A(7,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-19=0$

$_A(7,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-26=0$

$_A(7,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-40=0$

$_A(7,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-47=0$

$_A(7,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+5=0$

$_A(7,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-9=0$

$_A(7,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-23=0$

$_A(7,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-37=0$

$_A(7,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-51=0$

$_A(7,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+8=0$

$_A(7,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+1=0$

$_A(7,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-6=0$

$_A(7,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-13=0$

$_A(7,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-27=0$

$_A(7,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-34=0$

$_A(7,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-41=0$

$_A(7,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-48=0$

$_A(7,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+11=0$

$_A(7,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-17=0$

$_A(7,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-31=0$

$_A(7,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+14=0$

$_A(7,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+7=0$

$_A(7,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y=0$

$_A(7,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-7=0$

$_A(7,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-14=0$

$_A(7,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-21=0$

$_A(7,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-35=0$

$_A(7,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-42=0$

$_A(7,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+17=0$

$_A(7,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+3=0$

$_A(7,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-11=0$

$_A(7,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-25=0$

$_A(7,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-39=0$

$_A(7,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+20=0$

$_A(7,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+13=0$

$_A(7,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-1=0$

$_A(7,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-8=0$

$_A(7,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-22=0$

$_A(7,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-29=0$

$_A(7,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(7,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-17=0$

$_A(7,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-24=0$

$_A(7,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-31=0$

$_A(7,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-38=0$

$_A(7,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-45=0$

$_A(7,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-52=0$

$_A(7,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-59=0$

$_A(7,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(7,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-13=0$

$_A(7,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-27=0$

$_A(7,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-41=0$

$_A(7,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-55=0$

$_A(7,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+5=0$

$_A(7,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-2=0$

$_A(7,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-16=0$

$_A(7,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-23=0$

$_A(7,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-37=0$

$_A(7,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-44=0$

$_A(7,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+9=0$

$_A(7,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-5=0$

$_A(7,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-19=0$

$_A(7,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-33=0$

$_A(7,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-47=0$

$_A(7,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+13=0$

$_A(7,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+6=0$

$_A(7,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-1=0$

$_A(7,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-8=0$

$_A(7,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-22=0$

$_A(7,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-29=0$

$_A(7,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-36=0$

$_A(7,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-43=0$

$_A(7,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+17=0$

$_A(7,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-11=0$

$_A(7,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-25=0$

$_A(7,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+21=0$

$_A(7,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+14=0$

$_A(7,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+7=0$

$_A(7,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y=0$

$_A(7,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-7=0$

$_A(7,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-14=0$

$_A(7,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-28=0$

$_A(7,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-35=0$

$_A(7,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+25=0$

$_A(7,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+11=0$

$_A(7,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-3=0$

$_A(7,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-17=0$

$_A(7,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-31=0$

$_A(7,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+29=0$

$_A(7,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+22=0$

$_A(7,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+8=0$

$_A(7,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+1=0$

$_A(7,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-13=0$

$_A(7,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-20=0$

$_A(7,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(7,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-16=0$

$_A(7,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-23=0$

$_A(7,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-30=0$

$_A(7,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-37=0$

$_A(7,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-44=0$

$_A(7,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-51=0$

$_A(7,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-58=0$

$_A(7,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(7,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-11=0$

$_A(7,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-25=0$

$_A(7,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-39=0$

$_A(7,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-53=0$

$_A(7,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+8=0$

$_A(7,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+1=0$

$_A(7,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-13=0$

$_A(7,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-20=0$

$_A(7,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-34=0$

$_A(7,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-41=0$

$_A(7,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+13=0$

$_A(7,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-1=0$

$_A(7,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-15=0$

$_A(7,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-29=0$

$_A(7,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-43=0$

$_A(7,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+18=0$

$_A(7,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+11=0$

$_A(7,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+4=0$

$_A(7,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-3=0$

$_A(7,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-17=0$

$_A(7,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-24=0$

$_A(7,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-31=0$

$_A(7,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-38=0$

$_A(7,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+23=0$

$_A(7,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-5=0$

$_A(7,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-19=0$

$_A(7,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+28=0$

$_A(7,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+21=0$

$_A(7,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+14=0$

$_A(7,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+7=0$

$_A(7,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y=0$

$_A(7,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-7=0$

$_A(7,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-21=0$

$_A(7,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-28=0$

$_A(7,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+33=0$

$_A(7,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+19=0$

$_A(7,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+5=0$

$_A(7,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-9=0$

$_A(7,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-23=0$

$_A(7,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+38=0$

$_A(7,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+31=0$

$_A(7,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+17=0$

$_A(7,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+10=0$

$_A(7,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-4=0$

$_A(7,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-11=0$

$_A(7,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-8=0$

$_A(7,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-15=0$

$_A(7,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-22=0$

$_A(7,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-29=0$

$_A(7,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-36=0$

$_A(7,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-43=0$

$_A(7,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-50=0$

$_A(7,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-57=0$

$_A(7,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(7,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-9=0$

$_A(7,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-23=0$

$_A(7,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-37=0$

$_A(7,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-51=0$

$_A(7,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+11=0$

$_A(7,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+4=0$

$_A(7,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-10=0$

$_A(7,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-17=0$

$_A(7,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-31=0$

$_A(7,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-38=0$

$_A(7,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+17=0$

$_A(7,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+3=0$

$_A(7,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-11=0$

$_A(7,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-25=0$

$_A(7,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-39=0$

$_A(7,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+23=0$

$_A(7,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+16=0$

$_A(7,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+9=0$

$_A(7,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+2=0$

$_A(7,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-12=0$

$_A(7,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-19=0$

$_A(7,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-26=0$

$_A(7,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-33=0$

$_A(7,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+29=0$

$_A(7,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+1=0$

$_A(7,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-13=0$

$_A(7,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+35=0$

$_A(7,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+28=0$

$_A(7,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+21=0$

$_A(7,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+14=0$

$_A(7,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+7=0$

$_A(7,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y=0$

$_A(7,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-14=0$

$_A(7,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-21=0$

$_A(7,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+41=0$

$_A(7,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+27=0$

$_A(7,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+13=0$

$_A(7,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-1=0$

$_A(7,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-15=0$

$_A(7,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+47=0$

$_A(7,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+40=0$

$_A(7,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+26=0$

$_A(7,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+19=0$

$_A(7,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+5=0$

$_A(7,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-2=0$

$_A(7,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(7,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-14=0$

$_A(7,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-21=0$

$_A(7,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-28=0$

$_A(7,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-35=0$

$_A(7,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-42=0$

$_A(7,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-49=0$

$_A(7,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-56=0$

$_A(7,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(7,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-7=0$

$_A(7,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-21=0$

$_A(7,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-35=0$

$_A(7,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-49=0$

$_A(7,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+14=0$

$_A(7,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+7=0$

$_A(7,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-7=0$

$_A(7,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-14=0$

$_A(7,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-28=0$

$_A(7,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-35=0$

$_A(7,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+21=0$

$_A(7,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+7=0$

$_A(7,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-7=0$

$_A(7,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-21=0$

$_A(7,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-35=0$

$_A(7,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+28=0$

$_A(7,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+21=0$

$_A(7,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+14=0$

$_A(7,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+7=0$

$_A(7,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-7=0$

$_A(7,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-14=0$

$_A(7,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-21=0$

$_A(7,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-28=0$

$_A(7,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+35=0$

$_A(7,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+7=0$

$_A(7,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-7=0$

$_A(7,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+42=0$

$_A(7,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+35=0$

$_A(7,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+28=0$

$_A(7,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+21=0$

$_A(7,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+14=0$

$_A(7,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+7=0$

$_A(7,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-7=0$

$_A(7,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-14=0$

$_A(7,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+49=0$

$_A(7,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+35=0$

$_A(7,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+21=0$

$_A(7,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+7=0$

$_A(7,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-7=0$

$_A(7,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+56=0$

$_A(7,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+49=0$

$_A(7,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+35=0$

$_A(7,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+28=0$

$_A(7,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+14=0$

$_A(7,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+7=0$

$_A(7,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-6=0$

$_A(7,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-13=0$

$_A(7,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-20=0$

$_A(7,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-27=0$

$_A(7,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-34=0$

$_A(7,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-41=0$

$_A(7,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-48=0$

$_A(7,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-55=0$

$_A(7,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(7,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-5=0$

$_A(7,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-19=0$

$_A(7,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-33=0$

$_A(7,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-47=0$

$_A(7,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+17=0$

$_A(7,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+10=0$

$_A(7,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-4=0$

$_A(7,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-11=0$

$_A(7,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-25=0$

$_A(7,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-32=0$

$_A(7,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+25=0$

$_A(7,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+11=0$

$_A(7,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-3=0$

$_A(7,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-17=0$

$_A(7,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-31=0$

$_A(7,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+33=0$

$_A(7,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+26=0$

$_A(7,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+19=0$

$_A(7,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+12=0$

$_A(7,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-2=0$

$_A(7,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-9=0$

$_A(7,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-16=0$

$_A(7,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-23=0$

$_A(7,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+41=0$

$_A(7,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+13=0$

$_A(7,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-1=0$

$_A(7,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+49=0$

$_A(7,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+42=0$

$_A(7,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+35=0$

$_A(7,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+28=0$

$_A(7,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+21=0$

$_A(7,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+14=0$

$_A(7,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y=0$

$_A(7,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-7=0$

$_A(7,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+57=0$

$_A(7,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+43=0$

$_A(7,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+29=0$

$_A(7,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+15=0$

$_A(7,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+1=0$

$_A(7,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+65=0$

$_A(7,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+58=0$

$_A(7,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+44=0$

$_A(7,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+37=0$

$_A(7,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+23=0$

$_A(7,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+16=0$

$_A(7,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(7,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-12=0$

$_A(7,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-19=0$

$_A(7,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-26=0$

$_A(7,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-33=0$

$_A(7,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-40=0$

$_A(7,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-47=0$

$_A(7,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-54=0$

$_A(7,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(7,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-3=0$

$_A(7,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-17=0$

$_A(7,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-31=0$

$_A(7,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-45=0$

$_A(7,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+20=0$

$_A(7,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+13=0$

$_A(7,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-1=0$

$_A(7,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-8=0$

$_A(7,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-22=0$

$_A(7,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-29=0$

$_A(7,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+29=0$

$_A(7,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+15=0$

$_A(7,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+1=0$

$_A(7,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-13=0$

$_A(7,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-27=0$

$_A(7,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+38=0$

$_A(7,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+31=0$

$_A(7,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+24=0$

$_A(7,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+17=0$

$_A(7,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+3=0$

$_A(7,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-4=0$

$_A(7,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-11=0$

$_A(7,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-18=0$

$_A(7,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+47=0$

$_A(7,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+19=0$

$_A(7,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+5=0$

$_A(7,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+56=0$

$_A(7,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+49=0$

$_A(7,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+42=0$

$_A(7,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+35=0$

$_A(7,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+28=0$

$_A(7,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+21=0$

$_A(7,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+7=0$

$_A(7,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y=0$

$_A(7,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+65=0$

$_A(7,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+51=0$

$_A(7,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+37=0$

$_A(7,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+23=0$

$_A(7,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+9=0$

$_A(7,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+74=0$

$_A(7,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+67=0$

$_A(7,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+53=0$

$_A(7,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+46=0$

$_A(7,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+32=0$

$_A(7,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+25=0$

$_A(8,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-7=0$

$_A(8,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-15=0$

$_A(8,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-23=0$

$_A(8,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-31=0$

$_A(8,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-39=0$

$_A(8,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-47=0$

$_A(8,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-55=0$

$_A(8,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-63=0$

$_A(8,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-71=0$

$_A(8,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-6=0$

$_A(8,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-22=0$

$_A(8,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-38=0$

$_A(8,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-54=0$

$_A(8,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-70=0$

$_A(8,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-5=0$

$_A(8,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-13=0$

$_A(8,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-29=0$

$_A(8,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-37=0$

$_A(8,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-53=0$

$_A(8,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-61=0$

$_A(8,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-4=0$

$_A(8,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-20=0$

$_A(8,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-36=0$

$_A(8,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-52=0$

$_A(8,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-68=0$

$_A(8,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-3=0$

$_A(8,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-11=0$

$_A(8,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-19=0$

$_A(8,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-27=0$

$_A(8,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-43=0$

$_A(8,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-51=0$

$_A(8,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-59=0$

$_A(8,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-67=0$

$_A(8,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-2=0$

$_A(8,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-34=0$

$_A(8,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-50=0$

$_A(8,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-1=0$

$_A(8,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-9=0$

$_A(8,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-17=0$

$_A(8,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-25=0$

$_A(8,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-33=0$

$_A(8,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-41=0$

$_A(8,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-57=0$

$_A(8,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-65=0$

$_A(8,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y=0$

$_A(8,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-16=0$

$_A(8,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-32=0$

$_A(8,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-48=0$

$_A(8,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-64=0$

$_A(8,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+1=0$

$_A(8,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-7=0$

$_A(8,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-23=0$

$_A(8,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-31=0$

$_A(8,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-47=0$

$_A(8,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-55=0$

$_A(8,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-14=0$

$_A(8,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-22=0$

$_A(8,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-30=0$

$_A(8,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-38=0$

$_A(8,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-46=0$

$_A(8,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-54=0$

$_A(8,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-62=0$

$_A(8,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-70=0$

$_A(8,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-4=0$

$_A(8,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-20=0$

$_A(8,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-36=0$

$_A(8,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-52=0$

$_A(8,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-68=0$

$_A(8,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-2=0$

$_A(8,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-10=0$

$_A(8,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-26=0$

$_A(8,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-34=0$

$_A(8,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-50=0$

$_A(8,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-58=0$

$_A(8,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y=0$

$_A(8,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-16=0$

$_A(8,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-32=0$

$_A(8,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-48=0$

$_A(8,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-64=0$

$_A(8,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+2=0$

$_A(8,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-6=0$

$_A(8,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-14=0$

$_A(8,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-22=0$

$_A(8,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-38=0$

$_A(8,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-46=0$

$_A(8,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-54=0$

$_A(8,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-62=0$

$_A(8,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+4=0$

$_A(8,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-28=0$

$_A(8,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-44=0$

$_A(8,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+6=0$

$_A(8,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-2=0$

$_A(8,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-10=0$

$_A(8,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-18=0$

$_A(8,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-26=0$

$_A(8,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-34=0$

$_A(8,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-50=0$

$_A(8,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-58=0$

$_A(8,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+8=0$

$_A(8,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-8=0$

$_A(8,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-24=0$

$_A(8,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-40=0$

$_A(8,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-56=0$

$_A(8,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+10=0$

$_A(8,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+2=0$

$_A(8,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-14=0$

$_A(8,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-22=0$

$_A(8,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-38=0$

$_A(8,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-46=0$

$_A(8,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(8,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-21=0$

$_A(8,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-29=0$

$_A(8,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-37=0$

$_A(8,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-45=0$

$_A(8,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-53=0$

$_A(8,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-61=0$

$_A(8,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-69=0$

$_A(8,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-2=0$

$_A(8,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-18=0$

$_A(8,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-34=0$

$_A(8,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-50=0$

$_A(8,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-66=0$

$_A(8,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+1=0$

$_A(8,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-7=0$

$_A(8,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-23=0$

$_A(8,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-31=0$

$_A(8,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-47=0$

$_A(8,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-55=0$

$_A(8,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+4=0$

$_A(8,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-12=0$

$_A(8,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-28=0$

$_A(8,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-44=0$

$_A(8,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-60=0$

$_A(8,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+7=0$

$_A(8,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-1=0$

$_A(8,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-9=0$

$_A(8,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-17=0$

$_A(8,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-33=0$

$_A(8,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-41=0$

$_A(8,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-49=0$

$_A(8,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-57=0$

$_A(8,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+10=0$

$_A(8,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-22=0$

$_A(8,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-38=0$

$_A(8,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+13=0$

$_A(8,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+5=0$

$_A(8,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-3=0$

$_A(8,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-11=0$

$_A(8,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-19=0$

$_A(8,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-27=0$

$_A(8,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-43=0$

$_A(8,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-51=0$

$_A(8,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+16=0$

$_A(8,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y=0$

$_A(8,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-16=0$

$_A(8,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-32=0$

$_A(8,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-48=0$

$_A(8,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+19=0$

$_A(8,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+11=0$

$_A(8,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-5=0$

$_A(8,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-13=0$

$_A(8,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-29=0$

$_A(8,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-37=0$

$_A(8,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-12=0$

$_A(8,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-20=0$

$_A(8,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-28=0$

$_A(8,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-36=0$

$_A(8,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-44=0$

$_A(8,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-52=0$

$_A(8,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-60=0$

$_A(8,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-68=0$

$_A(8,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(8,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-16=0$

$_A(8,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-32=0$

$_A(8,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-48=0$

$_A(8,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-64=0$

$_A(8,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+4=0$

$_A(8,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-4=0$

$_A(8,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-20=0$

$_A(8,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-28=0$

$_A(8,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-44=0$

$_A(8,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-52=0$

$_A(8,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+8=0$

$_A(8,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-8=0$

$_A(8,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-24=0$

$_A(8,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-40=0$

$_A(8,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-56=0$

$_A(8,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+12=0$

$_A(8,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+4=0$

$_A(8,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-4=0$

$_A(8,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-12=0$

$_A(8,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-28=0$

$_A(8,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-36=0$

$_A(8,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-44=0$

$_A(8,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-52=0$

$_A(8,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+16=0$

$_A(8,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-16=0$

$_A(8,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-32=0$

$_A(8,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+20=0$

$_A(8,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+12=0$

$_A(8,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+4=0$

$_A(8,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-4=0$

$_A(8,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-12=0$

$_A(8,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-20=0$

$_A(8,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-36=0$

$_A(8,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-44=0$

$_A(8,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+24=0$

$_A(8,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+8=0$

$_A(8,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-8=0$

$_A(8,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-24=0$

$_A(8,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-40=0$

$_A(8,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+28=0$

$_A(8,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+20=0$

$_A(8,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+4=0$

$_A(8,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-4=0$

$_A(8,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-20=0$

$_A(8,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-28=0$

$_A(8,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(8,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-19=0$

$_A(8,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-27=0$

$_A(8,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-35=0$

$_A(8,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-43=0$

$_A(8,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-51=0$

$_A(8,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-59=0$

$_A(8,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-67=0$

$_A(8,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+2=0$

$_A(8,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-14=0$

$_A(8,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-30=0$

$_A(8,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-46=0$

$_A(8,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-62=0$

$_A(8,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+7=0$

$_A(8,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-1=0$

$_A(8,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-17=0$

$_A(8,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-25=0$

$_A(8,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-41=0$

$_A(8,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-49=0$

$_A(8,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+12=0$

$_A(8,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-4=0$

$_A(8,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-20=0$

$_A(8,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-36=0$

$_A(8,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-52=0$

$_A(8,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+17=0$

$_A(8,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+9=0$

$_A(8,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+1=0$

$_A(8,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-7=0$

$_A(8,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-23=0$

$_A(8,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-31=0$

$_A(8,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-39=0$

$_A(8,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-47=0$

$_A(8,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+22=0$

$_A(8,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-10=0$

$_A(8,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-26=0$

$_A(8,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+27=0$

$_A(8,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+19=0$

$_A(8,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+11=0$

$_A(8,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+3=0$

$_A(8,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-5=0$

$_A(8,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-13=0$

$_A(8,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-29=0$

$_A(8,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-37=0$

$_A(8,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+32=0$

$_A(8,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+16=0$

$_A(8,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y=0$

$_A(8,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-16=0$

$_A(8,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-32=0$

$_A(8,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+37=0$

$_A(8,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+29=0$

$_A(8,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+13=0$

$_A(8,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+5=0$

$_A(8,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-11=0$

$_A(8,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-19=0$

$_A(8,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(8,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-18=0$

$_A(8,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-26=0$

$_A(8,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-34=0$

$_A(8,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-42=0$

$_A(8,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-50=0$

$_A(8,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-58=0$

$_A(8,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-66=0$

$_A(8,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+4=0$

$_A(8,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-12=0$

$_A(8,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-28=0$

$_A(8,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-44=0$

$_A(8,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-60=0$

$_A(8,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+10=0$

$_A(8,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+2=0$

$_A(8,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-14=0$

$_A(8,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-22=0$

$_A(8,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-38=0$

$_A(8,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-46=0$

$_A(8,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+16=0$

$_A(8,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y=0$

$_A(8,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-16=0$

$_A(8,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-32=0$

$_A(8,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-48=0$

$_A(8,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+22=0$

$_A(8,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+14=0$

$_A(8,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+6=0$

$_A(8,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-2=0$

$_A(8,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-18=0$

$_A(8,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-26=0$

$_A(8,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-34=0$

$_A(8,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-42=0$

$_A(8,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+28=0$

$_A(8,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-4=0$

$_A(8,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-20=0$

$_A(8,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+34=0$

$_A(8,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+26=0$

$_A(8,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+18=0$

$_A(8,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+10=0$

$_A(8,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+2=0$

$_A(8,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-6=0$

$_A(8,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-22=0$

$_A(8,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-30=0$

$_A(8,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+40=0$

$_A(8,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+24=0$

$_A(8,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+8=0$

$_A(8,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-8=0$

$_A(8,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-24=0$

$_A(8,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+46=0$

$_A(8,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+38=0$

$_A(8,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+22=0$

$_A(8,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+14=0$

$_A(8,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-2=0$

$_A(8,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-10=0$

$_A(8,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(8,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-17=0$

$_A(8,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-25=0$

$_A(8,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-33=0$

$_A(8,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-41=0$

$_A(8,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-49=0$

$_A(8,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-57=0$

$_A(8,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-65=0$

$_A(8,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+6=0$

$_A(8,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-10=0$

$_A(8,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-26=0$

$_A(8,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-42=0$

$_A(8,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-58=0$

$_A(8,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+13=0$

$_A(8,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+5=0$

$_A(8,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-11=0$

$_A(8,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-19=0$

$_A(8,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-35=0$

$_A(8,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-43=0$

$_A(8,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+20=0$

$_A(8,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+4=0$

$_A(8,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-12=0$

$_A(8,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-28=0$

$_A(8,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-44=0$

$_A(8,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+27=0$

$_A(8,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+19=0$

$_A(8,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+11=0$

$_A(8,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+3=0$

$_A(8,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-13=0$

$_A(8,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-21=0$

$_A(8,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-29=0$

$_A(8,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-37=0$

$_A(8,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+34=0$

$_A(8,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+2=0$

$_A(8,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-14=0$

$_A(8,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+41=0$

$_A(8,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+33=0$

$_A(8,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+25=0$

$_A(8,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+17=0$

$_A(8,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+9=0$

$_A(8,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+1=0$

$_A(8,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-15=0$

$_A(8,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-23=0$

$_A(8,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+48=0$

$_A(8,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+32=0$

$_A(8,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+16=0$

$_A(8,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y=0$

$_A(8,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-16=0$

$_A(8,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+55=0$

$_A(8,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+47=0$

$_A(8,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+31=0$

$_A(8,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+23=0$

$_A(8,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+7=0$

$_A(8,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-1=0$

$_A(8,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-8=0$

$_A(8,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-16=0$

$_A(8,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-24=0$

$_A(8,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-32=0$

$_A(8,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-40=0$

$_A(8,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-48=0$

$_A(8,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-56=0$

$_A(8,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-64=0$

$_A(8,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+8=0$

$_A(8,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-8=0$

$_A(8,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-24=0$

$_A(8,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-40=0$

$_A(8,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-56=0$

$_A(8,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+16=0$

$_A(8,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+8=0$

$_A(8,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-8=0$

$_A(8,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-16=0$

$_A(8,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-32=0$

$_A(8,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-40=0$

$_A(8,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+24=0$

$_A(8,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+8=0$

$_A(8,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-8=0$

$_A(8,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-24=0$

$_A(8,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-40=0$

$_A(8,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+32=0$

$_A(8,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+24=0$

$_A(8,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+16=0$

$_A(8,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+8=0$

$_A(8,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-8=0$

$_A(8,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-16=0$

$_A(8,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-24=0$

$_A(8,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-32=0$

$_A(8,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+40=0$

$_A(8,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+8=0$

$_A(8,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-8=0$

$_A(8,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+48=0$

$_A(8,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+40=0$

$_A(8,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+32=0$

$_A(8,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+24=0$

$_A(8,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+16=0$

$_A(8,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+8=0$

$_A(8,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-8=0$

$_A(8,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-16=0$

$_A(8,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+56=0$

$_A(8,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+40=0$

$_A(8,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+24=0$

$_A(8,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+8=0$

$_A(8,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-8=0$

$_A(8,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+64=0$

$_A(8,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+56=0$

$_A(8,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+40=0$

$_A(8,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+32=0$

$_A(8,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+16=0$

$_A(8,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+8=0$

$_A(8,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(8,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-15=0$

$_A(8,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-23=0$

$_A(8,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-31=0$

$_A(8,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-39=0$

$_A(8,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-47=0$

$_A(8,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-55=0$

$_A(8,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-63=0$

$_A(8,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(8,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-6=0$

$_A(8,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-22=0$

$_A(8,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-38=0$

$_A(8,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-54=0$

$_A(8,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+19=0$

$_A(8,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+11=0$

$_A(8,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-5=0$

$_A(8,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-13=0$

$_A(8,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-29=0$

$_A(8,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-37=0$

$_A(8,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+28=0$

$_A(8,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+12=0$

$_A(8,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-4=0$

$_A(8,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-20=0$

$_A(8,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-36=0$

$_A(8,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+37=0$

$_A(8,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+29=0$

$_A(8,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+21=0$

$_A(8,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+13=0$

$_A(8,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-3=0$

$_A(8,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-11=0$

$_A(8,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-19=0$

$_A(8,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-27=0$

$_A(8,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+46=0$

$_A(8,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+14=0$

$_A(8,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-2=0$

$_A(8,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+55=0$

$_A(8,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+47=0$

$_A(8,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+39=0$

$_A(8,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+31=0$

$_A(8,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+23=0$

$_A(8,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+15=0$

$_A(8,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-1=0$

$_A(8,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-9=0$

$_A(8,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+64=0$

$_A(8,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+48=0$

$_A(8,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+32=0$

$_A(8,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+16=0$

$_A(8,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y=0$

$_A(8,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+73=0$

$_A(8,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+65=0$

$_A(8,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+49=0$

$_A(8,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+41=0$

$_A(8,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+25=0$

$_A(8,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+17=0$

$_A(9,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-8=0$

$_A(9,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-17=0$

$_A(9,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-26=0$

$_A(9,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-35=0$

$_A(9,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-44=0$

$_A(9,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-53=0$

$_A(9,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-62=0$

$_A(9,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-71=0$

$_A(9,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-80=0$

$_A(9,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(9,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-25=0$

$_A(9,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-43=0$

$_A(9,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-61=0$

$_A(9,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-79=0$

$_A(9,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-6=0$

$_A(9,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-15=0$

$_A(9,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-33=0$

$_A(9,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-42=0$

$_A(9,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-60=0$

$_A(9,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-69=0$

$_A(9,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-5=0$

$_A(9,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-23=0$

$_A(9,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-41=0$

$_A(9,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-59=0$

$_A(9,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-77=0$

$_A(9,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-4=0$

$_A(9,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-13=0$

$_A(9,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-22=0$

$_A(9,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-31=0$

$_A(9,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-49=0$

$_A(9,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-58=0$

$_A(9,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-67=0$

$_A(9,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-76=0$

$_A(9,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-3=0$

$_A(9,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-39=0$

$_A(9,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-57=0$

$_A(9,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-2=0$

$_A(9,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-11=0$

$_A(9,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-20=0$

$_A(9,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-29=0$

$_A(9,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-38=0$

$_A(9,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-47=0$

$_A(9,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-65=0$

$_A(9,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-74=0$

$_A(9,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-1=0$

$_A(9,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-19=0$

$_A(9,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-37=0$

$_A(9,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-55=0$

$_A(9,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-73=0$

$_A(9,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y=0$

$_A(9,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-9=0$

$_A(9,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-27=0$

$_A(9,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-36=0$

$_A(9,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-54=0$

$_A(9,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-63=0$

$_A(9,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-16=0$

$_A(9,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-25=0$

$_A(9,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-34=0$

$_A(9,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-43=0$

$_A(9,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-52=0$

$_A(9,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-61=0$

$_A(9,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-70=0$

$_A(9,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-79=0$

$_A(9,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(9,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-23=0$

$_A(9,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-41=0$

$_A(9,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-59=0$

$_A(9,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-77=0$

$_A(9,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-3=0$

$_A(9,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-12=0$

$_A(9,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-30=0$

$_A(9,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-39=0$

$_A(9,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-57=0$

$_A(9,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-66=0$

$_A(9,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-1=0$

$_A(9,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-19=0$

$_A(9,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-37=0$

$_A(9,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-55=0$

$_A(9,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-73=0$

$_A(9,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+1=0$

$_A(9,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-8=0$

$_A(9,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-17=0$

$_A(9,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-26=0$

$_A(9,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-44=0$

$_A(9,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-53=0$

$_A(9,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-62=0$

$_A(9,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-71=0$

$_A(9,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+3=0$

$_A(9,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-33=0$

$_A(9,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-51=0$

$_A(9,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+5=0$

$_A(9,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-4=0$

$_A(9,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-13=0$

$_A(9,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-22=0$

$_A(9,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-31=0$

$_A(9,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-40=0$

$_A(9,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-58=0$

$_A(9,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-67=0$

$_A(9,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+7=0$

$_A(9,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-11=0$

$_A(9,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-29=0$

$_A(9,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-47=0$

$_A(9,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-65=0$

$_A(9,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+9=0$

$_A(9,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y=0$

$_A(9,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-18=0$

$_A(9,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-27=0$

$_A(9,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-45=0$

$_A(9,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-54=0$

$_A(9,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-15=0$

$_A(9,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-24=0$

$_A(9,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-33=0$

$_A(9,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-42=0$

$_A(9,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-51=0$

$_A(9,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-60=0$

$_A(9,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-69=0$

$_A(9,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-78=0$

$_A(9,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(9,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-21=0$

$_A(9,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-39=0$

$_A(9,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-57=0$

$_A(9,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-75=0$

$_A(9,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y=0$

$_A(9,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-9=0$

$_A(9,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-27=0$

$_A(9,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-36=0$

$_A(9,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-54=0$

$_A(9,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-63=0$

$_A(9,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+3=0$

$_A(9,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-15=0$

$_A(9,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-33=0$

$_A(9,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-51=0$

$_A(9,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-69=0$

$_A(9,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+6=0$

$_A(9,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-3=0$

$_A(9,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-12=0$

$_A(9,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-21=0$

$_A(9,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-39=0$

$_A(9,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-48=0$

$_A(9,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-57=0$

$_A(9,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-66=0$

$_A(9,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+9=0$

$_A(9,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-27=0$

$_A(9,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-45=0$

$_A(9,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+12=0$

$_A(9,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+3=0$

$_A(9,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-6=0$

$_A(9,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-15=0$

$_A(9,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-24=0$

$_A(9,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-33=0$

$_A(9,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-51=0$

$_A(9,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-60=0$

$_A(9,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+15=0$

$_A(9,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-3=0$

$_A(9,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-21=0$

$_A(9,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-39=0$

$_A(9,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-57=0$

$_A(9,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+18=0$

$_A(9,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+9=0$

$_A(9,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-9=0$

$_A(9,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-18=0$

$_A(9,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-36=0$

$_A(9,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-45=0$

$_A(9,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-14=0$

$_A(9,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-23=0$

$_A(9,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-32=0$

$_A(9,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-41=0$

$_A(9,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-50=0$

$_A(9,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-59=0$

$_A(9,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-68=0$

$_A(9,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-77=0$

$_A(9,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(9,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-19=0$

$_A(9,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-37=0$

$_A(9,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-55=0$

$_A(9,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-73=0$

$_A(9,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+3=0$

$_A(9,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-6=0$

$_A(9,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-24=0$

$_A(9,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-33=0$

$_A(9,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-51=0$

$_A(9,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-60=0$

$_A(9,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+7=0$

$_A(9,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-11=0$

$_A(9,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-29=0$

$_A(9,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-47=0$

$_A(9,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-65=0$

$_A(9,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+11=0$

$_A(9,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+2=0$

$_A(9,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-7=0$

$_A(9,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-16=0$

$_A(9,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-34=0$

$_A(9,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-43=0$

$_A(9,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-52=0$

$_A(9,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-61=0$

$_A(9,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+15=0$

$_A(9,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-21=0$

$_A(9,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-39=0$

$_A(9,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+19=0$

$_A(9,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+10=0$

$_A(9,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+1=0$

$_A(9,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-8=0$

$_A(9,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-17=0$

$_A(9,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-26=0$

$_A(9,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-44=0$

$_A(9,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-53=0$

$_A(9,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+23=0$

$_A(9,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+5=0$

$_A(9,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-13=0$

$_A(9,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-31=0$

$_A(9,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-49=0$

$_A(9,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+27=0$

$_A(9,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+18=0$

$_A(9,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y=0$

$_A(9,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-9=0$

$_A(9,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-27=0$

$_A(9,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-36=0$

$_A(9,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(9,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-22=0$

$_A(9,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-31=0$

$_A(9,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-40=0$

$_A(9,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-49=0$

$_A(9,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-58=0$

$_A(9,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-67=0$

$_A(9,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-76=0$

$_A(9,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(9,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-17=0$

$_A(9,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-35=0$

$_A(9,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-53=0$

$_A(9,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-71=0$

$_A(9,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+6=0$

$_A(9,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-3=0$

$_A(9,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-21=0$

$_A(9,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-30=0$

$_A(9,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-48=0$

$_A(9,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-57=0$

$_A(9,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+11=0$

$_A(9,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-7=0$

$_A(9,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-25=0$

$_A(9,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-43=0$

$_A(9,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-61=0$

$_A(9,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+16=0$

$_A(9,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+7=0$

$_A(9,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-2=0$

$_A(9,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-11=0$

$_A(9,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-29=0$

$_A(9,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-38=0$

$_A(9,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-47=0$

$_A(9,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-56=0$

$_A(9,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+21=0$

$_A(9,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-15=0$

$_A(9,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-33=0$

$_A(9,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+26=0$

$_A(9,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+17=0$

$_A(9,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+8=0$

$_A(9,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-1=0$

$_A(9,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-10=0$

$_A(9,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-19=0$

$_A(9,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-37=0$

$_A(9,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-46=0$

$_A(9,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+31=0$

$_A(9,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+13=0$

$_A(9,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-5=0$

$_A(9,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-23=0$

$_A(9,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-41=0$

$_A(9,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+36=0$

$_A(9,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+27=0$

$_A(9,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+9=0$

$_A(9,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y=0$

$_A(9,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-18=0$

$_A(9,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-27=0$

$_A(9,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-12=0$

$_A(9,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-21=0$

$_A(9,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-30=0$

$_A(9,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-39=0$

$_A(9,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-48=0$

$_A(9,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-57=0$

$_A(9,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-66=0$

$_A(9,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-75=0$

$_A(9,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(9,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-15=0$

$_A(9,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-33=0$

$_A(9,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-51=0$

$_A(9,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-69=0$

$_A(9,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+9=0$

$_A(9,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y=0$

$_A(9,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-18=0$

$_A(9,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-27=0$

$_A(9,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-45=0$

$_A(9,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-54=0$

$_A(9,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+15=0$

$_A(9,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-3=0$

$_A(9,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-21=0$

$_A(9,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-39=0$

$_A(9,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-57=0$

$_A(9,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+21=0$

$_A(9,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+12=0$

$_A(9,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+3=0$

$_A(9,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-6=0$

$_A(9,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-24=0$

$_A(9,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-33=0$

$_A(9,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-42=0$

$_A(9,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-51=0$

$_A(9,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+27=0$

$_A(9,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-9=0$

$_A(9,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-27=0$

$_A(9,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+33=0$

$_A(9,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+24=0$

$_A(9,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+15=0$

$_A(9,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+6=0$

$_A(9,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-3=0$

$_A(9,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-12=0$

$_A(9,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-30=0$

$_A(9,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-39=0$

$_A(9,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+39=0$

$_A(9,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+21=0$

$_A(9,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+3=0$

$_A(9,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-15=0$

$_A(9,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-33=0$

$_A(9,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+45=0$

$_A(9,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+36=0$

$_A(9,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+18=0$

$_A(9,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+9=0$

$_A(9,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-9=0$

$_A(9,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-18=0$

$_A(9,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(9,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-20=0$

$_A(9,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-29=0$

$_A(9,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-38=0$

$_A(9,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-47=0$

$_A(9,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-56=0$

$_A(9,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-65=0$

$_A(9,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-74=0$

$_A(9,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(9,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-13=0$

$_A(9,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-31=0$

$_A(9,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-49=0$

$_A(9,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-67=0$

$_A(9,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+12=0$

$_A(9,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+3=0$

$_A(9,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-15=0$

$_A(9,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-24=0$

$_A(9,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-42=0$

$_A(9,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-51=0$

$_A(9,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+19=0$

$_A(9,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+1=0$

$_A(9,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-17=0$

$_A(9,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-35=0$

$_A(9,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-53=0$

$_A(9,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+26=0$

$_A(9,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+17=0$

$_A(9,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+8=0$

$_A(9,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-1=0$

$_A(9,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-19=0$

$_A(9,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-28=0$

$_A(9,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-37=0$

$_A(9,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-46=0$

$_A(9,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+33=0$

$_A(9,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-3=0$

$_A(9,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-21=0$

$_A(9,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+40=0$

$_A(9,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+31=0$

$_A(9,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+22=0$

$_A(9,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+13=0$

$_A(9,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+4=0$

$_A(9,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-5=0$

$_A(9,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-23=0$

$_A(9,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-32=0$

$_A(9,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+47=0$

$_A(9,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+29=0$

$_A(9,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+11=0$

$_A(9,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-7=0$

$_A(9,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-25=0$

$_A(9,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+54=0$

$_A(9,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+45=0$

$_A(9,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+27=0$

$_A(9,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+18=0$

$_A(9,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y=0$

$_A(9,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-9=0$

$_A(9,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(9,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-19=0$

$_A(9,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-28=0$

$_A(9,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-37=0$

$_A(9,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-46=0$

$_A(9,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-55=0$

$_A(9,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-64=0$

$_A(9,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-73=0$

$_A(9,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(9,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-11=0$

$_A(9,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-29=0$

$_A(9,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-47=0$

$_A(9,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-65=0$

$_A(9,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+15=0$

$_A(9,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+6=0$

$_A(9,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-12=0$

$_A(9,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-21=0$

$_A(9,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-39=0$

$_A(9,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-48=0$

$_A(9,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+23=0$

$_A(9,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+5=0$

$_A(9,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-13=0$

$_A(9,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-31=0$

$_A(9,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-49=0$

$_A(9,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+31=0$

$_A(9,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+22=0$

$_A(9,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+13=0$

$_A(9,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+4=0$

$_A(9,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-14=0$

$_A(9,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-23=0$

$_A(9,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-32=0$

$_A(9,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-41=0$

$_A(9,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+39=0$

$_A(9,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+3=0$

$_A(9,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-15=0$

$_A(9,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+47=0$

$_A(9,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+38=0$

$_A(9,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+29=0$

$_A(9,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+20=0$

$_A(9,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+11=0$

$_A(9,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+2=0$

$_A(9,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-16=0$

$_A(9,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-25=0$

$_A(9,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+55=0$

$_A(9,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+37=0$

$_A(9,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+19=0$

$_A(9,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+1=0$

$_A(9,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-17=0$

$_A(9,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+63=0$

$_A(9,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+54=0$

$_A(9,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+36=0$

$_A(9,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+27=0$

$_A(9,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+9=0$

$_A(9,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y=0$

$_A(9,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(9,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-18=0$

$_A(9,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-27=0$

$_A(9,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-36=0$

$_A(9,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-45=0$

$_A(9,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-54=0$

$_A(9,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-63=0$

$_A(9,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-72=0$

$_A(9,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(9,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-9=0$

$_A(9,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-27=0$

$_A(9,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-45=0$

$_A(9,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-63=0$

$_A(9,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+18=0$

$_A(9,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+9=0$

$_A(9,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-9=0$

$_A(9,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-18=0$

$_A(9,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-36=0$

$_A(9,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-45=0$

$_A(9,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+27=0$

$_A(9,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+9=0$

$_A(9,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-9=0$

$_A(9,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-27=0$

$_A(9,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-45=0$

$_A(9,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+36=0$

$_A(9,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+27=0$

$_A(9,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+18=0$

$_A(9,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+9=0$

$_A(9,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-9=0$

$_A(9,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-18=0$

$_A(9,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-27=0$

$_A(9,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-36=0$

$_A(9,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+45=0$

$_A(9,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+9=0$

$_A(9,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-9=0$

$_A(9,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+54=0$

$_A(9,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+45=0$

$_A(9,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+36=0$

$_A(9,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+27=0$

$_A(9,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+18=0$

$_A(9,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+9=0$

$_A(9,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-9=0$

$_A(9,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-18=0$

$_A(9,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+63=0$

$_A(9,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+45=0$

$_A(9,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+27=0$

$_A(9,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+9=0$

$_A(9,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-9=0$

$_A(9,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+72=0$

$_A(9,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+63=0$

$_A(9,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+45=0$

$_A(9,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+36=0$

$_A(9,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+18=0$

$_A(9,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+9=0$





$_A(1,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+2=0$

$_A(1,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(1,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+4=0$

$_A(1,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+5=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+6=0$

$_A(1,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+7=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+8=0$

$_A(1,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+9=0$

$_A(1,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+10=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+3=0$

$_A(1,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+5=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+7=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+9=0$

$_A(1,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+11=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+4=0$

$_A(1,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+5=0$

$_A(1,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+7=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+8=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+10=0$

$_A(1,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+11=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+5=0$

$_A(1,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+7=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+9=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+11=0$

$_A(1,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+13=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+6=0$

$_A(1,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+7=0$

$_A(1,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+8=0$

$_A(1,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+9=0$

$_A(1,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+11=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+12=0$

$_A(1,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+13=0$

$_A(1,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+14=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+7=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+11=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+13=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+8=0$

$_A(1,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+9=0$

$_A(1,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+10=0$

$_A(1,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+11=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+12=0$

$_A(1,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+13=0$

$_A(1,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+15=0$

$_A(1,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+16=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+9=0$

$_A(1,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+11=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+13=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+15=0$

$_A(1,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+17=0$

$_A(1,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+10=0$

$_A(1,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+11=0$

$_A(1,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+13=0$

$_A(1,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+14=0$

$_A(1,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+16=0$

$_A(1,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+17=0$

$_A(1,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+4=0$

$_A(1,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+5=0$

$_A(1,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+6=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+7=0$

$_A(1,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+8=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+9=0$

$_A(1,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+10=0$

$_A(1,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+11=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+5=0$

$_A(1,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+7=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+9=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+11=0$

$_A(1,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+13=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+7=0$

$_A(1,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+8=0$

$_A(1,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+10=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+11=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+13=0$

$_A(1,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+14=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+9=0$

$_A(1,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+11=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+13=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+15=0$

$_A(1,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+17=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+11=0$

$_A(1,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+12=0$

$_A(1,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+13=0$

$_A(1,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+14=0$

$_A(1,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+16=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+17=0$

$_A(1,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+18=0$

$_A(1,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+19=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+13=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+17=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+19=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+15=0$

$_A(1,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+16=0$

$_A(1,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+17=0$

$_A(1,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+18=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+19=0$

$_A(1,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+20=0$

$_A(1,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+22=0$

$_A(1,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+23=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+17=0$

$_A(1,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+19=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+21=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+23=0$

$_A(1,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+25=0$

$_A(1,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+19=0$

$_A(1,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+20=0$

$_A(1,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+22=0$

$_A(1,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+23=0$

$_A(1,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+25=0$

$_A(1,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+26=0$

$_A(1,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(1,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+6=0$

$_A(1,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+7=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+8=0$

$_A(1,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+9=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+10=0$

$_A(1,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+11=0$

$_A(1,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+12=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+7=0$

$_A(1,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+9=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+11=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+13=0$

$_A(1,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+15=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+10=0$

$_A(1,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+11=0$

$_A(1,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+13=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+14=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+16=0$

$_A(1,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+17=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+13=0$

$_A(1,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+15=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+17=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+19=0$

$_A(1,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+21=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+16=0$

$_A(1,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+17=0$

$_A(1,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+18=0$

$_A(1,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+19=0$

$_A(1,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+21=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+22=0$

$_A(1,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+23=0$

$_A(1,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+24=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+19=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+23=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+25=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+22=0$

$_A(1,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+23=0$

$_A(1,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+24=0$

$_A(1,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+25=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+26=0$

$_A(1,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+27=0$

$_A(1,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+29=0$

$_A(1,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+30=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+25=0$

$_A(1,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+27=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+29=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+31=0$

$_A(1,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+33=0$

$_A(1,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+28=0$

$_A(1,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+29=0$

$_A(1,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+31=0$

$_A(1,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+32=0$

$_A(1,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+34=0$

$_A(1,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+35=0$

$_A(1,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+6=0$

$_A(1,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+7=0$

$_A(1,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+8=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+9=0$

$_A(1,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+10=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+11=0$

$_A(1,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+12=0$

$_A(1,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+13=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(1,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+11=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+13=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+15=0$

$_A(1,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+17=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+13=0$

$_A(1,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+14=0$

$_A(1,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+16=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+17=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+19=0$

$_A(1,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+20=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+17=0$

$_A(1,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+19=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+21=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+23=0$

$_A(1,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+25=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+21=0$

$_A(1,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+22=0$

$_A(1,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+23=0$

$_A(1,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+24=0$

$_A(1,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+26=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+27=0$

$_A(1,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+28=0$

$_A(1,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+29=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+25=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+29=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+31=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+29=0$

$_A(1,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+30=0$

$_A(1,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+31=0$

$_A(1,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+32=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+33=0$

$_A(1,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+34=0$

$_A(1,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+36=0$

$_A(1,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+37=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+33=0$

$_A(1,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+35=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+37=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+39=0$

$_A(1,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+41=0$

$_A(1,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+37=0$

$_A(1,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+38=0$

$_A(1,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+40=0$

$_A(1,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+41=0$

$_A(1,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+43=0$

$_A(1,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+44=0$

$_A(1,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(1,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+8=0$

$_A(1,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+9=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+10=0$

$_A(1,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+11=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+12=0$

$_A(1,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+13=0$

$_A(1,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+14=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(1,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+13=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+15=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+17=0$

$_A(1,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+19=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+16=0$

$_A(1,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+17=0$

$_A(1,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+19=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+20=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+22=0$

$_A(1,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+23=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+21=0$

$_A(1,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+23=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+25=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+27=0$

$_A(1,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+29=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+26=0$

$_A(1,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+27=0$

$_A(1,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+28=0$

$_A(1,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+29=0$

$_A(1,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+31=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+32=0$

$_A(1,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+33=0$

$_A(1,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+34=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+31=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+35=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+37=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+36=0$

$_A(1,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+37=0$

$_A(1,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+38=0$

$_A(1,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+39=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+40=0$

$_A(1,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+41=0$

$_A(1,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+43=0$

$_A(1,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+44=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+41=0$

$_A(1,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+43=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+45=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+47=0$

$_A(1,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+49=0$

$_A(1,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+46=0$

$_A(1,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+47=0$

$_A(1,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+49=0$

$_A(1,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+50=0$

$_A(1,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+52=0$

$_A(1,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+53=0$

$_A(1,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+8=0$

$_A(1,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+9=0$

$_A(1,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+10=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+11=0$

$_A(1,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+12=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+13=0$

$_A(1,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+14=0$

$_A(1,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+15=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+13=0$

$_A(1,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+15=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+17=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+19=0$

$_A(1,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+21=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+19=0$

$_A(1,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+20=0$

$_A(1,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+22=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+23=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+25=0$

$_A(1,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+26=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+25=0$

$_A(1,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+27=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+29=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+31=0$

$_A(1,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+33=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+31=0$

$_A(1,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+32=0$

$_A(1,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+33=0$

$_A(1,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+34=0$

$_A(1,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+36=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+37=0$

$_A(1,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+38=0$

$_A(1,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+39=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+37=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+41=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+43=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+43=0$

$_A(1,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+44=0$

$_A(1,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+45=0$

$_A(1,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+46=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+47=0$

$_A(1,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+48=0$

$_A(1,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+50=0$

$_A(1,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+51=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+49=0$

$_A(1,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+51=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+53=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+55=0$

$_A(1,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+57=0$

$_A(1,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+55=0$

$_A(1,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+56=0$

$_A(1,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+58=0$

$_A(1,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+59=0$

$_A(1,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+61=0$

$_A(1,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+62=0$

$_A(1,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(1,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+10=0$

$_A(1,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+11=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+12=0$

$_A(1,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+13=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+14=0$

$_A(1,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+15=0$

$_A(1,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+16=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+15=0$

$_A(1,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+17=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+19=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+21=0$

$_A(1,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+23=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+22=0$

$_A(1,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+23=0$

$_A(1,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+25=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+26=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+28=0$

$_A(1,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+29=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+29=0$

$_A(1,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+31=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+33=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+35=0$

$_A(1,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+37=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+36=0$

$_A(1,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+37=0$

$_A(1,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+38=0$

$_A(1,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+39=0$

$_A(1,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+41=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+42=0$

$_A(1,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+43=0$

$_A(1,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+44=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+43=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+47=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+49=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+50=0$

$_A(1,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+51=0$

$_A(1,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+52=0$

$_A(1,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+53=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+54=0$

$_A(1,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+55=0$

$_A(1,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+57=0$

$_A(1,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+58=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+57=0$

$_A(1,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+59=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+61=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+63=0$

$_A(1,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+65=0$

$_A(1,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+64=0$

$_A(1,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+65=0$

$_A(1,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+67=0$

$_A(1,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+68=0$

$_A(1,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+70=0$

$_A(1,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+71=0$

$_A(1,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+10=0$

$_A(1,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+11=0$

$_A(1,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+12=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+13=0$

$_A(1,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+14=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+15=0$

$_A(1,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+16=0$

$_A(1,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+17=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+17=0$

$_A(1,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+19=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+21=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+23=0$

$_A(1,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+25=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+25=0$

$_A(1,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+26=0$

$_A(1,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+28=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+29=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+31=0$

$_A(1,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+32=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+33=0$

$_A(1,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+35=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+37=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+39=0$

$_A(1,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+41=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+41=0$

$_A(1,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+42=0$

$_A(1,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+43=0$

$_A(1,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+44=0$

$_A(1,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+46=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+47=0$

$_A(1,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+48=0$

$_A(1,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+49=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+49=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+53=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+55=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+57=0$

$_A(1,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+58=0$

$_A(1,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+59=0$

$_A(1,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+60=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+61=0$

$_A(1,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+62=0$

$_A(1,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+64=0$

$_A(1,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+65=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+65=0$

$_A(1,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+67=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+69=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+71=0$

$_A(1,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+73=0$

$_A(1,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+73=0$

$_A(1,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+74=0$

$_A(1,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+76=0$

$_A(1,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+77=0$

$_A(1,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+79=0$

$_A(1,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+80=0$

$_A(1,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(1,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+12=0$

$_A(1,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+13=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+14=0$

$_A(1,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+15=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+16=0$

$_A(1,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+17=0$

$_A(1,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+18=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+19=0$

$_A(1,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+21=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+23=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+25=0$

$_A(1,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+27=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+28=0$

$_A(1,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+29=0$

$_A(1,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+31=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+32=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+34=0$

$_A(1,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+35=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+37=0$

$_A(1,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+39=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+41=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+43=0$

$_A(1,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+45=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+46=0$

$_A(1,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+47=0$

$_A(1,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+48=0$

$_A(1,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+49=0$

$_A(1,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+51=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+52=0$

$_A(1,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+53=0$

$_A(1,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+54=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+55=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+59=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+61=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+64=0$

$_A(1,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+65=0$

$_A(1,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+66=0$

$_A(1,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+67=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+68=0$

$_A(1,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+69=0$

$_A(1,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+71=0$

$_A(1,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+72=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+73=0$

$_A(1,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+75=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+77=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+79=0$

$_A(1,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+81=0$

$_A(1,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+82=0$

$_A(1,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+83=0$

$_A(1,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+85=0$

$_A(1,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+86=0$

$_A(1,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+88=0$

$_A(1,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+89=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+3=0$

$_A(2,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(2,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+7=0$

$_A(2,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+9=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+11=0$

$_A(2,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+13=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+15=0$

$_A(2,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+17=0$

$_A(2,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+19=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+4=0$

$_A(2,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+8=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+12=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+16=0$

$_A(2,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+20=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+5=0$

$_A(2,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+7=0$

$_A(2,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+11=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+13=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+17=0$

$_A(2,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+19=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+6=0$

$_A(2,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+10=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+14=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+18=0$

$_A(2,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+22=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+7=0$

$_A(2,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+9=0$

$_A(2,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+11=0$

$_A(2,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+13=0$

$_A(2,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+17=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+19=0$

$_A(2,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+21=0$

$_A(2,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+23=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+8=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+16=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+20=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+9=0$

$_A(2,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+11=0$

$_A(2,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+13=0$

$_A(2,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+15=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+17=0$

$_A(2,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+19=0$

$_A(2,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+23=0$

$_A(2,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+25=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+10=0$

$_A(2,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+14=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+18=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+22=0$

$_A(2,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+26=0$

$_A(2,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+11=0$

$_A(2,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+13=0$

$_A(2,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+17=0$

$_A(2,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+19=0$

$_A(2,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+23=0$

$_A(2,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+25=0$

$_A(2,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+6=0$

$_A(2,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+8=0$

$_A(2,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+10=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+12=0$

$_A(2,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+14=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+16=0$

$_A(2,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+18=0$

$_A(2,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+20=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+6=0$

$_A(2,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+10=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+14=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+18=0$

$_A(2,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+22=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+8=0$

$_A(2,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+10=0$

$_A(2,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+14=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+16=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+20=0$

$_A(2,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+22=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+10=0$

$_A(2,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+14=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+18=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+22=0$

$_A(2,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+26=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+12=0$

$_A(2,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+14=0$

$_A(2,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+16=0$

$_A(2,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+18=0$

$_A(2,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+22=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+24=0$

$_A(2,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+26=0$

$_A(2,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+28=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+14=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+22=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+26=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+16=0$

$_A(2,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+18=0$

$_A(2,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+20=0$

$_A(2,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+22=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+24=0$

$_A(2,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+26=0$

$_A(2,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+30=0$

$_A(2,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+32=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+18=0$

$_A(2,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+22=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+26=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+30=0$

$_A(2,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+34=0$

$_A(2,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+20=0$

$_A(2,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+22=0$

$_A(2,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+26=0$

$_A(2,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+28=0$

$_A(2,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+32=0$

$_A(2,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+34=0$

$_A(2,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(2,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+9=0$

$_A(2,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+11=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+13=0$

$_A(2,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+15=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+17=0$

$_A(2,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+19=0$

$_A(2,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+21=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+8=0$

$_A(2,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+12=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+16=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+20=0$

$_A(2,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+24=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+11=0$

$_A(2,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+13=0$

$_A(2,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+17=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+19=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+23=0$

$_A(2,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+25=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+14=0$

$_A(2,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+18=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+22=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+26=0$

$_A(2,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+30=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+17=0$

$_A(2,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+19=0$

$_A(2,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+21=0$

$_A(2,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+23=0$

$_A(2,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+27=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+29=0$

$_A(2,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+31=0$

$_A(2,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+33=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+20=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+28=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+32=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+23=0$

$_A(2,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+25=0$

$_A(2,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+27=0$

$_A(2,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+29=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+31=0$

$_A(2,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+33=0$

$_A(2,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+37=0$

$_A(2,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+39=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+26=0$

$_A(2,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+30=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+34=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+38=0$

$_A(2,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+42=0$

$_A(2,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+29=0$

$_A(2,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+31=0$

$_A(2,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+35=0$

$_A(2,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+37=0$

$_A(2,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+41=0$

$_A(2,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+43=0$

$_A(2,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+8=0$

$_A(2,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+10=0$

$_A(2,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+12=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+14=0$

$_A(2,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+16=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+18=0$

$_A(2,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+20=0$

$_A(2,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+22=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(2,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+14=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+18=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+22=0$

$_A(2,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+26=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+14=0$

$_A(2,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+16=0$

$_A(2,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+20=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+22=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+26=0$

$_A(2,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+28=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+18=0$

$_A(2,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+22=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+26=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+30=0$

$_A(2,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+34=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+22=0$

$_A(2,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+24=0$

$_A(2,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+26=0$

$_A(2,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+28=0$

$_A(2,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+32=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+34=0$

$_A(2,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+36=0$

$_A(2,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+38=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+26=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+34=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+38=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+30=0$

$_A(2,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+32=0$

$_A(2,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+34=0$

$_A(2,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+36=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+38=0$

$_A(2,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+40=0$

$_A(2,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+44=0$

$_A(2,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+46=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+34=0$

$_A(2,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+38=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+42=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+46=0$

$_A(2,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+50=0$

$_A(2,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+38=0$

$_A(2,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+40=0$

$_A(2,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+44=0$

$_A(2,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+46=0$

$_A(2,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+50=0$

$_A(2,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+52=0$

$_A(2,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(2,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+11=0$

$_A(2,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+13=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+15=0$

$_A(2,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+17=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+19=0$

$_A(2,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+21=0$

$_A(2,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+23=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+12=0$

$_A(2,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+16=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+20=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+24=0$

$_A(2,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+28=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+17=0$

$_A(2,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+19=0$

$_A(2,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+23=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+25=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+29=0$

$_A(2,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+31=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+22=0$

$_A(2,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+26=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+30=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+34=0$

$_A(2,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+38=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+27=0$

$_A(2,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+29=0$

$_A(2,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+31=0$

$_A(2,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+33=0$

$_A(2,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+37=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+39=0$

$_A(2,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+41=0$

$_A(2,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+43=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+32=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+40=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+44=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+37=0$

$_A(2,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+39=0$

$_A(2,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+41=0$

$_A(2,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+43=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+45=0$

$_A(2,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+47=0$

$_A(2,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+51=0$

$_A(2,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+53=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+42=0$

$_A(2,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+46=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+50=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+54=0$

$_A(2,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+58=0$

$_A(2,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+47=0$

$_A(2,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+49=0$

$_A(2,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+53=0$

$_A(2,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+55=0$

$_A(2,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+59=0$

$_A(2,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+61=0$

$_A(2,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+10=0$

$_A(2,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+12=0$

$_A(2,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+14=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+16=0$

$_A(2,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+18=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+20=0$

$_A(2,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+22=0$

$_A(2,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+24=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+14=0$

$_A(2,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+18=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+22=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+26=0$

$_A(2,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+30=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+20=0$

$_A(2,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+22=0$

$_A(2,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+26=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+28=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+32=0$

$_A(2,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+34=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+26=0$

$_A(2,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+30=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+34=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+38=0$

$_A(2,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+42=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+32=0$

$_A(2,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+34=0$

$_A(2,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+36=0$

$_A(2,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+38=0$

$_A(2,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+42=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+44=0$

$_A(2,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+46=0$

$_A(2,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+48=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+38=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+46=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+50=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+44=0$

$_A(2,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+46=0$

$_A(2,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+48=0$

$_A(2,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+50=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+52=0$

$_A(2,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+54=0$

$_A(2,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+58=0$

$_A(2,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+60=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+50=0$

$_A(2,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+54=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+58=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+62=0$

$_A(2,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+66=0$

$_A(2,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+56=0$

$_A(2,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+58=0$

$_A(2,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+62=0$

$_A(2,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+64=0$

$_A(2,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+68=0$

$_A(2,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+70=0$

$_A(2,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(2,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+13=0$

$_A(2,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+15=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+17=0$

$_A(2,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+19=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+21=0$

$_A(2,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+23=0$

$_A(2,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+25=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+16=0$

$_A(2,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+20=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+24=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+28=0$

$_A(2,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+32=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+23=0$

$_A(2,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+25=0$

$_A(2,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+29=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+31=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+35=0$

$_A(2,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+37=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+30=0$

$_A(2,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+34=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+38=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+42=0$

$_A(2,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+46=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+37=0$

$_A(2,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+39=0$

$_A(2,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+41=0$

$_A(2,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+43=0$

$_A(2,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+47=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+49=0$

$_A(2,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+51=0$

$_A(2,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+53=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+44=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+52=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+56=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+51=0$

$_A(2,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+53=0$

$_A(2,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+55=0$

$_A(2,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+57=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+59=0$

$_A(2,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+61=0$

$_A(2,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+65=0$

$_A(2,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+67=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+58=0$

$_A(2,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+62=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+66=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+70=0$

$_A(2,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+74=0$

$_A(2,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+65=0$

$_A(2,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+67=0$

$_A(2,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+71=0$

$_A(2,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+73=0$

$_A(2,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+77=0$

$_A(2,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+79=0$

$_A(2,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+12=0$

$_A(2,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+14=0$

$_A(2,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+16=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+18=0$

$_A(2,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+20=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+22=0$

$_A(2,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+24=0$

$_A(2,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+26=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+18=0$

$_A(2,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+22=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+26=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+30=0$

$_A(2,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+34=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+26=0$

$_A(2,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+28=0$

$_A(2,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+32=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+34=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+38=0$

$_A(2,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+40=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+34=0$

$_A(2,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+38=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+42=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+46=0$

$_A(2,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+50=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+42=0$

$_A(2,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+44=0$

$_A(2,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+46=0$

$_A(2,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+48=0$

$_A(2,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+52=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+54=0$

$_A(2,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+56=0$

$_A(2,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+58=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+50=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+58=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+62=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+58=0$

$_A(2,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+60=0$

$_A(2,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+62=0$

$_A(2,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+64=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+66=0$

$_A(2,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+68=0$

$_A(2,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+72=0$

$_A(2,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+74=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+66=0$

$_A(2,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+70=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+74=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+78=0$

$_A(2,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+82=0$

$_A(2,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+74=0$

$_A(2,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+76=0$

$_A(2,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+80=0$

$_A(2,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+82=0$

$_A(2,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+86=0$

$_A(2,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+88=0$

$_A(2,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+13=0$

$_A(2,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+15=0$

$_A(2,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+17=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+19=0$

$_A(2,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+21=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+23=0$

$_A(2,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+25=0$

$_A(2,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+27=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+20=0$

$_A(2,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+24=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+28=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+32=0$

$_A(2,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+36=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+29=0$

$_A(2,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+31=0$

$_A(2,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+35=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+37=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+41=0$

$_A(2,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+43=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+38=0$

$_A(2,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+42=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+46=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+50=0$

$_A(2,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+54=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+47=0$

$_A(2,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+49=0$

$_A(2,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+51=0$

$_A(2,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+53=0$

$_A(2,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+57=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+59=0$

$_A(2,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+61=0$

$_A(2,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+63=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+56=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+64=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+68=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+65=0$

$_A(2,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+67=0$

$_A(2,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+69=0$

$_A(2,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+71=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+73=0$

$_A(2,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+75=0$

$_A(2,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+79=0$

$_A(2,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+81=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+74=0$

$_A(2,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+78=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+82=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+86=0$

$_A(2,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+90=0$

$_A(2,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+83=0$

$_A(2,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+85=0$

$_A(2,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+89=0$

$_A(2,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+91=0$

$_A(2,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+95=0$

$_A(2,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+97=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+4=0$

$_A(3,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(3,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+10=0$

$_A(3,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+13=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+16=0$

$_A(3,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+19=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+22=0$

$_A(3,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+25=0$

$_A(3,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+28=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+5=0$

$_A(3,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+11=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+17=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+23=0$

$_A(3,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+29=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+6=0$

$_A(3,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+9=0$

$_A(3,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+15=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+18=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+24=0$

$_A(3,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+27=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+7=0$

$_A(3,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+13=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+19=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+25=0$

$_A(3,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+31=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+8=0$

$_A(3,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+11=0$

$_A(3,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+14=0$

$_A(3,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+17=0$

$_A(3,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+23=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+26=0$

$_A(3,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+29=0$

$_A(3,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+32=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+9=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+21=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+27=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+10=0$

$_A(3,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+13=0$

$_A(3,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+16=0$

$_A(3,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+19=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+22=0$

$_A(3,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+25=0$

$_A(3,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+31=0$

$_A(3,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+34=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+11=0$

$_A(3,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+17=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+23=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+29=0$

$_A(3,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+35=0$

$_A(3,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+12=0$

$_A(3,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+15=0$

$_A(3,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+21=0$

$_A(3,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+24=0$

$_A(3,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+30=0$

$_A(3,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+33=0$

$_A(3,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+8=0$

$_A(3,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+11=0$

$_A(3,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+14=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+17=0$

$_A(3,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+20=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+23=0$

$_A(3,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+26=0$

$_A(3,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+29=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+7=0$

$_A(3,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+13=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+19=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+25=0$

$_A(3,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+31=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+9=0$

$_A(3,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+12=0$

$_A(3,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+18=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+21=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+27=0$

$_A(3,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+30=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+11=0$

$_A(3,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+17=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+23=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+29=0$

$_A(3,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+35=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+13=0$

$_A(3,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+16=0$

$_A(3,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+19=0$

$_A(3,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+22=0$

$_A(3,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+28=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+31=0$

$_A(3,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+34=0$

$_A(3,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+37=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+15=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+27=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+33=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+17=0$

$_A(3,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+20=0$

$_A(3,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+23=0$

$_A(3,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+26=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+29=0$

$_A(3,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+32=0$

$_A(3,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+38=0$

$_A(3,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+41=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+19=0$

$_A(3,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+25=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+31=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+37=0$

$_A(3,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+43=0$

$_A(3,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+21=0$

$_A(3,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+24=0$

$_A(3,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+30=0$

$_A(3,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+33=0$

$_A(3,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+39=0$

$_A(3,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+42=0$

$_A(3,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(3,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+12=0$

$_A(3,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+15=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+18=0$

$_A(3,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+21=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+24=0$

$_A(3,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+27=0$

$_A(3,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+30=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(3,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+15=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+21=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+27=0$

$_A(3,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+33=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+12=0$

$_A(3,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+15=0$

$_A(3,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+21=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+24=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+30=0$

$_A(3,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+33=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+15=0$

$_A(3,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+21=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+27=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+33=0$

$_A(3,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+39=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+18=0$

$_A(3,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+21=0$

$_A(3,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+24=0$

$_A(3,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+27=0$

$_A(3,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+33=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+36=0$

$_A(3,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+39=0$

$_A(3,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+42=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+21=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+33=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+39=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+24=0$

$_A(3,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+27=0$

$_A(3,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+30=0$

$_A(3,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+33=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+36=0$

$_A(3,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+39=0$

$_A(3,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+45=0$

$_A(3,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+48=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+27=0$

$_A(3,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+33=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+39=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+45=0$

$_A(3,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+51=0$

$_A(3,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+30=0$

$_A(3,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+33=0$

$_A(3,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+39=0$

$_A(3,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+42=0$

$_A(3,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+48=0$

$_A(3,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+51=0$

$_A(3,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+10=0$

$_A(3,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+13=0$

$_A(3,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+16=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+19=0$

$_A(3,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+22=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+25=0$

$_A(3,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+28=0$

$_A(3,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+31=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(3,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+17=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+23=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+29=0$

$_A(3,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+35=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+15=0$

$_A(3,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+18=0$

$_A(3,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+24=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+27=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+33=0$

$_A(3,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+36=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+19=0$

$_A(3,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+25=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+31=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+37=0$

$_A(3,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+43=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+23=0$

$_A(3,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+26=0$

$_A(3,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+29=0$

$_A(3,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+32=0$

$_A(3,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+38=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+41=0$

$_A(3,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+44=0$

$_A(3,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+47=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+27=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+39=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+45=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+31=0$

$_A(3,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+34=0$

$_A(3,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+37=0$

$_A(3,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+40=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+43=0$

$_A(3,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+46=0$

$_A(3,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+52=0$

$_A(3,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+55=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+35=0$

$_A(3,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+41=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+47=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+53=0$

$_A(3,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+59=0$

$_A(3,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+39=0$

$_A(3,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+42=0$

$_A(3,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+48=0$

$_A(3,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+51=0$

$_A(3,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+57=0$

$_A(3,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+60=0$

$_A(3,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(3,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+14=0$

$_A(3,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+17=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+20=0$

$_A(3,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+23=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+26=0$

$_A(3,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+29=0$

$_A(3,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+32=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+13=0$

$_A(3,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+19=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+25=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+31=0$

$_A(3,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+37=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+18=0$

$_A(3,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+21=0$

$_A(3,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+27=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+30=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+36=0$

$_A(3,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+39=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+23=0$

$_A(3,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+29=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+35=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+41=0$

$_A(3,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+47=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+28=0$

$_A(3,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+31=0$

$_A(3,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+34=0$

$_A(3,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+37=0$

$_A(3,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+43=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+46=0$

$_A(3,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+49=0$

$_A(3,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+52=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+33=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+45=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+51=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+38=0$

$_A(3,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+41=0$

$_A(3,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+44=0$

$_A(3,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+47=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+50=0$

$_A(3,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+53=0$

$_A(3,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+59=0$

$_A(3,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+62=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+43=0$

$_A(3,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+49=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+55=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+61=0$

$_A(3,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+67=0$

$_A(3,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+48=0$

$_A(3,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+51=0$

$_A(3,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+57=0$

$_A(3,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+60=0$

$_A(3,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+66=0$

$_A(3,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+69=0$

$_A(3,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+12=0$

$_A(3,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+15=0$

$_A(3,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+18=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+21=0$

$_A(3,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+24=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+27=0$

$_A(3,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+30=0$

$_A(3,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+33=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+15=0$

$_A(3,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+21=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+27=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+33=0$

$_A(3,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+39=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+21=0$

$_A(3,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+24=0$

$_A(3,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+30=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+33=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+39=0$

$_A(3,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+42=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+27=0$

$_A(3,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+33=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+39=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+45=0$

$_A(3,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+51=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+33=0$

$_A(3,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+36=0$

$_A(3,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+39=0$

$_A(3,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+42=0$

$_A(3,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+48=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+51=0$

$_A(3,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+54=0$

$_A(3,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+57=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+39=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+51=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+57=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+45=0$

$_A(3,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+48=0$

$_A(3,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+51=0$

$_A(3,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+54=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+57=0$

$_A(3,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+60=0$

$_A(3,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+66=0$

$_A(3,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+69=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+51=0$

$_A(3,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+57=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+63=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+69=0$

$_A(3,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+75=0$

$_A(3,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+57=0$

$_A(3,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+60=0$

$_A(3,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+66=0$

$_A(3,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+69=0$

$_A(3,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+75=0$

$_A(3,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+78=0$

$_A(3,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+13=0$

$_A(3,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+16=0$

$_A(3,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+19=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+22=0$

$_A(3,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+25=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+28=0$

$_A(3,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+31=0$

$_A(3,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+34=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+17=0$

$_A(3,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+23=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+29=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+35=0$

$_A(3,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+41=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+24=0$

$_A(3,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+27=0$

$_A(3,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+33=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+36=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+42=0$

$_A(3,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+45=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+31=0$

$_A(3,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+37=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+43=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+49=0$

$_A(3,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+55=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+38=0$

$_A(3,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+41=0$

$_A(3,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+44=0$

$_A(3,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+47=0$

$_A(3,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+53=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+56=0$

$_A(3,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+59=0$

$_A(3,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+62=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+45=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+57=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+63=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+52=0$

$_A(3,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+55=0$

$_A(3,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+58=0$

$_A(3,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+61=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+64=0$

$_A(3,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+67=0$

$_A(3,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+73=0$

$_A(3,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+76=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+59=0$

$_A(3,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+65=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+71=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+77=0$

$_A(3,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+83=0$

$_A(3,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+66=0$

$_A(3,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+69=0$

$_A(3,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+75=0$

$_A(3,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+78=0$

$_A(3,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+84=0$

$_A(3,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+87=0$

$_A(3,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+14=0$

$_A(3,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+17=0$

$_A(3,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+20=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+23=0$

$_A(3,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+26=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+29=0$

$_A(3,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+32=0$

$_A(3,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+35=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+19=0$

$_A(3,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+25=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+31=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+37=0$

$_A(3,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+43=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+27=0$

$_A(3,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+30=0$

$_A(3,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+36=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+39=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+45=0$

$_A(3,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+48=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+35=0$

$_A(3,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+41=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+47=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+53=0$

$_A(3,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+59=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+43=0$

$_A(3,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+46=0$

$_A(3,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+49=0$

$_A(3,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+52=0$

$_A(3,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+58=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+61=0$

$_A(3,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+64=0$

$_A(3,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+67=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+51=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+63=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+69=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+59=0$

$_A(3,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+62=0$

$_A(3,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+65=0$

$_A(3,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+68=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+71=0$

$_A(3,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+74=0$

$_A(3,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+80=0$

$_A(3,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+83=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+67=0$

$_A(3,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+73=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+79=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+85=0$

$_A(3,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+91=0$

$_A(3,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+75=0$

$_A(3,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+78=0$

$_A(3,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+84=0$

$_A(3,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+87=0$

$_A(3,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+93=0$

$_A(3,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+96=0$

$_A(3,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+15=0$

$_A(3,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+18=0$

$_A(3,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+21=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+24=0$

$_A(3,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+27=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+30=0$

$_A(3,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+33=0$

$_A(3,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+36=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+21=0$

$_A(3,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+27=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+33=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+39=0$

$_A(3,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+45=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+30=0$

$_A(3,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+33=0$

$_A(3,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+39=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+42=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+48=0$

$_A(3,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+51=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+39=0$

$_A(3,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+45=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+51=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+57=0$

$_A(3,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+63=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+48=0$

$_A(3,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+51=0$

$_A(3,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+54=0$

$_A(3,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+57=0$

$_A(3,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+63=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+66=0$

$_A(3,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+69=0$

$_A(3,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+72=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+57=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+69=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+75=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+66=0$

$_A(3,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+69=0$

$_A(3,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+72=0$

$_A(3,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+75=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+78=0$

$_A(3,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+81=0$

$_A(3,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+87=0$

$_A(3,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+90=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+75=0$

$_A(3,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+81=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+87=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+93=0$

$_A(3,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+99=0$

$_A(3,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+84=0$

$_A(3,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+87=0$

$_A(3,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+93=0$

$_A(3,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+96=0$

$_A(3,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+102=0$

$_A(3,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+105=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+5=0$

$_A(4,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(4,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+13=0$

$_A(4,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+17=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+21=0$

$_A(4,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+25=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+29=0$

$_A(4,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+33=0$

$_A(4,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+37=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+6=0$

$_A(4,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+14=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+22=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+30=0$

$_A(4,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+38=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+7=0$

$_A(4,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+11=0$

$_A(4,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+19=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+23=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+31=0$

$_A(4,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+35=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+8=0$

$_A(4,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+16=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+24=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+32=0$

$_A(4,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+40=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+9=0$

$_A(4,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+13=0$

$_A(4,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+17=0$

$_A(4,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+21=0$

$_A(4,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+29=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+33=0$

$_A(4,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+37=0$

$_A(4,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+41=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+10=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+26=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+34=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+11=0$

$_A(4,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+15=0$

$_A(4,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+19=0$

$_A(4,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+23=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+27=0$

$_A(4,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+31=0$

$_A(4,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+39=0$

$_A(4,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+43=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+12=0$

$_A(4,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+20=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+28=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+36=0$

$_A(4,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+44=0$

$_A(4,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+13=0$

$_A(4,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+17=0$

$_A(4,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+25=0$

$_A(4,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+29=0$

$_A(4,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+37=0$

$_A(4,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+41=0$

$_A(4,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+10=0$

$_A(4,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+14=0$

$_A(4,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+18=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+22=0$

$_A(4,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+26=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+30=0$

$_A(4,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+34=0$

$_A(4,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+38=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+8=0$

$_A(4,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+16=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+24=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+32=0$

$_A(4,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+40=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+10=0$

$_A(4,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+14=0$

$_A(4,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+22=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+26=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+34=0$

$_A(4,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+38=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+12=0$

$_A(4,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+20=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+28=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+36=0$

$_A(4,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+44=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+14=0$

$_A(4,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+18=0$

$_A(4,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+22=0$

$_A(4,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+26=0$

$_A(4,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+34=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+38=0$

$_A(4,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+42=0$

$_A(4,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+46=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+16=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+32=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+40=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+18=0$

$_A(4,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+22=0$

$_A(4,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+26=0$

$_A(4,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+30=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+34=0$

$_A(4,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+38=0$

$_A(4,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+46=0$

$_A(4,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+50=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+20=0$

$_A(4,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+28=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+36=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+44=0$

$_A(4,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+52=0$

$_A(4,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+22=0$

$_A(4,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+26=0$

$_A(4,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+34=0$

$_A(4,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+38=0$

$_A(4,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+46=0$

$_A(4,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+50=0$

$_A(4,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(4,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+15=0$

$_A(4,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+19=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+23=0$

$_A(4,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+27=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+31=0$

$_A(4,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+35=0$

$_A(4,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+39=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(4,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+18=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+26=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+34=0$

$_A(4,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+42=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+13=0$

$_A(4,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+17=0$

$_A(4,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+25=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+29=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+37=0$

$_A(4,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+41=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+16=0$

$_A(4,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+24=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+32=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+40=0$

$_A(4,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+48=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+19=0$

$_A(4,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+23=0$

$_A(4,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+27=0$

$_A(4,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+31=0$

$_A(4,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+39=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+43=0$

$_A(4,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+47=0$

$_A(4,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+51=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+22=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+38=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+46=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+25=0$

$_A(4,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+29=0$

$_A(4,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+33=0$

$_A(4,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+37=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+41=0$

$_A(4,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+45=0$

$_A(4,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+53=0$

$_A(4,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+57=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+28=0$

$_A(4,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+36=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+44=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+52=0$

$_A(4,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+60=0$

$_A(4,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+31=0$

$_A(4,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+35=0$

$_A(4,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+43=0$

$_A(4,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+47=0$

$_A(4,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+55=0$

$_A(4,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+59=0$

$_A(4,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+12=0$

$_A(4,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+16=0$

$_A(4,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+20=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+24=0$

$_A(4,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+28=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+32=0$

$_A(4,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+36=0$

$_A(4,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+40=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+12=0$

$_A(4,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+20=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+28=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+36=0$

$_A(4,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+44=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+16=0$

$_A(4,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+20=0$

$_A(4,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+28=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+32=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+40=0$

$_A(4,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+44=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+20=0$

$_A(4,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+28=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+36=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+44=0$

$_A(4,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+52=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+24=0$

$_A(4,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+28=0$

$_A(4,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+32=0$

$_A(4,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+36=0$

$_A(4,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+44=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+48=0$

$_A(4,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+52=0$

$_A(4,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+56=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+28=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+44=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+52=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+32=0$

$_A(4,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+36=0$

$_A(4,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+40=0$

$_A(4,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+44=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+48=0$

$_A(4,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+52=0$

$_A(4,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+60=0$

$_A(4,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+64=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+36=0$

$_A(4,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+44=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+52=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+60=0$

$_A(4,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+68=0$

$_A(4,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+40=0$

$_A(4,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+44=0$

$_A(4,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+52=0$

$_A(4,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+56=0$

$_A(4,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+64=0$

$_A(4,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+68=0$

$_A(4,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+13=0$

$_A(4,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+17=0$

$_A(4,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+21=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+25=0$

$_A(4,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+29=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+33=0$

$_A(4,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+37=0$

$_A(4,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+41=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+14=0$

$_A(4,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+22=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+30=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+38=0$

$_A(4,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+46=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+19=0$

$_A(4,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+23=0$

$_A(4,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+31=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+35=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+43=0$

$_A(4,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+47=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+24=0$

$_A(4,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+32=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+40=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+48=0$

$_A(4,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+56=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+29=0$

$_A(4,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+33=0$

$_A(4,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+37=0$

$_A(4,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+41=0$

$_A(4,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+49=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+53=0$

$_A(4,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+57=0$

$_A(4,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+61=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+34=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+50=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+58=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+39=0$

$_A(4,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+43=0$

$_A(4,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+47=0$

$_A(4,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+51=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+55=0$

$_A(4,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+59=0$

$_A(4,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+67=0$

$_A(4,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+71=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+44=0$

$_A(4,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+52=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+60=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+68=0$

$_A(4,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+76=0$

$_A(4,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+49=0$

$_A(4,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+53=0$

$_A(4,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+61=0$

$_A(4,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+65=0$

$_A(4,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+73=0$

$_A(4,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+77=0$

$_A(4,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+14=0$

$_A(4,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+18=0$

$_A(4,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+22=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+26=0$

$_A(4,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+30=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+34=0$

$_A(4,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+38=0$

$_A(4,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+42=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+16=0$

$_A(4,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+24=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+32=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+40=0$

$_A(4,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+48=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+22=0$

$_A(4,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+26=0$

$_A(4,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+34=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+38=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+46=0$

$_A(4,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+50=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+28=0$

$_A(4,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+36=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+44=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+52=0$

$_A(4,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+60=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+34=0$

$_A(4,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+38=0$

$_A(4,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+42=0$

$_A(4,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+46=0$

$_A(4,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+54=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+58=0$

$_A(4,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+62=0$

$_A(4,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+66=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+40=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+56=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+64=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+46=0$

$_A(4,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+50=0$

$_A(4,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+54=0$

$_A(4,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+58=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+62=0$

$_A(4,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+66=0$

$_A(4,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+74=0$

$_A(4,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+78=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+52=0$

$_A(4,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+60=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+68=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+76=0$

$_A(4,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+84=0$

$_A(4,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+58=0$

$_A(4,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+62=0$

$_A(4,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+70=0$

$_A(4,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+74=0$

$_A(4,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+82=0$

$_A(4,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+86=0$

$_A(4,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+15=0$

$_A(4,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+19=0$

$_A(4,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+23=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+27=0$

$_A(4,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+31=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+35=0$

$_A(4,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+39=0$

$_A(4,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+43=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+18=0$

$_A(4,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+26=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+34=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+42=0$

$_A(4,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+50=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+25=0$

$_A(4,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+29=0$

$_A(4,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+37=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+41=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+49=0$

$_A(4,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+53=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+32=0$

$_A(4,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+40=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+48=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+56=0$

$_A(4,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+64=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+39=0$

$_A(4,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+43=0$

$_A(4,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+47=0$

$_A(4,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+51=0$

$_A(4,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+59=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+63=0$

$_A(4,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+67=0$

$_A(4,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+71=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+46=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+62=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+70=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+53=0$

$_A(4,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+57=0$

$_A(4,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+61=0$

$_A(4,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+65=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+69=0$

$_A(4,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+73=0$

$_A(4,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+81=0$

$_A(4,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+85=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+60=0$

$_A(4,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+68=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+76=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+84=0$

$_A(4,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+92=0$

$_A(4,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+67=0$

$_A(4,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+71=0$

$_A(4,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+79=0$

$_A(4,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+83=0$

$_A(4,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+91=0$

$_A(4,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+95=0$

$_A(4,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+16=0$

$_A(4,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+20=0$

$_A(4,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+24=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+28=0$

$_A(4,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+32=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+36=0$

$_A(4,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+40=0$

$_A(4,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+44=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+20=0$

$_A(4,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+28=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+36=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+44=0$

$_A(4,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+52=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+28=0$

$_A(4,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+32=0$

$_A(4,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+40=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+44=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+52=0$

$_A(4,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+56=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+36=0$

$_A(4,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+44=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+52=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+60=0$

$_A(4,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+68=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+44=0$

$_A(4,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+48=0$

$_A(4,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+52=0$

$_A(4,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+56=0$

$_A(4,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+64=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+68=0$

$_A(4,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+72=0$

$_A(4,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+76=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+52=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+68=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+76=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+60=0$

$_A(4,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+64=0$

$_A(4,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+68=0$

$_A(4,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+72=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+76=0$

$_A(4,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+80=0$

$_A(4,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+88=0$

$_A(4,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+92=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+68=0$

$_A(4,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+76=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+84=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+92=0$

$_A(4,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+100=0$

$_A(4,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+76=0$

$_A(4,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+80=0$

$_A(4,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+88=0$

$_A(4,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+92=0$

$_A(4,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+100=0$

$_A(4,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+104=0$

$_A(4,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+17=0$

$_A(4,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+21=0$

$_A(4,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+25=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+29=0$

$_A(4,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+33=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+37=0$

$_A(4,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+41=0$

$_A(4,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+45=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+22=0$

$_A(4,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+30=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+38=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+46=0$

$_A(4,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+54=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+31=0$

$_A(4,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+35=0$

$_A(4,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+43=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+47=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+55=0$

$_A(4,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+59=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+40=0$

$_A(4,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+48=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+56=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+64=0$

$_A(4,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+72=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+49=0$

$_A(4,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+53=0$

$_A(4,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+57=0$

$_A(4,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+61=0$

$_A(4,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+69=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+73=0$

$_A(4,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+77=0$

$_A(4,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+81=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+58=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+74=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+82=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+67=0$

$_A(4,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+71=0$

$_A(4,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+75=0$

$_A(4,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+79=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+83=0$

$_A(4,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+87=0$

$_A(4,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+95=0$

$_A(4,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+99=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+76=0$

$_A(4,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+84=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+92=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+100=0$

$_A(4,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+108=0$

$_A(4,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+85=0$

$_A(4,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+89=0$

$_A(4,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+97=0$

$_A(4,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+101=0$

$_A(4,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+109=0$

$_A(4,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+113=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+6=0$

$_A(5,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(5,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+16=0$

$_A(5,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+21=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+26=0$

$_A(5,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+31=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+36=0$

$_A(5,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+41=0$

$_A(5,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+46=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+7=0$

$_A(5,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+17=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+27=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+37=0$

$_A(5,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+47=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+8=0$

$_A(5,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+13=0$

$_A(5,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+23=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+28=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+38=0$

$_A(5,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+43=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+9=0$

$_A(5,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+19=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+29=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+39=0$

$_A(5,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+49=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+10=0$

$_A(5,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+15=0$

$_A(5,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+20=0$

$_A(5,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+25=0$

$_A(5,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+35=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+40=0$

$_A(5,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+45=0$

$_A(5,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+50=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+11=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+31=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+41=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+12=0$

$_A(5,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+17=0$

$_A(5,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+22=0$

$_A(5,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+27=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+32=0$

$_A(5,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+37=0$

$_A(5,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+47=0$

$_A(5,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+52=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+13=0$

$_A(5,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+23=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+33=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+43=0$

$_A(5,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+53=0$

$_A(5,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+14=0$

$_A(5,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+19=0$

$_A(5,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+29=0$

$_A(5,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+34=0$

$_A(5,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+44=0$

$_A(5,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+49=0$

$_A(5,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+12=0$

$_A(5,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+17=0$

$_A(5,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+22=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+27=0$

$_A(5,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+32=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+37=0$

$_A(5,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+42=0$

$_A(5,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+47=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(5,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+19=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+29=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+39=0$

$_A(5,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+49=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+11=0$

$_A(5,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+16=0$

$_A(5,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+26=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+31=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+41=0$

$_A(5,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+46=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+13=0$

$_A(5,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+23=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+33=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+43=0$

$_A(5,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+53=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+15=0$

$_A(5,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+20=0$

$_A(5,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+25=0$

$_A(5,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+30=0$

$_A(5,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+40=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+45=0$

$_A(5,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+50=0$

$_A(5,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+55=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+17=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+37=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+47=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+19=0$

$_A(5,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+24=0$

$_A(5,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+29=0$

$_A(5,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+34=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+39=0$

$_A(5,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+44=0$

$_A(5,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+54=0$

$_A(5,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+59=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+21=0$

$_A(5,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+31=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+41=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+51=0$

$_A(5,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+61=0$

$_A(5,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+23=0$

$_A(5,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+28=0$

$_A(5,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+38=0$

$_A(5,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+43=0$

$_A(5,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+53=0$

$_A(5,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+58=0$

$_A(5,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+13=0$

$_A(5,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+18=0$

$_A(5,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+23=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+28=0$

$_A(5,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+33=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+38=0$

$_A(5,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+43=0$

$_A(5,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+48=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(5,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+21=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+31=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+41=0$

$_A(5,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+51=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+14=0$

$_A(5,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+19=0$

$_A(5,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+29=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+34=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+44=0$

$_A(5,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+49=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+17=0$

$_A(5,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+27=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+37=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+47=0$

$_A(5,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+57=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+20=0$

$_A(5,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+25=0$

$_A(5,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+30=0$

$_A(5,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+35=0$

$_A(5,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+45=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+50=0$

$_A(5,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+55=0$

$_A(5,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+60=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+23=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+43=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+53=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+26=0$

$_A(5,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+31=0$

$_A(5,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+36=0$

$_A(5,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+41=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+46=0$

$_A(5,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+51=0$

$_A(5,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+61=0$

$_A(5,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+66=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+29=0$

$_A(5,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+39=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+49=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+59=0$

$_A(5,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+69=0$

$_A(5,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+32=0$

$_A(5,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+37=0$

$_A(5,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+47=0$

$_A(5,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+52=0$

$_A(5,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+62=0$

$_A(5,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+67=0$

$_A(5,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+14=0$

$_A(5,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+19=0$

$_A(5,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+24=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+29=0$

$_A(5,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+34=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+39=0$

$_A(5,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+44=0$

$_A(5,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+49=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+13=0$

$_A(5,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+23=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+33=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+43=0$

$_A(5,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+53=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+17=0$

$_A(5,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+22=0$

$_A(5,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+32=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+37=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+47=0$

$_A(5,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+52=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+21=0$

$_A(5,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+31=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+41=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+51=0$

$_A(5,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+61=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+25=0$

$_A(5,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+30=0$

$_A(5,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+35=0$

$_A(5,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+40=0$

$_A(5,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+50=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+55=0$

$_A(5,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+60=0$

$_A(5,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+65=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+29=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+49=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+59=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+33=0$

$_A(5,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+38=0$

$_A(5,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+43=0$

$_A(5,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+48=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+53=0$

$_A(5,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+58=0$

$_A(5,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+68=0$

$_A(5,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+73=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+37=0$

$_A(5,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+47=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+57=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+67=0$

$_A(5,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+77=0$

$_A(5,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+41=0$

$_A(5,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+46=0$

$_A(5,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+56=0$

$_A(5,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+61=0$

$_A(5,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+71=0$

$_A(5,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+76=0$

$_A(5,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+15=0$

$_A(5,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+20=0$

$_A(5,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+25=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+30=0$

$_A(5,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+35=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+40=0$

$_A(5,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+45=0$

$_A(5,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+50=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+15=0$

$_A(5,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+25=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+35=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+45=0$

$_A(5,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+55=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+20=0$

$_A(5,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+25=0$

$_A(5,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+35=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+40=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+50=0$

$_A(5,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+55=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+25=0$

$_A(5,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+35=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+45=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+55=0$

$_A(5,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+65=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+30=0$

$_A(5,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+35=0$

$_A(5,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+40=0$

$_A(5,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+45=0$

$_A(5,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+55=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+60=0$

$_A(5,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+65=0$

$_A(5,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+70=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+35=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+55=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+65=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+40=0$

$_A(5,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+45=0$

$_A(5,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+50=0$

$_A(5,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+55=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+60=0$

$_A(5,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+65=0$

$_A(5,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+75=0$

$_A(5,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+80=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+45=0$

$_A(5,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+55=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+65=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+75=0$

$_A(5,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+85=0$

$_A(5,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+50=0$

$_A(5,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+55=0$

$_A(5,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+65=0$

$_A(5,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+70=0$

$_A(5,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+80=0$

$_A(5,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+85=0$

$_A(5,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+16=0$

$_A(5,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+21=0$

$_A(5,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+26=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+31=0$

$_A(5,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+36=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+41=0$

$_A(5,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+46=0$

$_A(5,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+51=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+17=0$

$_A(5,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+27=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+37=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+47=0$

$_A(5,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+57=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+23=0$

$_A(5,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+28=0$

$_A(5,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+38=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+43=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+53=0$

$_A(5,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+58=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+29=0$

$_A(5,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+39=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+49=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+59=0$

$_A(5,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+69=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+35=0$

$_A(5,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+40=0$

$_A(5,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+45=0$

$_A(5,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+50=0$

$_A(5,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+60=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+65=0$

$_A(5,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+70=0$

$_A(5,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+75=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+41=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+61=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+71=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+47=0$

$_A(5,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+52=0$

$_A(5,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+57=0$

$_A(5,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+62=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+67=0$

$_A(5,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+72=0$

$_A(5,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+82=0$

$_A(5,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+87=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+53=0$

$_A(5,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+63=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+73=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+83=0$

$_A(5,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+93=0$

$_A(5,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+59=0$

$_A(5,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+64=0$

$_A(5,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+74=0$

$_A(5,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+79=0$

$_A(5,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+89=0$

$_A(5,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+94=0$

$_A(5,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+17=0$

$_A(5,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+22=0$

$_A(5,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+27=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+32=0$

$_A(5,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+37=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+42=0$

$_A(5,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+47=0$

$_A(5,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+52=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+19=0$

$_A(5,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+29=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+39=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+49=0$

$_A(5,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+59=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+26=0$

$_A(5,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+31=0$

$_A(5,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+41=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+46=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+56=0$

$_A(5,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+61=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+33=0$

$_A(5,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+43=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+53=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+63=0$

$_A(5,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+73=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+40=0$

$_A(5,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+45=0$

$_A(5,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+50=0$

$_A(5,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+55=0$

$_A(5,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+65=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+70=0$

$_A(5,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+75=0$

$_A(5,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+80=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+47=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+67=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+77=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+54=0$

$_A(5,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+59=0$

$_A(5,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+64=0$

$_A(5,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+69=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+74=0$

$_A(5,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+79=0$

$_A(5,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+89=0$

$_A(5,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+94=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+61=0$

$_A(5,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+71=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+81=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+91=0$

$_A(5,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+101=0$

$_A(5,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+68=0$

$_A(5,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+73=0$

$_A(5,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+83=0$

$_A(5,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+88=0$

$_A(5,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+98=0$

$_A(5,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+103=0$

$_A(5,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+18=0$

$_A(5,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+23=0$

$_A(5,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+28=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+33=0$

$_A(5,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+38=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+43=0$

$_A(5,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+48=0$

$_A(5,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+53=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+21=0$

$_A(5,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+31=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+41=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+51=0$

$_A(5,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+61=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+29=0$

$_A(5,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+34=0$

$_A(5,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+44=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+49=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+59=0$

$_A(5,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+64=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+37=0$

$_A(5,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+47=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+57=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+67=0$

$_A(5,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+77=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+45=0$

$_A(5,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+50=0$

$_A(5,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+55=0$

$_A(5,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+60=0$

$_A(5,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+70=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+75=0$

$_A(5,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+80=0$

$_A(5,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+85=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+53=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+73=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+83=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+61=0$

$_A(5,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+66=0$

$_A(5,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+71=0$

$_A(5,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+76=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+81=0$

$_A(5,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+86=0$

$_A(5,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+96=0$

$_A(5,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+101=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+69=0$

$_A(5,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+79=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+89=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+99=0$

$_A(5,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+109=0$

$_A(5,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+77=0$

$_A(5,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+82=0$

$_A(5,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+92=0$

$_A(5,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+97=0$

$_A(5,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+107=0$

$_A(5,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+112=0$

$_A(5,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+19=0$

$_A(5,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+24=0$

$_A(5,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+29=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+34=0$

$_A(5,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+39=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+44=0$

$_A(5,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+49=0$

$_A(5,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+54=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+23=0$

$_A(5,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+33=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+43=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+53=0$

$_A(5,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+63=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+32=0$

$_A(5,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+37=0$

$_A(5,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+47=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+52=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+62=0$

$_A(5,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+67=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+41=0$

$_A(5,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+51=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+61=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+71=0$

$_A(5,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+81=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+50=0$

$_A(5,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+55=0$

$_A(5,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+60=0$

$_A(5,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+65=0$

$_A(5,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+75=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+80=0$

$_A(5,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+85=0$

$_A(5,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+90=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+59=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+79=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+89=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+68=0$

$_A(5,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+73=0$

$_A(5,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+78=0$

$_A(5,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+83=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+88=0$

$_A(5,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+93=0$

$_A(5,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+103=0$

$_A(5,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+108=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+77=0$

$_A(5,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+87=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+97=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+107=0$

$_A(5,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+117=0$

$_A(5,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+86=0$

$_A(5,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+91=0$

$_A(5,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+101=0$

$_A(5,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+106=0$

$_A(5,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+116=0$

$_A(5,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+121=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+7=0$

$_A(6,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+13=0$

$_A(6,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+19=0$

$_A(6,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+25=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+31=0$

$_A(6,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+37=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+43=0$

$_A(6,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+49=0$

$_A(6,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+55=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+8=0$

$_A(6,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+20=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+32=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+44=0$

$_A(6,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+56=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+9=0$

$_A(6,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+15=0$

$_A(6,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+27=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+33=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+45=0$

$_A(6,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+51=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+10=0$

$_A(6,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+22=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+34=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+46=0$

$_A(6,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+58=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+11=0$

$_A(6,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+17=0$

$_A(6,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+23=0$

$_A(6,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+29=0$

$_A(6,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+41=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+47=0$

$_A(6,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+53=0$

$_A(6,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+59=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+12=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+36=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+48=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+13=0$

$_A(6,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+19=0$

$_A(6,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+25=0$

$_A(6,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+31=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+37=0$

$_A(6,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+43=0$

$_A(6,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+55=0$

$_A(6,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+61=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+14=0$

$_A(6,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+26=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+38=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+50=0$

$_A(6,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+62=0$

$_A(6,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+15=0$

$_A(6,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+21=0$

$_A(6,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+33=0$

$_A(6,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+39=0$

$_A(6,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+51=0$

$_A(6,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+57=0$

$_A(6,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+14=0$

$_A(6,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+20=0$

$_A(6,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+26=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+32=0$

$_A(6,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+38=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+44=0$

$_A(6,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+50=0$

$_A(6,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+56=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(6,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+22=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+34=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+46=0$

$_A(6,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+58=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+12=0$

$_A(6,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+18=0$

$_A(6,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+30=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+36=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+48=0$

$_A(6,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+54=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+14=0$

$_A(6,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+26=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+38=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+50=0$

$_A(6,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+62=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+16=0$

$_A(6,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+22=0$

$_A(6,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+28=0$

$_A(6,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+34=0$

$_A(6,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+46=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+52=0$

$_A(6,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+58=0$

$_A(6,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+64=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+18=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+42=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+54=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+20=0$

$_A(6,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+26=0$

$_A(6,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+32=0$

$_A(6,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+38=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+44=0$

$_A(6,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+50=0$

$_A(6,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+62=0$

$_A(6,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+68=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+22=0$

$_A(6,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+34=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+46=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+58=0$

$_A(6,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+70=0$

$_A(6,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+24=0$

$_A(6,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+30=0$

$_A(6,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+42=0$

$_A(6,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+48=0$

$_A(6,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+60=0$

$_A(6,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+66=0$

$_A(6,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+15=0$

$_A(6,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+21=0$

$_A(6,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+27=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+33=0$

$_A(6,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+39=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+45=0$

$_A(6,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+51=0$

$_A(6,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+57=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+12=0$

$_A(6,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+24=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+36=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+48=0$

$_A(6,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+60=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+15=0$

$_A(6,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+21=0$

$_A(6,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+33=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+39=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+51=0$

$_A(6,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+57=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+18=0$

$_A(6,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+30=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+42=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+54=0$

$_A(6,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+66=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+21=0$

$_A(6,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+27=0$

$_A(6,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+33=0$

$_A(6,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+39=0$

$_A(6,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+51=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+57=0$

$_A(6,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+63=0$

$_A(6,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+69=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+24=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+48=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+60=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+27=0$

$_A(6,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+33=0$

$_A(6,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+39=0$

$_A(6,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+45=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+51=0$

$_A(6,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+57=0$

$_A(6,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+69=0$

$_A(6,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+75=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+30=0$

$_A(6,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+42=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+54=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+66=0$

$_A(6,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+78=0$

$_A(6,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+33=0$

$_A(6,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+39=0$

$_A(6,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+51=0$

$_A(6,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+57=0$

$_A(6,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+69=0$

$_A(6,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+75=0$

$_A(6,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+16=0$

$_A(6,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+22=0$

$_A(6,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+28=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+34=0$

$_A(6,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+40=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+46=0$

$_A(6,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+52=0$

$_A(6,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+58=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+14=0$

$_A(6,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+26=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+38=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+50=0$

$_A(6,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+62=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+18=0$

$_A(6,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+24=0$

$_A(6,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+36=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+42=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+54=0$

$_A(6,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+60=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+22=0$

$_A(6,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+34=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+46=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+58=0$

$_A(6,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+70=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+26=0$

$_A(6,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+32=0$

$_A(6,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+38=0$

$_A(6,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+44=0$

$_A(6,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+56=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+62=0$

$_A(6,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+68=0$

$_A(6,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+74=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+30=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+54=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+66=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+34=0$

$_A(6,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+40=0$

$_A(6,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+46=0$

$_A(6,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+52=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+58=0$

$_A(6,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+64=0$

$_A(6,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+76=0$

$_A(6,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+82=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+38=0$

$_A(6,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+50=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+62=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+74=0$

$_A(6,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+86=0$

$_A(6,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+42=0$

$_A(6,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+48=0$

$_A(6,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+60=0$

$_A(6,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+66=0$

$_A(6,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+78=0$

$_A(6,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+84=0$

$_A(6,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+17=0$

$_A(6,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+23=0$

$_A(6,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+29=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+35=0$

$_A(6,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+41=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+47=0$

$_A(6,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+53=0$

$_A(6,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+59=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+16=0$

$_A(6,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+28=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+40=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+52=0$

$_A(6,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+64=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+21=0$

$_A(6,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+27=0$

$_A(6,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+39=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+45=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+57=0$

$_A(6,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+63=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+26=0$

$_A(6,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+38=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+50=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+62=0$

$_A(6,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+74=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+31=0$

$_A(6,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+37=0$

$_A(6,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+43=0$

$_A(6,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+49=0$

$_A(6,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+61=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+67=0$

$_A(6,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+73=0$

$_A(6,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+79=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+36=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+60=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+72=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+41=0$

$_A(6,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+47=0$

$_A(6,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+53=0$

$_A(6,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+59=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+65=0$

$_A(6,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+71=0$

$_A(6,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+83=0$

$_A(6,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+89=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+46=0$

$_A(6,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+58=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+70=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+82=0$

$_A(6,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+94=0$

$_A(6,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+51=0$

$_A(6,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+57=0$

$_A(6,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+69=0$

$_A(6,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+75=0$

$_A(6,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+87=0$

$_A(6,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+93=0$

$_A(6,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+18=0$

$_A(6,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+24=0$

$_A(6,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+30=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+36=0$

$_A(6,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+42=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+48=0$

$_A(6,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+54=0$

$_A(6,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+60=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+18=0$

$_A(6,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+30=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+42=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+54=0$

$_A(6,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+66=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+24=0$

$_A(6,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+30=0$

$_A(6,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+42=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+48=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+60=0$

$_A(6,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+66=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+30=0$

$_A(6,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+42=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+54=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+66=0$

$_A(6,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+78=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+36=0$

$_A(6,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+42=0$

$_A(6,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+48=0$

$_A(6,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+54=0$

$_A(6,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+66=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+72=0$

$_A(6,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+78=0$

$_A(6,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+84=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+42=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+66=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+78=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+48=0$

$_A(6,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+54=0$

$_A(6,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+60=0$

$_A(6,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+66=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+72=0$

$_A(6,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+78=0$

$_A(6,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+90=0$

$_A(6,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+96=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+54=0$

$_A(6,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+66=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+78=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+90=0$

$_A(6,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+102=0$

$_A(6,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+60=0$

$_A(6,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+66=0$

$_A(6,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+78=0$

$_A(6,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+84=0$

$_A(6,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+96=0$

$_A(6,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+102=0$

$_A(6,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+19=0$

$_A(6,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+25=0$

$_A(6,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+31=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+37=0$

$_A(6,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+43=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+49=0$

$_A(6,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+55=0$

$_A(6,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+61=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+20=0$

$_A(6,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+32=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+44=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+56=0$

$_A(6,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+68=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+27=0$

$_A(6,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+33=0$

$_A(6,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+45=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+51=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+63=0$

$_A(6,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+69=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+34=0$

$_A(6,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+46=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+58=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+70=0$

$_A(6,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+82=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+41=0$

$_A(6,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+47=0$

$_A(6,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+53=0$

$_A(6,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+59=0$

$_A(6,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+71=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+77=0$

$_A(6,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+83=0$

$_A(6,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+89=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+48=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+72=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+84=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+55=0$

$_A(6,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+61=0$

$_A(6,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+67=0$

$_A(6,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+73=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+79=0$

$_A(6,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+85=0$

$_A(6,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+97=0$

$_A(6,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+103=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+62=0$

$_A(6,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+74=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+86=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+98=0$

$_A(6,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+110=0$

$_A(6,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+69=0$

$_A(6,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+75=0$

$_A(6,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+87=0$

$_A(6,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+93=0$

$_A(6,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+105=0$

$_A(6,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+111=0$

$_A(6,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+20=0$

$_A(6,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+26=0$

$_A(6,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+32=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+38=0$

$_A(6,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+44=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+50=0$

$_A(6,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+56=0$

$_A(6,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+62=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+22=0$

$_A(6,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+34=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+46=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+58=0$

$_A(6,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+70=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+30=0$

$_A(6,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+36=0$

$_A(6,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+48=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+54=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+66=0$

$_A(6,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+72=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+38=0$

$_A(6,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+50=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+62=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+74=0$

$_A(6,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+86=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+46=0$

$_A(6,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+52=0$

$_A(6,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+58=0$

$_A(6,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+64=0$

$_A(6,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+76=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+82=0$

$_A(6,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+88=0$

$_A(6,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+94=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+54=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+78=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+90=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+62=0$

$_A(6,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+68=0$

$_A(6,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+74=0$

$_A(6,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+80=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+86=0$

$_A(6,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+92=0$

$_A(6,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+104=0$

$_A(6,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+110=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+70=0$

$_A(6,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+82=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+94=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+106=0$

$_A(6,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+118=0$

$_A(6,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+78=0$

$_A(6,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+84=0$

$_A(6,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+96=0$

$_A(6,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+102=0$

$_A(6,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+114=0$

$_A(6,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+120=0$

$_A(6,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+21=0$

$_A(6,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+27=0$

$_A(6,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+33=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+39=0$

$_A(6,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+45=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+51=0$

$_A(6,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+57=0$

$_A(6,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+63=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+24=0$

$_A(6,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+36=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+48=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+60=0$

$_A(6,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+72=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+33=0$

$_A(6,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+39=0$

$_A(6,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+51=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+57=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+69=0$

$_A(6,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+75=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+42=0$

$_A(6,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+54=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+66=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+78=0$

$_A(6,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+90=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+51=0$

$_A(6,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+57=0$

$_A(6,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+63=0$

$_A(6,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+69=0$

$_A(6,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+81=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+87=0$

$_A(6,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+93=0$

$_A(6,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+99=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+60=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+84=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+96=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+69=0$

$_A(6,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+75=0$

$_A(6,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+81=0$

$_A(6,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+87=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+93=0$

$_A(6,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+99=0$

$_A(6,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+111=0$

$_A(6,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+117=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+78=0$

$_A(6,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+90=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+102=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+114=0$

$_A(6,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+126=0$

$_A(6,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+87=0$

$_A(6,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+93=0$

$_A(6,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+105=0$

$_A(6,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+111=0$

$_A(6,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+123=0$

$_A(6,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+129=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+8=0$

$_A(7,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+15=0$

$_A(7,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+22=0$

$_A(7,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+29=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+36=0$

$_A(7,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+43=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+50=0$

$_A(7,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+57=0$

$_A(7,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+64=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(7,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+23=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+37=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+51=0$

$_A(7,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+65=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+10=0$

$_A(7,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+17=0$

$_A(7,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+31=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+38=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+52=0$

$_A(7,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+59=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+11=0$

$_A(7,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+25=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+39=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+53=0$

$_A(7,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+67=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+12=0$

$_A(7,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+19=0$

$_A(7,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+26=0$

$_A(7,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+33=0$

$_A(7,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+47=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+54=0$

$_A(7,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+61=0$

$_A(7,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+68=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+13=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+41=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+55=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+14=0$

$_A(7,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+21=0$

$_A(7,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+28=0$

$_A(7,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+35=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+42=0$

$_A(7,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+49=0$

$_A(7,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+63=0$

$_A(7,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+70=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+15=0$

$_A(7,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+29=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+43=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+57=0$

$_A(7,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+71=0$

$_A(7,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+16=0$

$_A(7,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+23=0$

$_A(7,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+37=0$

$_A(7,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+44=0$

$_A(7,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+58=0$

$_A(7,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+65=0$

$_A(7,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+16=0$

$_A(7,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+23=0$

$_A(7,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+30=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+37=0$

$_A(7,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+44=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+51=0$

$_A(7,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+58=0$

$_A(7,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+65=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(7,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+25=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+39=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+53=0$

$_A(7,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+67=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+13=0$

$_A(7,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+20=0$

$_A(7,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+34=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+41=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+55=0$

$_A(7,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+62=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+15=0$

$_A(7,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+29=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+43=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+57=0$

$_A(7,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+71=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+17=0$

$_A(7,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+24=0$

$_A(7,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+31=0$

$_A(7,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+38=0$

$_A(7,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+52=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+59=0$

$_A(7,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+66=0$

$_A(7,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+73=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+19=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+47=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+61=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+21=0$

$_A(7,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+28=0$

$_A(7,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+35=0$

$_A(7,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+42=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+49=0$

$_A(7,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+56=0$

$_A(7,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+70=0$

$_A(7,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+77=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+23=0$

$_A(7,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+37=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+51=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+65=0$

$_A(7,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+79=0$

$_A(7,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+25=0$

$_A(7,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+32=0$

$_A(7,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+46=0$

$_A(7,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+53=0$

$_A(7,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+67=0$

$_A(7,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+74=0$

$_A(7,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+17=0$

$_A(7,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+24=0$

$_A(7,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+31=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+38=0$

$_A(7,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+45=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+52=0$

$_A(7,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+59=0$

$_A(7,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+66=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+13=0$

$_A(7,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+27=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+41=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+55=0$

$_A(7,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+69=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+16=0$

$_A(7,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+23=0$

$_A(7,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+37=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+44=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+58=0$

$_A(7,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+65=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+19=0$

$_A(7,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+33=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+47=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+61=0$

$_A(7,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+75=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+22=0$

$_A(7,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+29=0$

$_A(7,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+36=0$

$_A(7,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+43=0$

$_A(7,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+57=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+64=0$

$_A(7,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+71=0$

$_A(7,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+78=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+25=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+53=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+67=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+28=0$

$_A(7,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+35=0$

$_A(7,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+42=0$

$_A(7,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+49=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+56=0$

$_A(7,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+63=0$

$_A(7,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+77=0$

$_A(7,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+84=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+31=0$

$_A(7,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+45=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+59=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+73=0$

$_A(7,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+87=0$

$_A(7,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+34=0$

$_A(7,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+41=0$

$_A(7,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+55=0$

$_A(7,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+62=0$

$_A(7,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+76=0$

$_A(7,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+83=0$

$_A(7,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+18=0$

$_A(7,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+25=0$

$_A(7,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+32=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+39=0$

$_A(7,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+46=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+53=0$

$_A(7,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+60=0$

$_A(7,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+67=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+15=0$

$_A(7,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+29=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+43=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+57=0$

$_A(7,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+71=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+19=0$

$_A(7,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+26=0$

$_A(7,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+40=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+47=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+61=0$

$_A(7,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+68=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+23=0$

$_A(7,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+37=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+51=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+65=0$

$_A(7,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+79=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+27=0$

$_A(7,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+34=0$

$_A(7,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+41=0$

$_A(7,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+48=0$

$_A(7,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+62=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+69=0$

$_A(7,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+76=0$

$_A(7,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+83=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+31=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+59=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+73=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+35=0$

$_A(7,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+42=0$

$_A(7,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+49=0$

$_A(7,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+56=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+63=0$

$_A(7,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+70=0$

$_A(7,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+84=0$

$_A(7,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+91=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+39=0$

$_A(7,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+53=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+67=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+81=0$

$_A(7,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+95=0$

$_A(7,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+43=0$

$_A(7,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+50=0$

$_A(7,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+64=0$

$_A(7,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+71=0$

$_A(7,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+85=0$

$_A(7,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+92=0$

$_A(7,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+19=0$

$_A(7,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+26=0$

$_A(7,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+33=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+40=0$

$_A(7,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+47=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+54=0$

$_A(7,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+61=0$

$_A(7,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+68=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+17=0$

$_A(7,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+31=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+45=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+59=0$

$_A(7,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+73=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+22=0$

$_A(7,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+29=0$

$_A(7,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+43=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+50=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+64=0$

$_A(7,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+71=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+27=0$

$_A(7,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+41=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+55=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+69=0$

$_A(7,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+83=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+32=0$

$_A(7,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+39=0$

$_A(7,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+46=0$

$_A(7,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+53=0$

$_A(7,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+67=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+74=0$

$_A(7,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+81=0$

$_A(7,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+88=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+37=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+65=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+79=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+42=0$

$_A(7,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+49=0$

$_A(7,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+56=0$

$_A(7,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+63=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+70=0$

$_A(7,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+77=0$

$_A(7,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+91=0$

$_A(7,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+98=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+47=0$

$_A(7,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+61=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+75=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+89=0$

$_A(7,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+103=0$

$_A(7,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+52=0$

$_A(7,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+59=0$

$_A(7,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+73=0$

$_A(7,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+80=0$

$_A(7,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+94=0$

$_A(7,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+101=0$

$_A(7,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+20=0$

$_A(7,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+27=0$

$_A(7,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+34=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+41=0$

$_A(7,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+48=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+55=0$

$_A(7,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+62=0$

$_A(7,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+69=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+19=0$

$_A(7,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+33=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+47=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+61=0$

$_A(7,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+75=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+25=0$

$_A(7,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+32=0$

$_A(7,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+46=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+53=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+67=0$

$_A(7,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+74=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+31=0$

$_A(7,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+45=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+59=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+73=0$

$_A(7,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+87=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+37=0$

$_A(7,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+44=0$

$_A(7,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+51=0$

$_A(7,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+58=0$

$_A(7,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+72=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+79=0$

$_A(7,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+86=0$

$_A(7,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+93=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+43=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+71=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+85=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+49=0$

$_A(7,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+56=0$

$_A(7,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+63=0$

$_A(7,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+70=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+77=0$

$_A(7,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+84=0$

$_A(7,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+98=0$

$_A(7,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+105=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+55=0$

$_A(7,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+69=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+83=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+97=0$

$_A(7,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+111=0$

$_A(7,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+61=0$

$_A(7,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+68=0$

$_A(7,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+82=0$

$_A(7,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+89=0$

$_A(7,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+103=0$

$_A(7,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+110=0$

$_A(7,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+21=0$

$_A(7,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+28=0$

$_A(7,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+35=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+42=0$

$_A(7,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+49=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+56=0$

$_A(7,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+63=0$

$_A(7,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+70=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+21=0$

$_A(7,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+35=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+49=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+63=0$

$_A(7,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+77=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+28=0$

$_A(7,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+35=0$

$_A(7,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+49=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+56=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+70=0$

$_A(7,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+77=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+35=0$

$_A(7,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+49=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+63=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+77=0$

$_A(7,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+91=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+42=0$

$_A(7,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+49=0$

$_A(7,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+56=0$

$_A(7,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+63=0$

$_A(7,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+77=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+84=0$

$_A(7,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+91=0$

$_A(7,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+98=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+49=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+77=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+91=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+56=0$

$_A(7,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+63=0$

$_A(7,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+70=0$

$_A(7,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+77=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+84=0$

$_A(7,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+91=0$

$_A(7,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+105=0$

$_A(7,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+112=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+63=0$

$_A(7,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+77=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+91=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+105=0$

$_A(7,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+119=0$

$_A(7,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+70=0$

$_A(7,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+77=0$

$_A(7,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+91=0$

$_A(7,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+98=0$

$_A(7,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+112=0$

$_A(7,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+119=0$

$_A(7,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+22=0$

$_A(7,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+29=0$

$_A(7,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+36=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+43=0$

$_A(7,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+50=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+57=0$

$_A(7,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+64=0$

$_A(7,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+71=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+23=0$

$_A(7,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+37=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+51=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+65=0$

$_A(7,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+79=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+31=0$

$_A(7,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+38=0$

$_A(7,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+52=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+59=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+73=0$

$_A(7,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+80=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+39=0$

$_A(7,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+53=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+67=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+81=0$

$_A(7,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+95=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+47=0$

$_A(7,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+54=0$

$_A(7,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+61=0$

$_A(7,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+68=0$

$_A(7,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+82=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+89=0$

$_A(7,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+96=0$

$_A(7,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+103=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+55=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+83=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+97=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+63=0$

$_A(7,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+70=0$

$_A(7,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+77=0$

$_A(7,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+84=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+91=0$

$_A(7,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+98=0$

$_A(7,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+112=0$

$_A(7,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+119=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+71=0$

$_A(7,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+85=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+99=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+113=0$

$_A(7,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+127=0$

$_A(7,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+79=0$

$_A(7,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+86=0$

$_A(7,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+100=0$

$_A(7,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+107=0$

$_A(7,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+121=0$

$_A(7,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+128=0$

$_A(7,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+23=0$

$_A(7,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+30=0$

$_A(7,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+37=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+44=0$

$_A(7,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+51=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+58=0$

$_A(7,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+65=0$

$_A(7,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+72=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+25=0$

$_A(7,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+39=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+53=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+67=0$

$_A(7,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+81=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+34=0$

$_A(7,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+41=0$

$_A(7,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+55=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+62=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+76=0$

$_A(7,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+83=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+43=0$

$_A(7,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+57=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+71=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+85=0$

$_A(7,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+99=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+52=0$

$_A(7,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+59=0$

$_A(7,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+66=0$

$_A(7,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+73=0$

$_A(7,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+87=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+94=0$

$_A(7,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+101=0$

$_A(7,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+108=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+61=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+89=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+103=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+70=0$

$_A(7,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+77=0$

$_A(7,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+84=0$

$_A(7,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+91=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+98=0$

$_A(7,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+105=0$

$_A(7,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+119=0$

$_A(7,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+126=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+79=0$

$_A(7,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+93=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+107=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+121=0$

$_A(7,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+135=0$

$_A(7,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+88=0$

$_A(7,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+95=0$

$_A(7,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+109=0$

$_A(7,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+116=0$

$_A(7,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+130=0$

$_A(7,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+137=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+9=0$

$_A(8,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+17=0$

$_A(8,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+25=0$

$_A(8,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+33=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+41=0$

$_A(8,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+49=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+57=0$

$_A(8,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+65=0$

$_A(8,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+73=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(8,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+26=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+42=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+58=0$

$_A(8,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+74=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+11=0$

$_A(8,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+19=0$

$_A(8,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+35=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+43=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+59=0$

$_A(8,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+67=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+12=0$

$_A(8,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+28=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+44=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+60=0$

$_A(8,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+76=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+13=0$

$_A(8,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+21=0$

$_A(8,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+29=0$

$_A(8,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+37=0$

$_A(8,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+53=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+61=0$

$_A(8,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+69=0$

$_A(8,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+77=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+14=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+46=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+62=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+15=0$

$_A(8,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+23=0$

$_A(8,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+31=0$

$_A(8,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+39=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+47=0$

$_A(8,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+55=0$

$_A(8,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+71=0$

$_A(8,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+79=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+16=0$

$_A(8,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+32=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+48=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+64=0$

$_A(8,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+80=0$

$_A(8,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+17=0$

$_A(8,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+25=0$

$_A(8,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+41=0$

$_A(8,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+49=0$

$_A(8,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+65=0$

$_A(8,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+73=0$

$_A(8,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+18=0$

$_A(8,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+26=0$

$_A(8,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+34=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+42=0$

$_A(8,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+50=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+58=0$

$_A(8,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+66=0$

$_A(8,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+74=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+12=0$

$_A(8,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+28=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+44=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+60=0$

$_A(8,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+76=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+14=0$

$_A(8,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+22=0$

$_A(8,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+38=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+46=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+62=0$

$_A(8,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+70=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+16=0$

$_A(8,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+32=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+48=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+64=0$

$_A(8,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+80=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+18=0$

$_A(8,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+26=0$

$_A(8,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+34=0$

$_A(8,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+42=0$

$_A(8,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+58=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+66=0$

$_A(8,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+74=0$

$_A(8,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+82=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+20=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+52=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+68=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+22=0$

$_A(8,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+30=0$

$_A(8,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+38=0$

$_A(8,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+46=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+54=0$

$_A(8,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+62=0$

$_A(8,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+78=0$

$_A(8,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+86=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+24=0$

$_A(8,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+40=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+56=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+72=0$

$_A(8,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+88=0$

$_A(8,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+26=0$

$_A(8,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+34=0$

$_A(8,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+50=0$

$_A(8,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+58=0$

$_A(8,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+74=0$

$_A(8,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+82=0$

$_A(8,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+19=0$

$_A(8,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+27=0$

$_A(8,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+35=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+43=0$

$_A(8,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+51=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+59=0$

$_A(8,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+67=0$

$_A(8,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+75=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+14=0$

$_A(8,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+30=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+46=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+62=0$

$_A(8,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+78=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+17=0$

$_A(8,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+25=0$

$_A(8,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+41=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+49=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+65=0$

$_A(8,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+73=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+20=0$

$_A(8,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+36=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+52=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+68=0$

$_A(8,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+84=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+23=0$

$_A(8,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+31=0$

$_A(8,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+39=0$

$_A(8,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+47=0$

$_A(8,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+63=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+71=0$

$_A(8,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+79=0$

$_A(8,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+87=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+26=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+58=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+74=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+29=0$

$_A(8,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+37=0$

$_A(8,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+45=0$

$_A(8,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+53=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+61=0$

$_A(8,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+69=0$

$_A(8,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+85=0$

$_A(8,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+93=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+32=0$

$_A(8,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+48=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+64=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+80=0$

$_A(8,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+96=0$

$_A(8,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+35=0$

$_A(8,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+43=0$

$_A(8,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+59=0$

$_A(8,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+67=0$

$_A(8,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+83=0$

$_A(8,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+91=0$

$_A(8,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+20=0$

$_A(8,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+28=0$

$_A(8,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+36=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+44=0$

$_A(8,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+52=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+60=0$

$_A(8,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+68=0$

$_A(8,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+76=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+16=0$

$_A(8,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+32=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+48=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+64=0$

$_A(8,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+80=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+20=0$

$_A(8,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+28=0$

$_A(8,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+44=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+52=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+68=0$

$_A(8,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+76=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+24=0$

$_A(8,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+40=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+56=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+72=0$

$_A(8,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+88=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+28=0$

$_A(8,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+36=0$

$_A(8,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+44=0$

$_A(8,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+52=0$

$_A(8,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+68=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+76=0$

$_A(8,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+84=0$

$_A(8,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+92=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+32=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+64=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+80=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+36=0$

$_A(8,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+44=0$

$_A(8,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+52=0$

$_A(8,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+60=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+68=0$

$_A(8,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+76=0$

$_A(8,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+92=0$

$_A(8,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+100=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+40=0$

$_A(8,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+56=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+72=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+88=0$

$_A(8,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+104=0$

$_A(8,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+44=0$

$_A(8,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+52=0$

$_A(8,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+68=0$

$_A(8,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+76=0$

$_A(8,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+92=0$

$_A(8,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+100=0$

$_A(8,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+21=0$

$_A(8,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+29=0$

$_A(8,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+37=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+45=0$

$_A(8,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+53=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+61=0$

$_A(8,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+69=0$

$_A(8,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+77=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+18=0$

$_A(8,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+34=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+50=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+66=0$

$_A(8,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+82=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+23=0$

$_A(8,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+31=0$

$_A(8,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+47=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+55=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+71=0$

$_A(8,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+79=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+28=0$

$_A(8,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+44=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+60=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+76=0$

$_A(8,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+92=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+33=0$

$_A(8,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+41=0$

$_A(8,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+49=0$

$_A(8,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+57=0$

$_A(8,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+73=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+81=0$

$_A(8,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+89=0$

$_A(8,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+97=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+38=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+70=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+86=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+43=0$

$_A(8,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+51=0$

$_A(8,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+59=0$

$_A(8,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+67=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+75=0$

$_A(8,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+83=0$

$_A(8,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+99=0$

$_A(8,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+107=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+48=0$

$_A(8,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+64=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+80=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+96=0$

$_A(8,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+112=0$

$_A(8,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+53=0$

$_A(8,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+61=0$

$_A(8,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+77=0$

$_A(8,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+85=0$

$_A(8,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+101=0$

$_A(8,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+109=0$

$_A(8,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+22=0$

$_A(8,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+30=0$

$_A(8,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+38=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+46=0$

$_A(8,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+54=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+62=0$

$_A(8,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+70=0$

$_A(8,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+78=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+20=0$

$_A(8,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+36=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+52=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+68=0$

$_A(8,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+84=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+26=0$

$_A(8,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+34=0$

$_A(8,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+50=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+58=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+74=0$

$_A(8,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+82=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+32=0$

$_A(8,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+48=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+64=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+80=0$

$_A(8,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+96=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+38=0$

$_A(8,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+46=0$

$_A(8,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+54=0$

$_A(8,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+62=0$

$_A(8,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+78=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+86=0$

$_A(8,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+94=0$

$_A(8,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+102=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+44=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+76=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+92=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+50=0$

$_A(8,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+58=0$

$_A(8,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+66=0$

$_A(8,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+74=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+82=0$

$_A(8,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+90=0$

$_A(8,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+106=0$

$_A(8,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+114=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+56=0$

$_A(8,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+72=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+88=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+104=0$

$_A(8,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+120=0$

$_A(8,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+62=0$

$_A(8,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+70=0$

$_A(8,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+86=0$

$_A(8,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+94=0$

$_A(8,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+110=0$

$_A(8,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+118=0$

$_A(8,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+23=0$

$_A(8,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+31=0$

$_A(8,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+39=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+47=0$

$_A(8,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+55=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+63=0$

$_A(8,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+71=0$

$_A(8,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+79=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+22=0$

$_A(8,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+38=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+54=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+70=0$

$_A(8,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+86=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+29=0$

$_A(8,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+37=0$

$_A(8,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+53=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+61=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+77=0$

$_A(8,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+85=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+36=0$

$_A(8,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+52=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+68=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+84=0$

$_A(8,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+100=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+43=0$

$_A(8,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+51=0$

$_A(8,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+59=0$

$_A(8,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+67=0$

$_A(8,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+83=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+91=0$

$_A(8,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+99=0$

$_A(8,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+107=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+50=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+82=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+98=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+57=0$

$_A(8,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+65=0$

$_A(8,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+73=0$

$_A(8,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+81=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+89=0$

$_A(8,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+97=0$

$_A(8,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+113=0$

$_A(8,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+121=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+64=0$

$_A(8,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+80=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+96=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+112=0$

$_A(8,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+128=0$

$_A(8,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+71=0$

$_A(8,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+79=0$

$_A(8,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+95=0$

$_A(8,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+103=0$

$_A(8,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+119=0$

$_A(8,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+127=0$

$_A(8,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+24=0$

$_A(8,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+32=0$

$_A(8,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+40=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+48=0$

$_A(8,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+56=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+64=0$

$_A(8,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+72=0$

$_A(8,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+80=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+24=0$

$_A(8,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+40=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+56=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+72=0$

$_A(8,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+88=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+32=0$

$_A(8,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+40=0$

$_A(8,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+56=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+64=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+80=0$

$_A(8,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+88=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+40=0$

$_A(8,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+56=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+72=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+88=0$

$_A(8,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+104=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+48=0$

$_A(8,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+56=0$

$_A(8,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+64=0$

$_A(8,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+72=0$

$_A(8,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+88=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+96=0$

$_A(8,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+104=0$

$_A(8,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+112=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+56=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+88=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+104=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+64=0$

$_A(8,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+72=0$

$_A(8,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+80=0$

$_A(8,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+88=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+96=0$

$_A(8,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+104=0$

$_A(8,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+120=0$

$_A(8,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+128=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+72=0$

$_A(8,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+88=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+104=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+120=0$

$_A(8,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+136=0$

$_A(8,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+80=0$

$_A(8,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+88=0$

$_A(8,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+104=0$

$_A(8,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+112=0$

$_A(8,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+128=0$

$_A(8,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+136=0$

$_A(8,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+25=0$

$_A(8,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+33=0$

$_A(8,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+41=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+49=0$

$_A(8,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+57=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+65=0$

$_A(8,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+73=0$

$_A(8,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+81=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+26=0$

$_A(8,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+42=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+58=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+74=0$

$_A(8,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+90=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+35=0$

$_A(8,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+43=0$

$_A(8,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+59=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+67=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+83=0$

$_A(8,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+91=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+44=0$

$_A(8,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+60=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+76=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+92=0$

$_A(8,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+108=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+53=0$

$_A(8,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+61=0$

$_A(8,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+69=0$

$_A(8,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+77=0$

$_A(8,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+93=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+101=0$

$_A(8,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+109=0$

$_A(8,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+117=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+62=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+94=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+110=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+71=0$

$_A(8,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+79=0$

$_A(8,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+87=0$

$_A(8,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+95=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+103=0$

$_A(8,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+111=0$

$_A(8,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+127=0$

$_A(8,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+135=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+80=0$

$_A(8,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+96=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+112=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+128=0$

$_A(8,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+144=0$

$_A(8,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+89=0$

$_A(8,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+97=0$

$_A(8,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+113=0$

$_A(8,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+121=0$

$_A(8,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+137=0$

$_A(8,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+145=0$

$_A(1,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y=0$

$_A(1,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(1,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+2=0$

$_A(1,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+3=0$

$_A(1,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+4=0$

$_A(1,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+5=0$

$_A(1,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+6=0$

$_A(1,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+7=0$

$_A(1,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+8=0$

$_A(1,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-1=0$

$_A(1,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+1=0$

$_A(1,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+3=0$

$_A(1,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+5=0$

$_A(1,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+7=0$

$_A(1,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-2=0$

$_A(1,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-1=0$

$_A(1,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+1=0$

$_A(1,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+2=0$

$_A(1,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+4=0$

$_A(1,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+5=0$

$_A(1,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-3=0$

$_A(1,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-1=0$

$_A(1,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+1=0$

$_A(1,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+3=0$

$_A(1,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+5=0$

$_A(1,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-4=0$

$_A(1,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-3=0$

$_A(1,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-2=0$

$_A(1,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-1=0$

$_A(1,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+1=0$

$_A(1,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+2=0$

$_A(1,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+3=0$

$_A(1,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+4=0$

$_A(1,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-5=0$

$_A(1,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-1=0$

$_A(1,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+1=0$

$_A(1,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-6=0$

$_A(1,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-5=0$

$_A(1,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-4=0$

$_A(1,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-3=0$

$_A(1,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-2=0$

$_A(1,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-1=0$

$_A(1,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+1=0$

$_A(1,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+2=0$

$_A(1,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-7=0$

$_A(1,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-5=0$

$_A(1,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-3=0$

$_A(1,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-1=0$

$_A(1,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+1=0$

$_A(1,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-8=0$

$_A(1,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-7=0$

$_A(1,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-5=0$

$_A(1,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-4=0$

$_A(1,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-2=0$

$_A(1,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-1=0$

$_A(1,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(1,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+1=0$

$_A(1,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+2=0$

$_A(1,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+3=0$

$_A(1,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+4=0$

$_A(1,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+5=0$

$_A(1,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+6=0$

$_A(1,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+7=0$

$_A(1,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-3=0$

$_A(1,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-1=0$

$_A(1,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+1=0$

$_A(1,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+3=0$

$_A(1,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+5=0$

$_A(1,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-5=0$

$_A(1,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-4=0$

$_A(1,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-2=0$

$_A(1,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-1=0$

$_A(1,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+1=0$

$_A(1,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+2=0$

$_A(1,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-7=0$

$_A(1,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-5=0$

$_A(1,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-3=0$

$_A(1,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-1=0$

$_A(1,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+1=0$

$_A(1,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-9=0$

$_A(1,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-8=0$

$_A(1,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-7=0$

$_A(1,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-6=0$

$_A(1,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-4=0$

$_A(1,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-3=0$

$_A(1,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-2=0$

$_A(1,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-1=0$

$_A(1,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-11=0$

$_A(1,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-7=0$

$_A(1,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-5=0$

$_A(1,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-13=0$

$_A(1,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-12=0$

$_A(1,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-11=0$

$_A(1,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-10=0$

$_A(1,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-9=0$

$_A(1,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-8=0$

$_A(1,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-6=0$

$_A(1,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-5=0$

$_A(1,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-15=0$

$_A(1,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-13=0$

$_A(1,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-11=0$

$_A(1,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-9=0$

$_A(1,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-7=0$

$_A(1,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-17=0$

$_A(1,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-16=0$

$_A(1,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-14=0$

$_A(1,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-13=0$

$_A(1,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-11=0$

$_A(1,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-10=0$

$_A(1,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(1,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y=0$

$_A(1,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+1=0$

$_A(1,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+2=0$

$_A(1,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+3=0$

$_A(1,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+4=0$

$_A(1,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+5=0$

$_A(1,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+6=0$

$_A(1,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-5=0$

$_A(1,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-3=0$

$_A(1,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-1=0$

$_A(1,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+1=0$

$_A(1,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+3=0$

$_A(1,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-8=0$

$_A(1,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-7=0$

$_A(1,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-5=0$

$_A(1,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-4=0$

$_A(1,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-2=0$

$_A(1,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-1=0$

$_A(1,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-11=0$

$_A(1,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-9=0$

$_A(1,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-7=0$

$_A(1,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-5=0$

$_A(1,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-3=0$

$_A(1,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-14=0$

$_A(1,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-13=0$

$_A(1,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-12=0$

$_A(1,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-11=0$

$_A(1,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-9=0$

$_A(1,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-8=0$

$_A(1,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-7=0$

$_A(1,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-6=0$

$_A(1,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-17=0$

$_A(1,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-13=0$

$_A(1,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-11=0$

$_A(1,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-20=0$

$_A(1,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-19=0$

$_A(1,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-18=0$

$_A(1,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-17=0$

$_A(1,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-16=0$

$_A(1,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-15=0$

$_A(1,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-13=0$

$_A(1,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-12=0$

$_A(1,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-23=0$

$_A(1,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-21=0$

$_A(1,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-19=0$

$_A(1,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-17=0$

$_A(1,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-15=0$

$_A(1,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-26=0$

$_A(1,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-25=0$

$_A(1,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-23=0$

$_A(1,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-22=0$

$_A(1,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-20=0$

$_A(1,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-19=0$

$_A(1,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-2=0$

$_A(1,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-1=0$

$_A(1,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y=0$

$_A(1,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+1=0$

$_A(1,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+2=0$

$_A(1,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+3=0$

$_A(1,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+4=0$

$_A(1,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+5=0$

$_A(1,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-7=0$

$_A(1,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-5=0$

$_A(1,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-3=0$

$_A(1,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-1=0$

$_A(1,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+1=0$

$_A(1,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-11=0$

$_A(1,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-10=0$

$_A(1,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-8=0$

$_A(1,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-7=0$

$_A(1,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-5=0$

$_A(1,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-4=0$

$_A(1,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-15=0$

$_A(1,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-13=0$

$_A(1,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-11=0$

$_A(1,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-9=0$

$_A(1,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-7=0$

$_A(1,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-19=0$

$_A(1,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-18=0$

$_A(1,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-17=0$

$_A(1,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-16=0$

$_A(1,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-14=0$

$_A(1,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-13=0$

$_A(1,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-12=0$

$_A(1,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-11=0$

$_A(1,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-23=0$

$_A(1,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-19=0$

$_A(1,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-17=0$

$_A(1,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-27=0$

$_A(1,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-26=0$

$_A(1,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-25=0$

$_A(1,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-24=0$

$_A(1,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-23=0$

$_A(1,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-22=0$

$_A(1,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-20=0$

$_A(1,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-19=0$

$_A(1,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-31=0$

$_A(1,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-29=0$

$_A(1,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-27=0$

$_A(1,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-25=0$

$_A(1,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-23=0$

$_A(1,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-35=0$

$_A(1,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-34=0$

$_A(1,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-32=0$

$_A(1,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-31=0$

$_A(1,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-29=0$

$_A(1,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-28=0$

$_A(1,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(1,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-2=0$

$_A(1,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-1=0$

$_A(1,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y=0$

$_A(1,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+1=0$

$_A(1,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+2=0$

$_A(1,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+3=0$

$_A(1,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+4=0$

$_A(1,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(1,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-7=0$

$_A(1,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-5=0$

$_A(1,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-3=0$

$_A(1,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-1=0$

$_A(1,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-14=0$

$_A(1,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-13=0$

$_A(1,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-11=0$

$_A(1,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-10=0$

$_A(1,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-8=0$

$_A(1,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-7=0$

$_A(1,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-19=0$

$_A(1,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-17=0$

$_A(1,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-15=0$

$_A(1,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-13=0$

$_A(1,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-11=0$

$_A(1,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-24=0$

$_A(1,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-23=0$

$_A(1,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-22=0$

$_A(1,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-21=0$

$_A(1,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-19=0$

$_A(1,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-18=0$

$_A(1,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-17=0$

$_A(1,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-16=0$

$_A(1,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-29=0$

$_A(1,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-25=0$

$_A(1,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-23=0$

$_A(1,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-34=0$

$_A(1,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-33=0$

$_A(1,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-32=0$

$_A(1,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-31=0$

$_A(1,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-30=0$

$_A(1,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-29=0$

$_A(1,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-27=0$

$_A(1,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-26=0$

$_A(1,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-39=0$

$_A(1,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-37=0$

$_A(1,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-35=0$

$_A(1,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-33=0$

$_A(1,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-31=0$

$_A(1,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-44=0$

$_A(1,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-43=0$

$_A(1,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-41=0$

$_A(1,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-40=0$

$_A(1,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-38=0$

$_A(1,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-37=0$

$_A(1,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-4=0$

$_A(1,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-3=0$

$_A(1,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-2=0$

$_A(1,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-1=0$

$_A(1,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y=0$

$_A(1,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+1=0$

$_A(1,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+2=0$

$_A(1,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+3=0$

$_A(1,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(1,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-9=0$

$_A(1,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-7=0$

$_A(1,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-5=0$

$_A(1,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-3=0$

$_A(1,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-17=0$

$_A(1,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-16=0$

$_A(1,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-14=0$

$_A(1,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-13=0$

$_A(1,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-11=0$

$_A(1,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-10=0$

$_A(1,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-23=0$

$_A(1,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-21=0$

$_A(1,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-19=0$

$_A(1,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-17=0$

$_A(1,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-15=0$

$_A(1,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-29=0$

$_A(1,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-28=0$

$_A(1,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-27=0$

$_A(1,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-26=0$

$_A(1,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-24=0$

$_A(1,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-23=0$

$_A(1,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-22=0$

$_A(1,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-21=0$

$_A(1,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-35=0$

$_A(1,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-31=0$

$_A(1,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-29=0$

$_A(1,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-41=0$

$_A(1,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-40=0$

$_A(1,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-39=0$

$_A(1,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-38=0$

$_A(1,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-37=0$

$_A(1,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-36=0$

$_A(1,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-34=0$

$_A(1,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-33=0$

$_A(1,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-47=0$

$_A(1,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-45=0$

$_A(1,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-43=0$

$_A(1,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-41=0$

$_A(1,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-39=0$

$_A(1,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-53=0$

$_A(1,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-52=0$

$_A(1,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-50=0$

$_A(1,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-49=0$

$_A(1,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-47=0$

$_A(1,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-46=0$

$_A(1,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(1,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-4=0$

$_A(1,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-3=0$

$_A(1,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-2=0$

$_A(1,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-1=0$

$_A(1,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y=0$

$_A(1,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+1=0$

$_A(1,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+2=0$

$_A(1,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-13=0$

$_A(1,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-11=0$

$_A(1,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-9=0$

$_A(1,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-7=0$

$_A(1,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-5=0$

$_A(1,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-20=0$

$_A(1,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-19=0$

$_A(1,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-17=0$

$_A(1,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-16=0$

$_A(1,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-14=0$

$_A(1,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-13=0$

$_A(1,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-27=0$

$_A(1,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-25=0$

$_A(1,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-23=0$

$_A(1,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-21=0$

$_A(1,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-19=0$

$_A(1,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-34=0$

$_A(1,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-33=0$

$_A(1,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-32=0$

$_A(1,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-31=0$

$_A(1,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-29=0$

$_A(1,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-28=0$

$_A(1,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-27=0$

$_A(1,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-26=0$

$_A(1,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-41=0$

$_A(1,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-37=0$

$_A(1,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-35=0$

$_A(1,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-48=0$

$_A(1,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-47=0$

$_A(1,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-46=0$

$_A(1,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-45=0$

$_A(1,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-44=0$

$_A(1,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-43=0$

$_A(1,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-41=0$

$_A(1,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-40=0$

$_A(1,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-55=0$

$_A(1,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-53=0$

$_A(1,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-51=0$

$_A(1,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-49=0$

$_A(1,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-47=0$

$_A(1,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-62=0$

$_A(1,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-61=0$

$_A(1,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-59=0$

$_A(1,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-58=0$

$_A(1,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-56=0$

$_A(1,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-55=0$

$_A(1,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-6=0$

$_A(1,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-5=0$

$_A(1,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-4=0$

$_A(1,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-3=0$

$_A(1,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-2=0$

$_A(1,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-1=0$

$_A(1,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y=0$

$_A(1,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+1=0$

$_A(1,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-15=0$

$_A(1,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-13=0$

$_A(1,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-11=0$

$_A(1,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-9=0$

$_A(1,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-7=0$

$_A(1,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-23=0$

$_A(1,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-22=0$

$_A(1,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-20=0$

$_A(1,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-19=0$

$_A(1,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-17=0$

$_A(1,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-16=0$

$_A(1,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-31=0$

$_A(1,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-29=0$

$_A(1,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-27=0$

$_A(1,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-25=0$

$_A(1,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-23=0$

$_A(1,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-39=0$

$_A(1,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-38=0$

$_A(1,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-37=0$

$_A(1,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-36=0$

$_A(1,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-34=0$

$_A(1,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-33=0$

$_A(1,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-32=0$

$_A(1,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-31=0$

$_A(1,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-47=0$

$_A(1,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-43=0$

$_A(1,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-41=0$

$_A(1,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-55=0$

$_A(1,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-54=0$

$_A(1,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-53=0$

$_A(1,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-52=0$

$_A(1,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-51=0$

$_A(1,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-50=0$

$_A(1,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-48=0$

$_A(1,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-47=0$

$_A(1,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-63=0$

$_A(1,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-61=0$

$_A(1,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-59=0$

$_A(1,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-57=0$

$_A(1,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-55=0$

$_A(1,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-71=0$

$_A(1,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-70=0$

$_A(1,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-68=0$

$_A(1,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-67=0$

$_A(1,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-65=0$

$_A(1,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-64=0$

$_A(1,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(1,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-6=0$

$_A(1,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-5=0$

$_A(1,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-4=0$

$_A(1,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-3=0$

$_A(1,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-2=0$

$_A(1,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-1=0$

$_A(1,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y=0$

$_A(1,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-17=0$

$_A(1,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-15=0$

$_A(1,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-13=0$

$_A(1,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-11=0$

$_A(1,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-9=0$

$_A(1,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-26=0$

$_A(1,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-25=0$

$_A(1,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-23=0$

$_A(1,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-22=0$

$_A(1,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-20=0$

$_A(1,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-19=0$

$_A(1,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-35=0$

$_A(1,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-33=0$

$_A(1,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-31=0$

$_A(1,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-29=0$

$_A(1,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-27=0$

$_A(1,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-44=0$

$_A(1,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-43=0$

$_A(1,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-42=0$

$_A(1,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-41=0$

$_A(1,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-39=0$

$_A(1,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-38=0$

$_A(1,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-37=0$

$_A(1,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-36=0$

$_A(1,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-53=0$

$_A(1,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-49=0$

$_A(1,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-47=0$

$_A(1,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-62=0$

$_A(1,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-61=0$

$_A(1,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-60=0$

$_A(1,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-59=0$

$_A(1,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-58=0$

$_A(1,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-57=0$

$_A(1,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-55=0$

$_A(1,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-54=0$

$_A(1,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-71=0$

$_A(1,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-69=0$

$_A(1,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-67=0$

$_A(1,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-65=0$

$_A(1,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-63=0$

$_A(1,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-80=0$

$_A(1,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-79=0$

$_A(1,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-77=0$

$_A(1,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-76=0$

$_A(1,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-74=0$

$_A(1,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-73=0$

$_A(2,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+1=0$

$_A(2,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(2,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+5=0$

$_A(2,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+7=0$

$_A(2,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+9=0$

$_A(2,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+11=0$

$_A(2,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+13=0$

$_A(2,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+15=0$

$_A(2,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+17=0$

$_A(2,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(2,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+4=0$

$_A(2,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+8=0$

$_A(2,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+12=0$

$_A(2,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+16=0$

$_A(2,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-1=0$

$_A(2,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+1=0$

$_A(2,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+5=0$

$_A(2,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+7=0$

$_A(2,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+11=0$

$_A(2,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+13=0$

$_A(2,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-2=0$

$_A(2,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+2=0$

$_A(2,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+6=0$

$_A(2,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+10=0$

$_A(2,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+14=0$

$_A(2,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-3=0$

$_A(2,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-1=0$

$_A(2,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+1=0$

$_A(2,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+3=0$

$_A(2,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+7=0$

$_A(2,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+9=0$

$_A(2,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+11=0$

$_A(2,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+13=0$

$_A(2,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-4=0$

$_A(2,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+4=0$

$_A(2,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+8=0$

$_A(2,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-5=0$

$_A(2,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-3=0$

$_A(2,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-1=0$

$_A(2,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+1=0$

$_A(2,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+3=0$

$_A(2,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+5=0$

$_A(2,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+9=0$

$_A(2,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+11=0$

$_A(2,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-6=0$

$_A(2,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-2=0$

$_A(2,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+2=0$

$_A(2,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+6=0$

$_A(2,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+10=0$

$_A(2,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-7=0$

$_A(2,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-5=0$

$_A(2,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-1=0$

$_A(2,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+1=0$

$_A(2,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+5=0$

$_A(2,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+7=0$

$_A(2,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+2=0$

$_A(2,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+4=0$

$_A(2,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+6=0$

$_A(2,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+8=0$

$_A(2,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+10=0$

$_A(2,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+12=0$

$_A(2,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+14=0$

$_A(2,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+16=0$

$_A(2,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-2=0$

$_A(2,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+2=0$

$_A(2,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+6=0$

$_A(2,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+10=0$

$_A(2,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+14=0$

$_A(2,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-4=0$

$_A(2,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-2=0$

$_A(2,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+2=0$

$_A(2,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+4=0$

$_A(2,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+8=0$

$_A(2,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+10=0$

$_A(2,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-6=0$

$_A(2,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-2=0$

$_A(2,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+2=0$

$_A(2,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+6=0$

$_A(2,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+10=0$

$_A(2,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-8=0$

$_A(2,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-6=0$

$_A(2,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-4=0$

$_A(2,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-2=0$

$_A(2,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+2=0$

$_A(2,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+4=0$

$_A(2,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+6=0$

$_A(2,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+8=0$

$_A(2,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-10=0$

$_A(2,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-2=0$

$_A(2,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+2=0$

$_A(2,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-12=0$

$_A(2,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-10=0$

$_A(2,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-8=0$

$_A(2,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-6=0$

$_A(2,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-4=0$

$_A(2,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-2=0$

$_A(2,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+2=0$

$_A(2,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+4=0$

$_A(2,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-14=0$

$_A(2,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-10=0$

$_A(2,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-6=0$

$_A(2,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-2=0$

$_A(2,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+2=0$

$_A(2,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-16=0$

$_A(2,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-14=0$

$_A(2,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-10=0$

$_A(2,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-8=0$

$_A(2,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-4=0$

$_A(2,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-2=0$

$_A(2,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(2,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+3=0$

$_A(2,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+5=0$

$_A(2,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+7=0$

$_A(2,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+9=0$

$_A(2,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+11=0$

$_A(2,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+13=0$

$_A(2,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+15=0$

$_A(2,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-4=0$

$_A(2,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y=0$

$_A(2,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+4=0$

$_A(2,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+8=0$

$_A(2,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+12=0$

$_A(2,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-7=0$

$_A(2,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-5=0$

$_A(2,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-1=0$

$_A(2,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+1=0$

$_A(2,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+5=0$

$_A(2,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+7=0$

$_A(2,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-10=0$

$_A(2,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-6=0$

$_A(2,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-2=0$

$_A(2,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+2=0$

$_A(2,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+6=0$

$_A(2,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-13=0$

$_A(2,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-11=0$

$_A(2,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-9=0$

$_A(2,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-7=0$

$_A(2,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-3=0$

$_A(2,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-1=0$

$_A(2,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+1=0$

$_A(2,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+3=0$

$_A(2,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-16=0$

$_A(2,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-8=0$

$_A(2,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-4=0$

$_A(2,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-19=0$

$_A(2,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-17=0$

$_A(2,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-15=0$

$_A(2,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-13=0$

$_A(2,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-11=0$

$_A(2,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-9=0$

$_A(2,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-5=0$

$_A(2,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-3=0$

$_A(2,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-22=0$

$_A(2,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-18=0$

$_A(2,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-14=0$

$_A(2,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-10=0$

$_A(2,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-6=0$

$_A(2,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-25=0$

$_A(2,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-23=0$

$_A(2,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-19=0$

$_A(2,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-17=0$

$_A(2,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-13=0$

$_A(2,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-11=0$

$_A(2,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(2,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+2=0$

$_A(2,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+4=0$

$_A(2,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+6=0$

$_A(2,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+8=0$

$_A(2,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+10=0$

$_A(2,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+12=0$

$_A(2,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+14=0$

$_A(2,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-6=0$

$_A(2,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-2=0$

$_A(2,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+2=0$

$_A(2,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+6=0$

$_A(2,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+10=0$

$_A(2,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-10=0$

$_A(2,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-8=0$

$_A(2,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-4=0$

$_A(2,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-2=0$

$_A(2,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+2=0$

$_A(2,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+4=0$

$_A(2,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-14=0$

$_A(2,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-10=0$

$_A(2,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-6=0$

$_A(2,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-2=0$

$_A(2,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+2=0$

$_A(2,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-18=0$

$_A(2,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-16=0$

$_A(2,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-14=0$

$_A(2,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-12=0$

$_A(2,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-8=0$

$_A(2,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-6=0$

$_A(2,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-4=0$

$_A(2,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-2=0$

$_A(2,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-22=0$

$_A(2,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-14=0$

$_A(2,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-10=0$

$_A(2,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-26=0$

$_A(2,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-24=0$

$_A(2,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-22=0$

$_A(2,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-20=0$

$_A(2,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-18=0$

$_A(2,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-16=0$

$_A(2,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-12=0$

$_A(2,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-10=0$

$_A(2,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-30=0$

$_A(2,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-26=0$

$_A(2,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-22=0$

$_A(2,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-18=0$

$_A(2,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-14=0$

$_A(2,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-34=0$

$_A(2,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-32=0$

$_A(2,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-28=0$

$_A(2,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-26=0$

$_A(2,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-22=0$

$_A(2,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-20=0$

$_A(2,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(2,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+1=0$

$_A(2,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+3=0$

$_A(2,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+5=0$

$_A(2,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+7=0$

$_A(2,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+9=0$

$_A(2,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+11=0$

$_A(2,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+13=0$

$_A(2,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-8=0$

$_A(2,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-4=0$

$_A(2,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y=0$

$_A(2,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+4=0$

$_A(2,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+8=0$

$_A(2,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-13=0$

$_A(2,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-11=0$

$_A(2,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-7=0$

$_A(2,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-5=0$

$_A(2,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-1=0$

$_A(2,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+1=0$

$_A(2,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-18=0$

$_A(2,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-14=0$

$_A(2,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-10=0$

$_A(2,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-6=0$

$_A(2,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-2=0$

$_A(2,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-23=0$

$_A(2,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-21=0$

$_A(2,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-19=0$

$_A(2,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-17=0$

$_A(2,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-13=0$

$_A(2,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-11=0$

$_A(2,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-9=0$

$_A(2,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-7=0$

$_A(2,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-28=0$

$_A(2,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-20=0$

$_A(2,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-16=0$

$_A(2,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-33=0$

$_A(2,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-31=0$

$_A(2,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-29=0$

$_A(2,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-27=0$

$_A(2,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-25=0$

$_A(2,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-23=0$

$_A(2,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-19=0$

$_A(2,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-17=0$

$_A(2,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-38=0$

$_A(2,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-34=0$

$_A(2,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-30=0$

$_A(2,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-26=0$

$_A(2,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-22=0$

$_A(2,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-43=0$

$_A(2,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-41=0$

$_A(2,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-37=0$

$_A(2,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-35=0$

$_A(2,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-31=0$

$_A(2,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-29=0$

$_A(2,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-2=0$

$_A(2,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y=0$

$_A(2,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+2=0$

$_A(2,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+4=0$

$_A(2,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+6=0$

$_A(2,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+8=0$

$_A(2,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+10=0$

$_A(2,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+12=0$

$_A(2,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(2,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-6=0$

$_A(2,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-2=0$

$_A(2,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+2=0$

$_A(2,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+6=0$

$_A(2,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-16=0$

$_A(2,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-14=0$

$_A(2,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-10=0$

$_A(2,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-8=0$

$_A(2,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-4=0$

$_A(2,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-2=0$

$_A(2,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-22=0$

$_A(2,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-18=0$

$_A(2,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-14=0$

$_A(2,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-10=0$

$_A(2,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-6=0$

$_A(2,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-28=0$

$_A(2,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-26=0$

$_A(2,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-24=0$

$_A(2,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-22=0$

$_A(2,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-18=0$

$_A(2,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-16=0$

$_A(2,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-14=0$

$_A(2,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-12=0$

$_A(2,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-34=0$

$_A(2,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-26=0$

$_A(2,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-22=0$

$_A(2,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-40=0$

$_A(2,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-38=0$

$_A(2,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-36=0$

$_A(2,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-34=0$

$_A(2,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-32=0$

$_A(2,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-30=0$

$_A(2,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-26=0$

$_A(2,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-24=0$

$_A(2,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-46=0$

$_A(2,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-42=0$

$_A(2,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-38=0$

$_A(2,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-34=0$

$_A(2,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-30=0$

$_A(2,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-52=0$

$_A(2,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-50=0$

$_A(2,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-46=0$

$_A(2,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-44=0$

$_A(2,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-40=0$

$_A(2,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-38=0$

$_A(2,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(2,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-1=0$

$_A(2,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+1=0$

$_A(2,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+3=0$

$_A(2,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+5=0$

$_A(2,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+7=0$

$_A(2,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+9=0$

$_A(2,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+11=0$

$_A(2,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-12=0$

$_A(2,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-8=0$

$_A(2,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-4=0$

$_A(2,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y=0$

$_A(2,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+4=0$

$_A(2,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-19=0$

$_A(2,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-17=0$

$_A(2,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-13=0$

$_A(2,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-11=0$

$_A(2,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-7=0$

$_A(2,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-5=0$

$_A(2,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-26=0$

$_A(2,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-22=0$

$_A(2,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-18=0$

$_A(2,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-14=0$

$_A(2,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-10=0$

$_A(2,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-33=0$

$_A(2,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-31=0$

$_A(2,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-29=0$

$_A(2,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-27=0$

$_A(2,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-23=0$

$_A(2,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-21=0$

$_A(2,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-19=0$

$_A(2,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-17=0$

$_A(2,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-40=0$

$_A(2,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-32=0$

$_A(2,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-28=0$

$_A(2,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-47=0$

$_A(2,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-45=0$

$_A(2,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-43=0$

$_A(2,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-41=0$

$_A(2,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-39=0$

$_A(2,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-37=0$

$_A(2,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-33=0$

$_A(2,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-31=0$

$_A(2,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-54=0$

$_A(2,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-50=0$

$_A(2,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-46=0$

$_A(2,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-42=0$

$_A(2,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-38=0$

$_A(2,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-61=0$

$_A(2,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-59=0$

$_A(2,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-55=0$

$_A(2,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-53=0$

$_A(2,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-49=0$

$_A(2,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-47=0$

$_A(2,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-4=0$

$_A(2,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-2=0$

$_A(2,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y=0$

$_A(2,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+2=0$

$_A(2,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+4=0$

$_A(2,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+6=0$

$_A(2,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+8=0$

$_A(2,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+10=0$

$_A(2,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-14=0$

$_A(2,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-10=0$

$_A(2,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-6=0$

$_A(2,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-2=0$

$_A(2,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+2=0$

$_A(2,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-22=0$

$_A(2,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-20=0$

$_A(2,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-16=0$

$_A(2,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-14=0$

$_A(2,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-10=0$

$_A(2,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-8=0$

$_A(2,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-30=0$

$_A(2,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-26=0$

$_A(2,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-22=0$

$_A(2,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-18=0$

$_A(2,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-14=0$

$_A(2,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-38=0$

$_A(2,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-36=0$

$_A(2,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-34=0$

$_A(2,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-32=0$

$_A(2,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-28=0$

$_A(2,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-26=0$

$_A(2,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-24=0$

$_A(2,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-22=0$

$_A(2,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-46=0$

$_A(2,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-38=0$

$_A(2,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-34=0$

$_A(2,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-54=0$

$_A(2,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-52=0$

$_A(2,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-50=0$

$_A(2,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-48=0$

$_A(2,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-46=0$

$_A(2,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-44=0$

$_A(2,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-40=0$

$_A(2,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-38=0$

$_A(2,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-62=0$

$_A(2,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-58=0$

$_A(2,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-54=0$

$_A(2,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-50=0$

$_A(2,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-46=0$

$_A(2,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-70=0$

$_A(2,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-68=0$

$_A(2,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-64=0$

$_A(2,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-62=0$

$_A(2,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-58=0$

$_A(2,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-56=0$

$_A(2,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(2,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-3=0$

$_A(2,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-1=0$

$_A(2,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+1=0$

$_A(2,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+3=0$

$_A(2,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+5=0$

$_A(2,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+7=0$

$_A(2,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+9=0$

$_A(2,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-16=0$

$_A(2,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-12=0$

$_A(2,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-8=0$

$_A(2,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-4=0$

$_A(2,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y=0$

$_A(2,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-25=0$

$_A(2,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-23=0$

$_A(2,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-19=0$

$_A(2,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-17=0$

$_A(2,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-13=0$

$_A(2,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-11=0$

$_A(2,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-34=0$

$_A(2,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-30=0$

$_A(2,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-26=0$

$_A(2,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-22=0$

$_A(2,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-18=0$

$_A(2,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-43=0$

$_A(2,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-41=0$

$_A(2,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-39=0$

$_A(2,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-37=0$

$_A(2,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-33=0$

$_A(2,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-31=0$

$_A(2,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-29=0$

$_A(2,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-27=0$

$_A(2,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-52=0$

$_A(2,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-44=0$

$_A(2,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-40=0$

$_A(2,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-61=0$

$_A(2,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-59=0$

$_A(2,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-57=0$

$_A(2,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-55=0$

$_A(2,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-53=0$

$_A(2,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-51=0$

$_A(2,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-47=0$

$_A(2,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-45=0$

$_A(2,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-70=0$

$_A(2,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-66=0$

$_A(2,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-62=0$

$_A(2,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-58=0$

$_A(2,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-54=0$

$_A(2,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-79=0$

$_A(2,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-77=0$

$_A(2,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-73=0$

$_A(2,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-71=0$

$_A(2,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-67=0$

$_A(2,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-65=0$

$_A(3,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+2=0$

$_A(3,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(3,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+8=0$

$_A(3,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+11=0$

$_A(3,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+14=0$

$_A(3,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+17=0$

$_A(3,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+20=0$

$_A(3,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+23=0$

$_A(3,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+26=0$

$_A(3,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+1=0$

$_A(3,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+7=0$

$_A(3,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+13=0$

$_A(3,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+19=0$

$_A(3,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+25=0$

$_A(3,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y=0$

$_A(3,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+3=0$

$_A(3,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+9=0$

$_A(3,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+12=0$

$_A(3,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+18=0$

$_A(3,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+21=0$

$_A(3,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-1=0$

$_A(3,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+5=0$

$_A(3,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+11=0$

$_A(3,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+17=0$

$_A(3,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+23=0$

$_A(3,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-2=0$

$_A(3,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+1=0$

$_A(3,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+4=0$

$_A(3,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+7=0$

$_A(3,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+13=0$

$_A(3,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+16=0$

$_A(3,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+19=0$

$_A(3,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+22=0$

$_A(3,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-3=0$

$_A(3,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+9=0$

$_A(3,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+15=0$

$_A(3,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-4=0$

$_A(3,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-1=0$

$_A(3,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+2=0$

$_A(3,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+5=0$

$_A(3,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+8=0$

$_A(3,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+11=0$

$_A(3,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+17=0$

$_A(3,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+20=0$

$_A(3,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-5=0$

$_A(3,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+1=0$

$_A(3,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+7=0$

$_A(3,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+13=0$

$_A(3,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+19=0$

$_A(3,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-6=0$

$_A(3,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-3=0$

$_A(3,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+3=0$

$_A(3,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+6=0$

$_A(3,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+12=0$

$_A(3,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+15=0$

$_A(3,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+4=0$

$_A(3,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+7=0$

$_A(3,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+10=0$

$_A(3,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+13=0$

$_A(3,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+16=0$

$_A(3,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+19=0$

$_A(3,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+22=0$

$_A(3,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+25=0$

$_A(3,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-1=0$

$_A(3,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+5=0$

$_A(3,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+11=0$

$_A(3,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+17=0$

$_A(3,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+23=0$

$_A(3,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-3=0$

$_A(3,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y=0$

$_A(3,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+6=0$

$_A(3,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+9=0$

$_A(3,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+15=0$

$_A(3,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+18=0$

$_A(3,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-5=0$

$_A(3,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+1=0$

$_A(3,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+7=0$

$_A(3,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+13=0$

$_A(3,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+19=0$

$_A(3,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-7=0$

$_A(3,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-4=0$

$_A(3,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-1=0$

$_A(3,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+2=0$

$_A(3,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+8=0$

$_A(3,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+11=0$

$_A(3,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+14=0$

$_A(3,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+17=0$

$_A(3,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-9=0$

$_A(3,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+3=0$

$_A(3,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+9=0$

$_A(3,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-11=0$

$_A(3,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-8=0$

$_A(3,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-5=0$

$_A(3,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-2=0$

$_A(3,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+1=0$

$_A(3,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+4=0$

$_A(3,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+10=0$

$_A(3,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+13=0$

$_A(3,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-13=0$

$_A(3,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-7=0$

$_A(3,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-1=0$

$_A(3,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+5=0$

$_A(3,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+11=0$

$_A(3,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-15=0$

$_A(3,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-12=0$

$_A(3,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-6=0$

$_A(3,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-3=0$

$_A(3,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+3=0$

$_A(3,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+6=0$

$_A(3,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(3,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+6=0$

$_A(3,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+9=0$

$_A(3,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+12=0$

$_A(3,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+15=0$

$_A(3,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+18=0$

$_A(3,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+21=0$

$_A(3,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+24=0$

$_A(3,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-3=0$

$_A(3,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+3=0$

$_A(3,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+9=0$

$_A(3,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+15=0$

$_A(3,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+21=0$

$_A(3,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-6=0$

$_A(3,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-3=0$

$_A(3,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+3=0$

$_A(3,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+6=0$

$_A(3,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+12=0$

$_A(3,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+15=0$

$_A(3,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-9=0$

$_A(3,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-3=0$

$_A(3,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+3=0$

$_A(3,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+9=0$

$_A(3,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+15=0$

$_A(3,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-12=0$

$_A(3,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-9=0$

$_A(3,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-6=0$

$_A(3,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-3=0$

$_A(3,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+3=0$

$_A(3,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+6=0$

$_A(3,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+9=0$

$_A(3,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+12=0$

$_A(3,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-15=0$

$_A(3,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-3=0$

$_A(3,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+3=0$

$_A(3,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-18=0$

$_A(3,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-15=0$

$_A(3,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-12=0$

$_A(3,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-9=0$

$_A(3,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-6=0$

$_A(3,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-3=0$

$_A(3,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+3=0$

$_A(3,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+6=0$

$_A(3,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-21=0$

$_A(3,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-15=0$

$_A(3,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-9=0$

$_A(3,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-3=0$

$_A(3,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+3=0$

$_A(3,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-24=0$

$_A(3,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-21=0$

$_A(3,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-15=0$

$_A(3,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-12=0$

$_A(3,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-6=0$

$_A(3,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-3=0$

$_A(3,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+2=0$

$_A(3,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+5=0$

$_A(3,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+8=0$

$_A(3,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+11=0$

$_A(3,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+14=0$

$_A(3,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+17=0$

$_A(3,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+20=0$

$_A(3,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+23=0$

$_A(3,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-5=0$

$_A(3,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+1=0$

$_A(3,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+7=0$

$_A(3,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+13=0$

$_A(3,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+19=0$

$_A(3,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-9=0$

$_A(3,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-6=0$

$_A(3,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y=0$

$_A(3,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+3=0$

$_A(3,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+9=0$

$_A(3,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+12=0$

$_A(3,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-13=0$

$_A(3,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-7=0$

$_A(3,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-1=0$

$_A(3,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+5=0$

$_A(3,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+11=0$

$_A(3,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-17=0$

$_A(3,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-14=0$

$_A(3,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-11=0$

$_A(3,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-8=0$

$_A(3,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-2=0$

$_A(3,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+1=0$

$_A(3,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+4=0$

$_A(3,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+7=0$

$_A(3,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-21=0$

$_A(3,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-9=0$

$_A(3,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-3=0$

$_A(3,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-25=0$

$_A(3,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-22=0$

$_A(3,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-19=0$

$_A(3,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-16=0$

$_A(3,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-13=0$

$_A(3,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-10=0$

$_A(3,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-4=0$

$_A(3,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-1=0$

$_A(3,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-29=0$

$_A(3,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-23=0$

$_A(3,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-17=0$

$_A(3,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-11=0$

$_A(3,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-5=0$

$_A(3,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-33=0$

$_A(3,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-30=0$

$_A(3,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-24=0$

$_A(3,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-21=0$

$_A(3,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-15=0$

$_A(3,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-12=0$

$_A(3,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(3,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+4=0$

$_A(3,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+7=0$

$_A(3,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+10=0$

$_A(3,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+13=0$

$_A(3,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+16=0$

$_A(3,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+19=0$

$_A(3,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+22=0$

$_A(3,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-7=0$

$_A(3,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-1=0$

$_A(3,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+5=0$

$_A(3,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+11=0$

$_A(3,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+17=0$

$_A(3,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-12=0$

$_A(3,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-9=0$

$_A(3,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-3=0$

$_A(3,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y=0$

$_A(3,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+6=0$

$_A(3,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+9=0$

$_A(3,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-17=0$

$_A(3,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-11=0$

$_A(3,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-5=0$

$_A(3,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+1=0$

$_A(3,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+7=0$

$_A(3,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-22=0$

$_A(3,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-19=0$

$_A(3,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-16=0$

$_A(3,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-13=0$

$_A(3,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-7=0$

$_A(3,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-4=0$

$_A(3,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-1=0$

$_A(3,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+2=0$

$_A(3,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-27=0$

$_A(3,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-15=0$

$_A(3,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-9=0$

$_A(3,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-32=0$

$_A(3,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-29=0$

$_A(3,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-26=0$

$_A(3,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-23=0$

$_A(3,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-20=0$

$_A(3,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-17=0$

$_A(3,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-11=0$

$_A(3,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-8=0$

$_A(3,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-37=0$

$_A(3,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-31=0$

$_A(3,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-25=0$

$_A(3,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-19=0$

$_A(3,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-13=0$

$_A(3,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-42=0$

$_A(3,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-39=0$

$_A(3,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-33=0$

$_A(3,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-30=0$

$_A(3,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-24=0$

$_A(3,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-21=0$

$_A(3,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(3,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+3=0$

$_A(3,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+6=0$

$_A(3,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+9=0$

$_A(3,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+12=0$

$_A(3,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+15=0$

$_A(3,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+18=0$

$_A(3,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+21=0$

$_A(3,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(3,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-3=0$

$_A(3,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+3=0$

$_A(3,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+9=0$

$_A(3,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+15=0$

$_A(3,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-15=0$

$_A(3,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-12=0$

$_A(3,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-6=0$

$_A(3,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-3=0$

$_A(3,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+3=0$

$_A(3,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+6=0$

$_A(3,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-21=0$

$_A(3,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-15=0$

$_A(3,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-9=0$

$_A(3,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-3=0$

$_A(3,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+3=0$

$_A(3,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-27=0$

$_A(3,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-24=0$

$_A(3,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-21=0$

$_A(3,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-18=0$

$_A(3,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-12=0$

$_A(3,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-9=0$

$_A(3,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-6=0$

$_A(3,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-3=0$

$_A(3,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-33=0$

$_A(3,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-21=0$

$_A(3,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-15=0$

$_A(3,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-39=0$

$_A(3,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-36=0$

$_A(3,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-33=0$

$_A(3,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-30=0$

$_A(3,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-27=0$

$_A(3,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-24=0$

$_A(3,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-18=0$

$_A(3,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-15=0$

$_A(3,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-45=0$

$_A(3,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-39=0$

$_A(3,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-33=0$

$_A(3,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-27=0$

$_A(3,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-21=0$

$_A(3,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-51=0$

$_A(3,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-48=0$

$_A(3,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-42=0$

$_A(3,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-39=0$

$_A(3,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-33=0$

$_A(3,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-30=0$

$_A(3,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(3,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+2=0$

$_A(3,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+5=0$

$_A(3,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+8=0$

$_A(3,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+11=0$

$_A(3,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+14=0$

$_A(3,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+17=0$

$_A(3,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+20=0$

$_A(3,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(3,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-5=0$

$_A(3,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+1=0$

$_A(3,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+7=0$

$_A(3,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+13=0$

$_A(3,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-18=0$

$_A(3,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-15=0$

$_A(3,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-9=0$

$_A(3,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-6=0$

$_A(3,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y=0$

$_A(3,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+3=0$

$_A(3,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-25=0$

$_A(3,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-19=0$

$_A(3,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-13=0$

$_A(3,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-7=0$

$_A(3,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-1=0$

$_A(3,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-32=0$

$_A(3,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-29=0$

$_A(3,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-26=0$

$_A(3,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-23=0$

$_A(3,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-17=0$

$_A(3,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-14=0$

$_A(3,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-11=0$

$_A(3,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-8=0$

$_A(3,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-39=0$

$_A(3,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-27=0$

$_A(3,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-21=0$

$_A(3,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-46=0$

$_A(3,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-43=0$

$_A(3,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-40=0$

$_A(3,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-37=0$

$_A(3,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-34=0$

$_A(3,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-31=0$

$_A(3,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-25=0$

$_A(3,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-22=0$

$_A(3,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-53=0$

$_A(3,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-47=0$

$_A(3,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-41=0$

$_A(3,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-35=0$

$_A(3,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-29=0$

$_A(3,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-60=0$

$_A(3,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-57=0$

$_A(3,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-51=0$

$_A(3,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-48=0$

$_A(3,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-42=0$

$_A(3,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-39=0$

$_A(3,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-2=0$

$_A(3,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+1=0$

$_A(3,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+4=0$

$_A(3,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+7=0$

$_A(3,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+10=0$

$_A(3,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+13=0$

$_A(3,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+16=0$

$_A(3,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+19=0$

$_A(3,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-13=0$

$_A(3,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-7=0$

$_A(3,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-1=0$

$_A(3,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+5=0$

$_A(3,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+11=0$

$_A(3,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-21=0$

$_A(3,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-18=0$

$_A(3,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-12=0$

$_A(3,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-9=0$

$_A(3,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-3=0$

$_A(3,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y=0$

$_A(3,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-29=0$

$_A(3,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-23=0$

$_A(3,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-17=0$

$_A(3,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-11=0$

$_A(3,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-5=0$

$_A(3,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-37=0$

$_A(3,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-34=0$

$_A(3,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-31=0$

$_A(3,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-28=0$

$_A(3,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-22=0$

$_A(3,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-19=0$

$_A(3,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-16=0$

$_A(3,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-13=0$

$_A(3,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-45=0$

$_A(3,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-33=0$

$_A(3,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-27=0$

$_A(3,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-53=0$

$_A(3,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-50=0$

$_A(3,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-47=0$

$_A(3,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-44=0$

$_A(3,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-41=0$

$_A(3,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-38=0$

$_A(3,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-32=0$

$_A(3,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-29=0$

$_A(3,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-61=0$

$_A(3,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-55=0$

$_A(3,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-49=0$

$_A(3,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-43=0$

$_A(3,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-37=0$

$_A(3,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-69=0$

$_A(3,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-66=0$

$_A(3,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-60=0$

$_A(3,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-57=0$

$_A(3,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-51=0$

$_A(3,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-48=0$

$_A(3,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(3,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y=0$

$_A(3,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+3=0$

$_A(3,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+6=0$

$_A(3,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+9=0$

$_A(3,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+12=0$

$_A(3,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+15=0$

$_A(3,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+18=0$

$_A(3,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-15=0$

$_A(3,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-9=0$

$_A(3,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-3=0$

$_A(3,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+3=0$

$_A(3,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+9=0$

$_A(3,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-24=0$

$_A(3,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-21=0$

$_A(3,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-15=0$

$_A(3,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-12=0$

$_A(3,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-6=0$

$_A(3,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-3=0$

$_A(3,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-33=0$

$_A(3,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-27=0$

$_A(3,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-21=0$

$_A(3,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-15=0$

$_A(3,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-9=0$

$_A(3,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-42=0$

$_A(3,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-39=0$

$_A(3,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-36=0$

$_A(3,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-33=0$

$_A(3,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-27=0$

$_A(3,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-24=0$

$_A(3,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-21=0$

$_A(3,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-18=0$

$_A(3,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-51=0$

$_A(3,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-39=0$

$_A(3,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-33=0$

$_A(3,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-60=0$

$_A(3,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-57=0$

$_A(3,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-54=0$

$_A(3,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-51=0$

$_A(3,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-48=0$

$_A(3,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-45=0$

$_A(3,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-39=0$

$_A(3,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-36=0$

$_A(3,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-69=0$

$_A(3,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-63=0$

$_A(3,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-57=0$

$_A(3,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-51=0$

$_A(3,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-45=0$

$_A(3,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-78=0$

$_A(3,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-75=0$

$_A(3,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-69=0$

$_A(3,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-66=0$

$_A(3,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-60=0$

$_A(3,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-57=0$

$_A(4,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+3=0$

$_A(4,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(4,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+11=0$

$_A(4,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+15=0$

$_A(4,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+19=0$

$_A(4,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+23=0$

$_A(4,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+27=0$

$_A(4,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+31=0$

$_A(4,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+35=0$

$_A(4,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+2=0$

$_A(4,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+10=0$

$_A(4,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+18=0$

$_A(4,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+26=0$

$_A(4,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+34=0$

$_A(4,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+1=0$

$_A(4,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+5=0$

$_A(4,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+13=0$

$_A(4,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+17=0$

$_A(4,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+25=0$

$_A(4,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+29=0$

$_A(4,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y=0$

$_A(4,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+8=0$

$_A(4,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+16=0$

$_A(4,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+24=0$

$_A(4,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+32=0$

$_A(4,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-1=0$

$_A(4,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+3=0$

$_A(4,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+7=0$

$_A(4,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+11=0$

$_A(4,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+19=0$

$_A(4,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+23=0$

$_A(4,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+27=0$

$_A(4,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+31=0$

$_A(4,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-2=0$

$_A(4,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+14=0$

$_A(4,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+22=0$

$_A(4,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-3=0$

$_A(4,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+1=0$

$_A(4,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+5=0$

$_A(4,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+9=0$

$_A(4,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+13=0$

$_A(4,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+17=0$

$_A(4,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+25=0$

$_A(4,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+29=0$

$_A(4,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-4=0$

$_A(4,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+4=0$

$_A(4,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+12=0$

$_A(4,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+20=0$

$_A(4,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+28=0$

$_A(4,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-5=0$

$_A(4,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-1=0$

$_A(4,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+7=0$

$_A(4,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+11=0$

$_A(4,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+19=0$

$_A(4,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+23=0$

$_A(4,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+6=0$

$_A(4,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+10=0$

$_A(4,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+14=0$

$_A(4,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+18=0$

$_A(4,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+22=0$

$_A(4,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+26=0$

$_A(4,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+30=0$

$_A(4,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+34=0$

$_A(4,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(4,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+8=0$

$_A(4,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+16=0$

$_A(4,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+24=0$

$_A(4,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+32=0$

$_A(4,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-2=0$

$_A(4,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+2=0$

$_A(4,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+10=0$

$_A(4,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+14=0$

$_A(4,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+22=0$

$_A(4,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+26=0$

$_A(4,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-4=0$

$_A(4,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+4=0$

$_A(4,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+12=0$

$_A(4,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+20=0$

$_A(4,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+28=0$

$_A(4,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-6=0$

$_A(4,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-2=0$

$_A(4,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+2=0$

$_A(4,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+6=0$

$_A(4,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+14=0$

$_A(4,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+18=0$

$_A(4,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+22=0$

$_A(4,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+26=0$

$_A(4,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-8=0$

$_A(4,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+8=0$

$_A(4,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+16=0$

$_A(4,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-10=0$

$_A(4,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-6=0$

$_A(4,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-2=0$

$_A(4,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+2=0$

$_A(4,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+6=0$

$_A(4,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+10=0$

$_A(4,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+18=0$

$_A(4,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+22=0$

$_A(4,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-12=0$

$_A(4,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-4=0$

$_A(4,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+4=0$

$_A(4,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+12=0$

$_A(4,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+20=0$

$_A(4,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-14=0$

$_A(4,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-10=0$

$_A(4,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-2=0$

$_A(4,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+2=0$

$_A(4,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+10=0$

$_A(4,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+14=0$

$_A(4,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(4,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+9=0$

$_A(4,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+13=0$

$_A(4,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+17=0$

$_A(4,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+21=0$

$_A(4,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+25=0$

$_A(4,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+29=0$

$_A(4,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+33=0$

$_A(4,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-2=0$

$_A(4,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+6=0$

$_A(4,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+14=0$

$_A(4,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+22=0$

$_A(4,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+30=0$

$_A(4,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-5=0$

$_A(4,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-1=0$

$_A(4,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+7=0$

$_A(4,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+11=0$

$_A(4,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+19=0$

$_A(4,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+23=0$

$_A(4,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-8=0$

$_A(4,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y=0$

$_A(4,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+8=0$

$_A(4,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+16=0$

$_A(4,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+24=0$

$_A(4,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-11=0$

$_A(4,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-7=0$

$_A(4,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-3=0$

$_A(4,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+1=0$

$_A(4,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+9=0$

$_A(4,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+13=0$

$_A(4,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+17=0$

$_A(4,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+21=0$

$_A(4,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-14=0$

$_A(4,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+2=0$

$_A(4,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+10=0$

$_A(4,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-17=0$

$_A(4,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-13=0$

$_A(4,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-9=0$

$_A(4,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-5=0$

$_A(4,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-1=0$

$_A(4,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+3=0$

$_A(4,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+11=0$

$_A(4,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+15=0$

$_A(4,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-20=0$

$_A(4,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-12=0$

$_A(4,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-4=0$

$_A(4,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+4=0$

$_A(4,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+12=0$

$_A(4,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-23=0$

$_A(4,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-19=0$

$_A(4,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-11=0$

$_A(4,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-7=0$

$_A(4,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+1=0$

$_A(4,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+5=0$

$_A(4,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+4=0$

$_A(4,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+8=0$

$_A(4,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+12=0$

$_A(4,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+16=0$

$_A(4,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+20=0$

$_A(4,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+24=0$

$_A(4,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+28=0$

$_A(4,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+32=0$

$_A(4,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-4=0$

$_A(4,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+4=0$

$_A(4,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+12=0$

$_A(4,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+20=0$

$_A(4,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+28=0$

$_A(4,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-8=0$

$_A(4,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-4=0$

$_A(4,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+4=0$

$_A(4,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+8=0$

$_A(4,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+16=0$

$_A(4,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+20=0$

$_A(4,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-12=0$

$_A(4,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-4=0$

$_A(4,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+4=0$

$_A(4,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+12=0$

$_A(4,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+20=0$

$_A(4,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-16=0$

$_A(4,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-12=0$

$_A(4,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-8=0$

$_A(4,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-4=0$

$_A(4,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+4=0$

$_A(4,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+8=0$

$_A(4,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+12=0$

$_A(4,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+16=0$

$_A(4,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-20=0$

$_A(4,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-4=0$

$_A(4,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+4=0$

$_A(4,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-24=0$

$_A(4,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-20=0$

$_A(4,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-16=0$

$_A(4,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-12=0$

$_A(4,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-8=0$

$_A(4,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-4=0$

$_A(4,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+4=0$

$_A(4,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+8=0$

$_A(4,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-28=0$

$_A(4,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-20=0$

$_A(4,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-12=0$

$_A(4,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-4=0$

$_A(4,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+4=0$

$_A(4,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-32=0$

$_A(4,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-28=0$

$_A(4,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-20=0$

$_A(4,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-16=0$

$_A(4,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-8=0$

$_A(4,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-4=0$

$_A(4,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(4,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+7=0$

$_A(4,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+11=0$

$_A(4,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+15=0$

$_A(4,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+19=0$

$_A(4,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+23=0$

$_A(4,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+27=0$

$_A(4,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+31=0$

$_A(4,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-6=0$

$_A(4,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+2=0$

$_A(4,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+10=0$

$_A(4,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+18=0$

$_A(4,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+26=0$

$_A(4,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-11=0$

$_A(4,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-7=0$

$_A(4,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+1=0$

$_A(4,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+5=0$

$_A(4,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+13=0$

$_A(4,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+17=0$

$_A(4,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-16=0$

$_A(4,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-8=0$

$_A(4,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y=0$

$_A(4,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+8=0$

$_A(4,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+16=0$

$_A(4,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-21=0$

$_A(4,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-17=0$

$_A(4,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-13=0$

$_A(4,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-9=0$

$_A(4,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-1=0$

$_A(4,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+3=0$

$_A(4,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+7=0$

$_A(4,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+11=0$

$_A(4,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-26=0$

$_A(4,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-10=0$

$_A(4,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-2=0$

$_A(4,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-31=0$

$_A(4,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-27=0$

$_A(4,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-23=0$

$_A(4,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-19=0$

$_A(4,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-15=0$

$_A(4,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-11=0$

$_A(4,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-3=0$

$_A(4,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+1=0$

$_A(4,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-36=0$

$_A(4,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-28=0$

$_A(4,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-20=0$

$_A(4,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-12=0$

$_A(4,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-4=0$

$_A(4,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-41=0$

$_A(4,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-37=0$

$_A(4,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-29=0$

$_A(4,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-25=0$

$_A(4,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-17=0$

$_A(4,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-13=0$

$_A(4,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+2=0$

$_A(4,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+6=0$

$_A(4,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+10=0$

$_A(4,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+14=0$

$_A(4,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+18=0$

$_A(4,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+22=0$

$_A(4,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+26=0$

$_A(4,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+30=0$

$_A(4,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-8=0$

$_A(4,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y=0$

$_A(4,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+8=0$

$_A(4,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+16=0$

$_A(4,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+24=0$

$_A(4,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-14=0$

$_A(4,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-10=0$

$_A(4,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-2=0$

$_A(4,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+2=0$

$_A(4,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+10=0$

$_A(4,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+14=0$

$_A(4,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-20=0$

$_A(4,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-12=0$

$_A(4,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-4=0$

$_A(4,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+4=0$

$_A(4,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+12=0$

$_A(4,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-26=0$

$_A(4,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-22=0$

$_A(4,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-18=0$

$_A(4,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-14=0$

$_A(4,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-6=0$

$_A(4,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-2=0$

$_A(4,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+2=0$

$_A(4,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+6=0$

$_A(4,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-32=0$

$_A(4,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-16=0$

$_A(4,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-8=0$

$_A(4,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-38=0$

$_A(4,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-34=0$

$_A(4,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-30=0$

$_A(4,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-26=0$

$_A(4,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-22=0$

$_A(4,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-18=0$

$_A(4,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-10=0$

$_A(4,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-6=0$

$_A(4,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-44=0$

$_A(4,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-36=0$

$_A(4,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-28=0$

$_A(4,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-20=0$

$_A(4,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-12=0$

$_A(4,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-50=0$

$_A(4,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-46=0$

$_A(4,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-38=0$

$_A(4,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-34=0$

$_A(4,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-26=0$

$_A(4,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-22=0$

$_A(4,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(4,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+5=0$

$_A(4,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+9=0$

$_A(4,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+13=0$

$_A(4,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+17=0$

$_A(4,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+21=0$

$_A(4,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+25=0$

$_A(4,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+29=0$

$_A(4,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(4,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-2=0$

$_A(4,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+6=0$

$_A(4,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+14=0$

$_A(4,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+22=0$

$_A(4,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-17=0$

$_A(4,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-13=0$

$_A(4,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-5=0$

$_A(4,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-1=0$

$_A(4,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+7=0$

$_A(4,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+11=0$

$_A(4,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-24=0$

$_A(4,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-16=0$

$_A(4,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-8=0$

$_A(4,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y=0$

$_A(4,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+8=0$

$_A(4,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-31=0$

$_A(4,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-27=0$

$_A(4,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-23=0$

$_A(4,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-19=0$

$_A(4,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-11=0$

$_A(4,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-7=0$

$_A(4,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-3=0$

$_A(4,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+1=0$

$_A(4,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-38=0$

$_A(4,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-22=0$

$_A(4,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-14=0$

$_A(4,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-45=0$

$_A(4,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-41=0$

$_A(4,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-37=0$

$_A(4,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-33=0$

$_A(4,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-29=0$

$_A(4,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-25=0$

$_A(4,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-17=0$

$_A(4,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-13=0$

$_A(4,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-52=0$

$_A(4,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-44=0$

$_A(4,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-36=0$

$_A(4,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-28=0$

$_A(4,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-20=0$

$_A(4,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-59=0$

$_A(4,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-55=0$

$_A(4,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-47=0$

$_A(4,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-43=0$

$_A(4,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-35=0$

$_A(4,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-31=0$

$_A(4,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(4,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+4=0$

$_A(4,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+8=0$

$_A(4,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+12=0$

$_A(4,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+16=0$

$_A(4,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+20=0$

$_A(4,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+24=0$

$_A(4,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+28=0$

$_A(4,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-12=0$

$_A(4,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-4=0$

$_A(4,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+4=0$

$_A(4,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+12=0$

$_A(4,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+20=0$

$_A(4,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-20=0$

$_A(4,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-16=0$

$_A(4,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-8=0$

$_A(4,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-4=0$

$_A(4,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+4=0$

$_A(4,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+8=0$

$_A(4,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-28=0$

$_A(4,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-20=0$

$_A(4,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-12=0$

$_A(4,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-4=0$

$_A(4,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+4=0$

$_A(4,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-36=0$

$_A(4,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-32=0$

$_A(4,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-28=0$

$_A(4,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-24=0$

$_A(4,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-16=0$

$_A(4,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-12=0$

$_A(4,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-8=0$

$_A(4,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-4=0$

$_A(4,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-44=0$

$_A(4,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-28=0$

$_A(4,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-20=0$

$_A(4,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-52=0$

$_A(4,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-48=0$

$_A(4,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-44=0$

$_A(4,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-40=0$

$_A(4,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-36=0$

$_A(4,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-32=0$

$_A(4,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-24=0$

$_A(4,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-20=0$

$_A(4,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-60=0$

$_A(4,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-52=0$

$_A(4,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-44=0$

$_A(4,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-36=0$

$_A(4,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-28=0$

$_A(4,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-68=0$

$_A(4,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-64=0$

$_A(4,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-56=0$

$_A(4,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-52=0$

$_A(4,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-44=0$

$_A(4,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-40=0$

$_A(4,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(4,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+3=0$

$_A(4,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+7=0$

$_A(4,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+11=0$

$_A(4,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+15=0$

$_A(4,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+19=0$

$_A(4,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+23=0$

$_A(4,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+27=0$

$_A(4,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-14=0$

$_A(4,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-6=0$

$_A(4,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+2=0$

$_A(4,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+10=0$

$_A(4,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+18=0$

$_A(4,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-23=0$

$_A(4,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-19=0$

$_A(4,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-11=0$

$_A(4,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-7=0$

$_A(4,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+1=0$

$_A(4,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+5=0$

$_A(4,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-32=0$

$_A(4,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-24=0$

$_A(4,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-16=0$

$_A(4,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-8=0$

$_A(4,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y=0$

$_A(4,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-41=0$

$_A(4,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-37=0$

$_A(4,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-33=0$

$_A(4,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-29=0$

$_A(4,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-21=0$

$_A(4,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-17=0$

$_A(4,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-13=0$

$_A(4,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-9=0$

$_A(4,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-50=0$

$_A(4,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-34=0$

$_A(4,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-26=0$

$_A(4,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-59=0$

$_A(4,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-55=0$

$_A(4,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-51=0$

$_A(4,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-47=0$

$_A(4,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-43=0$

$_A(4,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-39=0$

$_A(4,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-31=0$

$_A(4,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-27=0$

$_A(4,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-68=0$

$_A(4,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-60=0$

$_A(4,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-52=0$

$_A(4,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-44=0$

$_A(4,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-36=0$

$_A(4,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-77=0$

$_A(4,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-73=0$

$_A(4,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-65=0$

$_A(4,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-61=0$

$_A(4,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-53=0$

$_A(4,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-49=0$

$_A(5,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+4=0$

$_A(5,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(5,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+14=0$

$_A(5,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+19=0$

$_A(5,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+24=0$

$_A(5,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+29=0$

$_A(5,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+34=0$

$_A(5,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+39=0$

$_A(5,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+44=0$

$_A(5,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+3=0$

$_A(5,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+13=0$

$_A(5,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+23=0$

$_A(5,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+33=0$

$_A(5,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+43=0$

$_A(5,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+2=0$

$_A(5,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+7=0$

$_A(5,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+17=0$

$_A(5,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+22=0$

$_A(5,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+32=0$

$_A(5,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+37=0$

$_A(5,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+1=0$

$_A(5,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+11=0$

$_A(5,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+21=0$

$_A(5,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+31=0$

$_A(5,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+41=0$

$_A(5,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y=0$

$_A(5,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+5=0$

$_A(5,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+10=0$

$_A(5,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+15=0$

$_A(5,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+25=0$

$_A(5,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+30=0$

$_A(5,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+35=0$

$_A(5,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+40=0$

$_A(5,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-1=0$

$_A(5,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+19=0$

$_A(5,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+29=0$

$_A(5,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-2=0$

$_A(5,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+3=0$

$_A(5,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+8=0$

$_A(5,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+13=0$

$_A(5,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+18=0$

$_A(5,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+23=0$

$_A(5,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+33=0$

$_A(5,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+38=0$

$_A(5,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-3=0$

$_A(5,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+7=0$

$_A(5,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+17=0$

$_A(5,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+27=0$

$_A(5,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+37=0$

$_A(5,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-4=0$

$_A(5,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+1=0$

$_A(5,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+11=0$

$_A(5,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+16=0$

$_A(5,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+26=0$

$_A(5,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+31=0$

$_A(5,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+8=0$

$_A(5,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+13=0$

$_A(5,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+18=0$

$_A(5,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+23=0$

$_A(5,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+28=0$

$_A(5,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+33=0$

$_A(5,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+38=0$

$_A(5,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+43=0$

$_A(5,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+1=0$

$_A(5,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+11=0$

$_A(5,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+21=0$

$_A(5,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+31=0$

$_A(5,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+41=0$

$_A(5,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-1=0$

$_A(5,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+4=0$

$_A(5,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+14=0$

$_A(5,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+19=0$

$_A(5,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+29=0$

$_A(5,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+34=0$

$_A(5,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-3=0$

$_A(5,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+7=0$

$_A(5,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+17=0$

$_A(5,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+27=0$

$_A(5,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+37=0$

$_A(5,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-5=0$

$_A(5,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y=0$

$_A(5,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+5=0$

$_A(5,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+10=0$

$_A(5,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+20=0$

$_A(5,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+25=0$

$_A(5,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+30=0$

$_A(5,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+35=0$

$_A(5,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-7=0$

$_A(5,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+13=0$

$_A(5,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+23=0$

$_A(5,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-9=0$

$_A(5,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-4=0$

$_A(5,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+1=0$

$_A(5,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+6=0$

$_A(5,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+11=0$

$_A(5,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+16=0$

$_A(5,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+26=0$

$_A(5,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+31=0$

$_A(5,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-11=0$

$_A(5,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-1=0$

$_A(5,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+9=0$

$_A(5,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+19=0$

$_A(5,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+29=0$

$_A(5,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-13=0$

$_A(5,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-8=0$

$_A(5,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+2=0$

$_A(5,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+7=0$

$_A(5,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+17=0$

$_A(5,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+22=0$

$_A(5,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(5,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+12=0$

$_A(5,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+17=0$

$_A(5,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+22=0$

$_A(5,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+27=0$

$_A(5,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+32=0$

$_A(5,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+37=0$

$_A(5,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+42=0$

$_A(5,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-1=0$

$_A(5,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+9=0$

$_A(5,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+19=0$

$_A(5,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+29=0$

$_A(5,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+39=0$

$_A(5,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-4=0$

$_A(5,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+1=0$

$_A(5,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+11=0$

$_A(5,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+16=0$

$_A(5,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+26=0$

$_A(5,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+31=0$

$_A(5,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-7=0$

$_A(5,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+3=0$

$_A(5,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+13=0$

$_A(5,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+23=0$

$_A(5,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+33=0$

$_A(5,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-10=0$

$_A(5,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-5=0$

$_A(5,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y=0$

$_A(5,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+5=0$

$_A(5,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+15=0$

$_A(5,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+20=0$

$_A(5,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+25=0$

$_A(5,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+30=0$

$_A(5,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-13=0$

$_A(5,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+7=0$

$_A(5,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+17=0$

$_A(5,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-16=0$

$_A(5,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-11=0$

$_A(5,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-6=0$

$_A(5,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-1=0$

$_A(5,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+4=0$

$_A(5,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+9=0$

$_A(5,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+19=0$

$_A(5,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+24=0$

$_A(5,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-19=0$

$_A(5,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-9=0$

$_A(5,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+1=0$

$_A(5,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+11=0$

$_A(5,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+21=0$

$_A(5,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-22=0$

$_A(5,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-17=0$

$_A(5,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-7=0$

$_A(5,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-2=0$

$_A(5,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+8=0$

$_A(5,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+13=0$

$_A(5,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+6=0$

$_A(5,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+11=0$

$_A(5,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+16=0$

$_A(5,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+21=0$

$_A(5,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+26=0$

$_A(5,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+31=0$

$_A(5,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+36=0$

$_A(5,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+41=0$

$_A(5,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-3=0$

$_A(5,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+7=0$

$_A(5,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+17=0$

$_A(5,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+27=0$

$_A(5,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+37=0$

$_A(5,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-7=0$

$_A(5,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-2=0$

$_A(5,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+8=0$

$_A(5,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+13=0$

$_A(5,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+23=0$

$_A(5,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+28=0$

$_A(5,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-11=0$

$_A(5,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-1=0$

$_A(5,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+9=0$

$_A(5,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+19=0$

$_A(5,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+29=0$

$_A(5,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-15=0$

$_A(5,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-10=0$

$_A(5,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-5=0$

$_A(5,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y=0$

$_A(5,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+10=0$

$_A(5,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+15=0$

$_A(5,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+20=0$

$_A(5,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+25=0$

$_A(5,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-19=0$

$_A(5,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+1=0$

$_A(5,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+11=0$

$_A(5,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-23=0$

$_A(5,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-18=0$

$_A(5,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-13=0$

$_A(5,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-8=0$

$_A(5,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-3=0$

$_A(5,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+2=0$

$_A(5,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+12=0$

$_A(5,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+17=0$

$_A(5,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-27=0$

$_A(5,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-17=0$

$_A(5,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-7=0$

$_A(5,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+3=0$

$_A(5,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+13=0$

$_A(5,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-31=0$

$_A(5,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-26=0$

$_A(5,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-16=0$

$_A(5,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-11=0$

$_A(5,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-1=0$

$_A(5,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+4=0$

$_A(5,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(5,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+10=0$

$_A(5,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+15=0$

$_A(5,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+20=0$

$_A(5,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+25=0$

$_A(5,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+30=0$

$_A(5,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+35=0$

$_A(5,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+40=0$

$_A(5,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-5=0$

$_A(5,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+5=0$

$_A(5,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+15=0$

$_A(5,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+25=0$

$_A(5,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+35=0$

$_A(5,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-10=0$

$_A(5,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-5=0$

$_A(5,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+5=0$

$_A(5,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+10=0$

$_A(5,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+20=0$

$_A(5,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+25=0$

$_A(5,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-15=0$

$_A(5,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-5=0$

$_A(5,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+5=0$

$_A(5,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+15=0$

$_A(5,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+25=0$

$_A(5,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-20=0$

$_A(5,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-15=0$

$_A(5,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-10=0$

$_A(5,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-5=0$

$_A(5,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+5=0$

$_A(5,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+10=0$

$_A(5,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+15=0$

$_A(5,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+20=0$

$_A(5,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-25=0$

$_A(5,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-5=0$

$_A(5,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+5=0$

$_A(5,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-30=0$

$_A(5,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-25=0$

$_A(5,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-20=0$

$_A(5,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-15=0$

$_A(5,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-10=0$

$_A(5,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-5=0$

$_A(5,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+5=0$

$_A(5,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+10=0$

$_A(5,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-35=0$

$_A(5,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-25=0$

$_A(5,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-15=0$

$_A(5,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-5=0$

$_A(5,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+5=0$

$_A(5,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-40=0$

$_A(5,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-35=0$

$_A(5,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-25=0$

$_A(5,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-20=0$

$_A(5,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-10=0$

$_A(5,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-5=0$

$_A(5,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+4=0$

$_A(5,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+9=0$

$_A(5,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+14=0$

$_A(5,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+19=0$

$_A(5,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+24=0$

$_A(5,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+29=0$

$_A(5,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+34=0$

$_A(5,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+39=0$

$_A(5,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-7=0$

$_A(5,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+3=0$

$_A(5,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+13=0$

$_A(5,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+23=0$

$_A(5,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+33=0$

$_A(5,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-13=0$

$_A(5,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-8=0$

$_A(5,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+2=0$

$_A(5,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+7=0$

$_A(5,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+17=0$

$_A(5,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+22=0$

$_A(5,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-19=0$

$_A(5,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-9=0$

$_A(5,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+1=0$

$_A(5,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+11=0$

$_A(5,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+21=0$

$_A(5,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-25=0$

$_A(5,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-20=0$

$_A(5,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-15=0$

$_A(5,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-10=0$

$_A(5,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y=0$

$_A(5,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+5=0$

$_A(5,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+10=0$

$_A(5,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+15=0$

$_A(5,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-31=0$

$_A(5,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-11=0$

$_A(5,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-1=0$

$_A(5,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-37=0$

$_A(5,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-32=0$

$_A(5,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-27=0$

$_A(5,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-22=0$

$_A(5,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-17=0$

$_A(5,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-12=0$

$_A(5,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-2=0$

$_A(5,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+3=0$

$_A(5,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-43=0$

$_A(5,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-33=0$

$_A(5,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-23=0$

$_A(5,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-13=0$

$_A(5,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-3=0$

$_A(5,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-49=0$

$_A(5,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-44=0$

$_A(5,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-34=0$

$_A(5,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-29=0$

$_A(5,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-19=0$

$_A(5,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-14=0$

$_A(5,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(5,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+8=0$

$_A(5,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+13=0$

$_A(5,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+18=0$

$_A(5,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+23=0$

$_A(5,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+28=0$

$_A(5,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+33=0$

$_A(5,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+38=0$

$_A(5,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(5,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+1=0$

$_A(5,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+11=0$

$_A(5,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+21=0$

$_A(5,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+31=0$

$_A(5,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-16=0$

$_A(5,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-11=0$

$_A(5,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-1=0$

$_A(5,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+4=0$

$_A(5,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+14=0$

$_A(5,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+19=0$

$_A(5,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-23=0$

$_A(5,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-13=0$

$_A(5,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-3=0$

$_A(5,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+7=0$

$_A(5,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+17=0$

$_A(5,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-30=0$

$_A(5,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-25=0$

$_A(5,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-20=0$

$_A(5,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-15=0$

$_A(5,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-5=0$

$_A(5,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y=0$

$_A(5,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+5=0$

$_A(5,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+10=0$

$_A(5,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-37=0$

$_A(5,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-17=0$

$_A(5,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-7=0$

$_A(5,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-44=0$

$_A(5,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-39=0$

$_A(5,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-34=0$

$_A(5,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-29=0$

$_A(5,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-24=0$

$_A(5,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-19=0$

$_A(5,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-9=0$

$_A(5,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-4=0$

$_A(5,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-51=0$

$_A(5,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-41=0$

$_A(5,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-31=0$

$_A(5,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-21=0$

$_A(5,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-11=0$

$_A(5,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-58=0$

$_A(5,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-53=0$

$_A(5,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-43=0$

$_A(5,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-38=0$

$_A(5,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-28=0$

$_A(5,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-23=0$

$_A(5,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+2=0$

$_A(5,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+7=0$

$_A(5,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+12=0$

$_A(5,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+17=0$

$_A(5,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+22=0$

$_A(5,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+27=0$

$_A(5,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+32=0$

$_A(5,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+37=0$

$_A(5,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(5,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-1=0$

$_A(5,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+9=0$

$_A(5,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+19=0$

$_A(5,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+29=0$

$_A(5,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-19=0$

$_A(5,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-14=0$

$_A(5,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-4=0$

$_A(5,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+1=0$

$_A(5,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+11=0$

$_A(5,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+16=0$

$_A(5,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-27=0$

$_A(5,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-17=0$

$_A(5,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-7=0$

$_A(5,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+3=0$

$_A(5,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+13=0$

$_A(5,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-35=0$

$_A(5,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-30=0$

$_A(5,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-25=0$

$_A(5,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-20=0$

$_A(5,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-10=0$

$_A(5,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-5=0$

$_A(5,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y=0$

$_A(5,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+5=0$

$_A(5,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-43=0$

$_A(5,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-23=0$

$_A(5,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-13=0$

$_A(5,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-51=0$

$_A(5,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-46=0$

$_A(5,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-41=0$

$_A(5,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-36=0$

$_A(5,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-31=0$

$_A(5,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-26=0$

$_A(5,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-16=0$

$_A(5,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-11=0$

$_A(5,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-59=0$

$_A(5,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-49=0$

$_A(5,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-39=0$

$_A(5,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-29=0$

$_A(5,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-19=0$

$_A(5,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-67=0$

$_A(5,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-62=0$

$_A(5,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-52=0$

$_A(5,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-47=0$

$_A(5,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-37=0$

$_A(5,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-32=0$

$_A(5,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(5,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+6=0$

$_A(5,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+11=0$

$_A(5,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+16=0$

$_A(5,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+21=0$

$_A(5,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+26=0$

$_A(5,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+31=0$

$_A(5,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+36=0$

$_A(5,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-13=0$

$_A(5,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-3=0$

$_A(5,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+7=0$

$_A(5,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+17=0$

$_A(5,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+27=0$

$_A(5,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-22=0$

$_A(5,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-17=0$

$_A(5,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-7=0$

$_A(5,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-2=0$

$_A(5,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+8=0$

$_A(5,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+13=0$

$_A(5,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-31=0$

$_A(5,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-21=0$

$_A(5,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-11=0$

$_A(5,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-1=0$

$_A(5,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+9=0$

$_A(5,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-40=0$

$_A(5,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-35=0$

$_A(5,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-30=0$

$_A(5,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-25=0$

$_A(5,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-15=0$

$_A(5,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-10=0$

$_A(5,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-5=0$

$_A(5,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y=0$

$_A(5,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-49=0$

$_A(5,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-29=0$

$_A(5,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-19=0$

$_A(5,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-58=0$

$_A(5,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-53=0$

$_A(5,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-48=0$

$_A(5,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-43=0$

$_A(5,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-38=0$

$_A(5,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-33=0$

$_A(5,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-23=0$

$_A(5,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-18=0$

$_A(5,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-67=0$

$_A(5,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-57=0$

$_A(5,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-47=0$

$_A(5,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-37=0$

$_A(5,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-27=0$

$_A(5,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-76=0$

$_A(5,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-71=0$

$_A(5,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-61=0$

$_A(5,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-56=0$

$_A(5,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-46=0$

$_A(5,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-41=0$

$_A(6,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+5=0$

$_A(6,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(6,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+17=0$

$_A(6,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+23=0$

$_A(6,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+29=0$

$_A(6,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+35=0$

$_A(6,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+41=0$

$_A(6,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+47=0$

$_A(6,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+53=0$

$_A(6,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+4=0$

$_A(6,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+16=0$

$_A(6,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+28=0$

$_A(6,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+40=0$

$_A(6,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+52=0$

$_A(6,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+3=0$

$_A(6,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+9=0$

$_A(6,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+21=0$

$_A(6,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+27=0$

$_A(6,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+39=0$

$_A(6,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+45=0$

$_A(6,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+2=0$

$_A(6,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+14=0$

$_A(6,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+26=0$

$_A(6,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+38=0$

$_A(6,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+50=0$

$_A(6,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+1=0$

$_A(6,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+7=0$

$_A(6,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+13=0$

$_A(6,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+19=0$

$_A(6,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+31=0$

$_A(6,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+37=0$

$_A(6,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+43=0$

$_A(6,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+49=0$

$_A(6,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y=0$

$_A(6,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+24=0$

$_A(6,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+36=0$

$_A(6,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-1=0$

$_A(6,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+5=0$

$_A(6,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+11=0$

$_A(6,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+17=0$

$_A(6,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+23=0$

$_A(6,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+29=0$

$_A(6,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+41=0$

$_A(6,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+47=0$

$_A(6,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-2=0$

$_A(6,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+10=0$

$_A(6,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+22=0$

$_A(6,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+34=0$

$_A(6,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+46=0$

$_A(6,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-3=0$

$_A(6,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+3=0$

$_A(6,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+15=0$

$_A(6,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+21=0$

$_A(6,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+33=0$

$_A(6,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+39=0$

$_A(6,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+10=0$

$_A(6,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+16=0$

$_A(6,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+22=0$

$_A(6,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+28=0$

$_A(6,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+34=0$

$_A(6,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+40=0$

$_A(6,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+46=0$

$_A(6,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+52=0$

$_A(6,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+2=0$

$_A(6,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+14=0$

$_A(6,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+26=0$

$_A(6,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+38=0$

$_A(6,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+50=0$

$_A(6,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y=0$

$_A(6,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+6=0$

$_A(6,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+18=0$

$_A(6,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+24=0$

$_A(6,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+36=0$

$_A(6,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+42=0$

$_A(6,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-2=0$

$_A(6,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+10=0$

$_A(6,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+22=0$

$_A(6,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+34=0$

$_A(6,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+46=0$

$_A(6,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-4=0$

$_A(6,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+2=0$

$_A(6,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+8=0$

$_A(6,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+14=0$

$_A(6,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+26=0$

$_A(6,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+32=0$

$_A(6,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+38=0$

$_A(6,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+44=0$

$_A(6,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-6=0$

$_A(6,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+18=0$

$_A(6,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+30=0$

$_A(6,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-8=0$

$_A(6,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-2=0$

$_A(6,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+4=0$

$_A(6,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+10=0$

$_A(6,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+16=0$

$_A(6,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+22=0$

$_A(6,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+34=0$

$_A(6,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+40=0$

$_A(6,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-10=0$

$_A(6,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+2=0$

$_A(6,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+14=0$

$_A(6,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+26=0$

$_A(6,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+38=0$

$_A(6,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-12=0$

$_A(6,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-6=0$

$_A(6,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+6=0$

$_A(6,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+12=0$

$_A(6,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+24=0$

$_A(6,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+30=0$

$_A(6,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(6,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+15=0$

$_A(6,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+21=0$

$_A(6,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+27=0$

$_A(6,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+33=0$

$_A(6,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+39=0$

$_A(6,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+45=0$

$_A(6,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+51=0$

$_A(6,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(6,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+12=0$

$_A(6,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+24=0$

$_A(6,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+36=0$

$_A(6,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+48=0$

$_A(6,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-3=0$

$_A(6,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+3=0$

$_A(6,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+15=0$

$_A(6,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+21=0$

$_A(6,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+33=0$

$_A(6,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+39=0$

$_A(6,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-6=0$

$_A(6,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+6=0$

$_A(6,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+18=0$

$_A(6,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+30=0$

$_A(6,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+42=0$

$_A(6,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-9=0$

$_A(6,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-3=0$

$_A(6,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+3=0$

$_A(6,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+9=0$

$_A(6,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+21=0$

$_A(6,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+27=0$

$_A(6,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+33=0$

$_A(6,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+39=0$

$_A(6,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-12=0$

$_A(6,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+12=0$

$_A(6,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+24=0$

$_A(6,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-15=0$

$_A(6,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-9=0$

$_A(6,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-3=0$

$_A(6,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+3=0$

$_A(6,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+9=0$

$_A(6,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+15=0$

$_A(6,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+27=0$

$_A(6,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+33=0$

$_A(6,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-18=0$

$_A(6,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-6=0$

$_A(6,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+6=0$

$_A(6,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+18=0$

$_A(6,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+30=0$

$_A(6,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-21=0$

$_A(6,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-15=0$

$_A(6,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-3=0$

$_A(6,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+3=0$

$_A(6,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+15=0$

$_A(6,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+21=0$

$_A(6,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+8=0$

$_A(6,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+14=0$

$_A(6,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+20=0$

$_A(6,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+26=0$

$_A(6,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+32=0$

$_A(6,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+38=0$

$_A(6,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+44=0$

$_A(6,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+50=0$

$_A(6,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-2=0$

$_A(6,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+10=0$

$_A(6,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+22=0$

$_A(6,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+34=0$

$_A(6,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+46=0$

$_A(6,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-6=0$

$_A(6,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y=0$

$_A(6,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+12=0$

$_A(6,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+18=0$

$_A(6,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+30=0$

$_A(6,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+36=0$

$_A(6,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-10=0$

$_A(6,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+2=0$

$_A(6,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+14=0$

$_A(6,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+26=0$

$_A(6,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+38=0$

$_A(6,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-14=0$

$_A(6,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-8=0$

$_A(6,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-2=0$

$_A(6,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+4=0$

$_A(6,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+16=0$

$_A(6,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+22=0$

$_A(6,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+28=0$

$_A(6,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+34=0$

$_A(6,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-18=0$

$_A(6,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+6=0$

$_A(6,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+18=0$

$_A(6,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-22=0$

$_A(6,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-16=0$

$_A(6,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-10=0$

$_A(6,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-4=0$

$_A(6,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+2=0$

$_A(6,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+8=0$

$_A(6,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+20=0$

$_A(6,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+26=0$

$_A(6,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-26=0$

$_A(6,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-14=0$

$_A(6,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-2=0$

$_A(6,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+10=0$

$_A(6,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+22=0$

$_A(6,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-30=0$

$_A(6,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-24=0$

$_A(6,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-12=0$

$_A(6,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-6=0$

$_A(6,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+6=0$

$_A(6,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+12=0$

$_A(6,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(6,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+13=0$

$_A(6,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+19=0$

$_A(6,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+25=0$

$_A(6,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+31=0$

$_A(6,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+37=0$

$_A(6,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+43=0$

$_A(6,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+49=0$

$_A(6,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-4=0$

$_A(6,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+8=0$

$_A(6,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+20=0$

$_A(6,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+32=0$

$_A(6,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+44=0$

$_A(6,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-9=0$

$_A(6,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-3=0$

$_A(6,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+9=0$

$_A(6,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+15=0$

$_A(6,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+27=0$

$_A(6,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+33=0$

$_A(6,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-14=0$

$_A(6,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-2=0$

$_A(6,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+10=0$

$_A(6,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+22=0$

$_A(6,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+34=0$

$_A(6,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-19=0$

$_A(6,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-13=0$

$_A(6,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-7=0$

$_A(6,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-1=0$

$_A(6,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+11=0$

$_A(6,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+17=0$

$_A(6,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+23=0$

$_A(6,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+29=0$

$_A(6,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-24=0$

$_A(6,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y=0$

$_A(6,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+12=0$

$_A(6,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-29=0$

$_A(6,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-23=0$

$_A(6,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-17=0$

$_A(6,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-11=0$

$_A(6,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-5=0$

$_A(6,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+1=0$

$_A(6,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+13=0$

$_A(6,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+19=0$

$_A(6,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-34=0$

$_A(6,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-22=0$

$_A(6,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-10=0$

$_A(6,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+2=0$

$_A(6,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+14=0$

$_A(6,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-39=0$

$_A(6,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-33=0$

$_A(6,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-21=0$

$_A(6,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-15=0$

$_A(6,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-3=0$

$_A(6,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+3=0$

$_A(6,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+6=0$

$_A(6,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+12=0$

$_A(6,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+18=0$

$_A(6,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+24=0$

$_A(6,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+30=0$

$_A(6,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+36=0$

$_A(6,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+42=0$

$_A(6,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+48=0$

$_A(6,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-6=0$

$_A(6,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+6=0$

$_A(6,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+18=0$

$_A(6,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+30=0$

$_A(6,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+42=0$

$_A(6,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-12=0$

$_A(6,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-6=0$

$_A(6,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+6=0$

$_A(6,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+12=0$

$_A(6,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+24=0$

$_A(6,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+30=0$

$_A(6,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-18=0$

$_A(6,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-6=0$

$_A(6,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+6=0$

$_A(6,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+18=0$

$_A(6,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+30=0$

$_A(6,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-24=0$

$_A(6,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-18=0$

$_A(6,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-12=0$

$_A(6,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-6=0$

$_A(6,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+6=0$

$_A(6,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+12=0$

$_A(6,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+18=0$

$_A(6,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+24=0$

$_A(6,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-30=0$

$_A(6,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-6=0$

$_A(6,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+6=0$

$_A(6,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-36=0$

$_A(6,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-30=0$

$_A(6,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-24=0$

$_A(6,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-18=0$

$_A(6,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-12=0$

$_A(6,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-6=0$

$_A(6,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+6=0$

$_A(6,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+12=0$

$_A(6,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-42=0$

$_A(6,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-30=0$

$_A(6,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-18=0$

$_A(6,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-6=0$

$_A(6,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+6=0$

$_A(6,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-48=0$

$_A(6,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-42=0$

$_A(6,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-30=0$

$_A(6,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-24=0$

$_A(6,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-12=0$

$_A(6,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-6=0$

$_A(6,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(6,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+11=0$

$_A(6,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+17=0$

$_A(6,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+23=0$

$_A(6,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+29=0$

$_A(6,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+35=0$

$_A(6,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+41=0$

$_A(6,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+47=0$

$_A(6,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-8=0$

$_A(6,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+4=0$

$_A(6,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+16=0$

$_A(6,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+28=0$

$_A(6,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+40=0$

$_A(6,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-15=0$

$_A(6,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-9=0$

$_A(6,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+3=0$

$_A(6,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+9=0$

$_A(6,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+21=0$

$_A(6,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+27=0$

$_A(6,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-22=0$

$_A(6,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-10=0$

$_A(6,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+2=0$

$_A(6,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+14=0$

$_A(6,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+26=0$

$_A(6,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-29=0$

$_A(6,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-23=0$

$_A(6,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-17=0$

$_A(6,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-11=0$

$_A(6,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+1=0$

$_A(6,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+7=0$

$_A(6,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+13=0$

$_A(6,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+19=0$

$_A(6,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-36=0$

$_A(6,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-12=0$

$_A(6,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y=0$

$_A(6,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-43=0$

$_A(6,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-37=0$

$_A(6,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-31=0$

$_A(6,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-25=0$

$_A(6,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-19=0$

$_A(6,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-13=0$

$_A(6,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-1=0$

$_A(6,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+5=0$

$_A(6,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-50=0$

$_A(6,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-38=0$

$_A(6,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-26=0$

$_A(6,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-14=0$

$_A(6,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-2=0$

$_A(6,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-57=0$

$_A(6,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-51=0$

$_A(6,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-39=0$

$_A(6,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-33=0$

$_A(6,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-21=0$

$_A(6,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-15=0$

$_A(6,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+4=0$

$_A(6,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+10=0$

$_A(6,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+16=0$

$_A(6,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+22=0$

$_A(6,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+28=0$

$_A(6,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+34=0$

$_A(6,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+40=0$

$_A(6,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+46=0$

$_A(6,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(6,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+2=0$

$_A(6,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+14=0$

$_A(6,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+26=0$

$_A(6,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+38=0$

$_A(6,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-18=0$

$_A(6,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-12=0$

$_A(6,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y=0$

$_A(6,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+6=0$

$_A(6,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+18=0$

$_A(6,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+24=0$

$_A(6,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-26=0$

$_A(6,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-14=0$

$_A(6,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-2=0$

$_A(6,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+10=0$

$_A(6,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+22=0$

$_A(6,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-34=0$

$_A(6,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-28=0$

$_A(6,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-22=0$

$_A(6,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-16=0$

$_A(6,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-4=0$

$_A(6,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+2=0$

$_A(6,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+8=0$

$_A(6,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+14=0$

$_A(6,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-42=0$

$_A(6,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-18=0$

$_A(6,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-6=0$

$_A(6,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-50=0$

$_A(6,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-44=0$

$_A(6,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-38=0$

$_A(6,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-32=0$

$_A(6,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-26=0$

$_A(6,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-20=0$

$_A(6,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-8=0$

$_A(6,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-2=0$

$_A(6,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-58=0$

$_A(6,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-46=0$

$_A(6,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-34=0$

$_A(6,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-22=0$

$_A(6,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-10=0$

$_A(6,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-66=0$

$_A(6,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-60=0$

$_A(6,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-48=0$

$_A(6,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-42=0$

$_A(6,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-30=0$

$_A(6,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-24=0$

$_A(6,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(6,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+9=0$

$_A(6,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+15=0$

$_A(6,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+21=0$

$_A(6,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+27=0$

$_A(6,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+33=0$

$_A(6,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+39=0$

$_A(6,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+45=0$

$_A(6,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-12=0$

$_A(6,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y=0$

$_A(6,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+12=0$

$_A(6,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+24=0$

$_A(6,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+36=0$

$_A(6,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-21=0$

$_A(6,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-15=0$

$_A(6,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-3=0$

$_A(6,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+3=0$

$_A(6,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+15=0$

$_A(6,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+21=0$

$_A(6,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-30=0$

$_A(6,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-18=0$

$_A(6,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-6=0$

$_A(6,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+6=0$

$_A(6,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+18=0$

$_A(6,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-39=0$

$_A(6,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-33=0$

$_A(6,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-27=0$

$_A(6,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-21=0$

$_A(6,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-9=0$

$_A(6,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-3=0$

$_A(6,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+3=0$

$_A(6,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+9=0$

$_A(6,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-48=0$

$_A(6,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-24=0$

$_A(6,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-12=0$

$_A(6,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-57=0$

$_A(6,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-51=0$

$_A(6,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-45=0$

$_A(6,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-39=0$

$_A(6,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-33=0$

$_A(6,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-27=0$

$_A(6,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-15=0$

$_A(6,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-9=0$

$_A(6,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-66=0$

$_A(6,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-54=0$

$_A(6,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-42=0$

$_A(6,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-30=0$

$_A(6,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-18=0$

$_A(6,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-75=0$

$_A(6,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-69=0$

$_A(6,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-57=0$

$_A(6,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-51=0$

$_A(6,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-39=0$

$_A(6,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-33=0$

$_A(7,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+6=0$

$_A(7,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+13=0$

$_A(7,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+20=0$

$_A(7,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+27=0$

$_A(7,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+34=0$

$_A(7,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+41=0$

$_A(7,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+48=0$

$_A(7,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+55=0$

$_A(7,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+62=0$

$_A(7,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+5=0$

$_A(7,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+19=0$

$_A(7,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+33=0$

$_A(7,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+47=0$

$_A(7,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+61=0$

$_A(7,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+4=0$

$_A(7,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+11=0$

$_A(7,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+25=0$

$_A(7,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+32=0$

$_A(7,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+46=0$

$_A(7,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+53=0$

$_A(7,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+3=0$

$_A(7,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+17=0$

$_A(7,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+31=0$

$_A(7,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+45=0$

$_A(7,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+59=0$

$_A(7,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+2=0$

$_A(7,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+9=0$

$_A(7,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+16=0$

$_A(7,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+23=0$

$_A(7,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+37=0$

$_A(7,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+44=0$

$_A(7,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+51=0$

$_A(7,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+58=0$

$_A(7,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+1=0$

$_A(7,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+29=0$

$_A(7,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+43=0$

$_A(7,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y=0$

$_A(7,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+7=0$

$_A(7,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+14=0$

$_A(7,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+21=0$

$_A(7,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+28=0$

$_A(7,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+35=0$

$_A(7,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+49=0$

$_A(7,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+56=0$

$_A(7,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-1=0$

$_A(7,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+13=0$

$_A(7,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+27=0$

$_A(7,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+41=0$

$_A(7,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+55=0$

$_A(7,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-2=0$

$_A(7,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+5=0$

$_A(7,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+19=0$

$_A(7,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+26=0$

$_A(7,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+40=0$

$_A(7,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+47=0$

$_A(7,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+12=0$

$_A(7,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+19=0$

$_A(7,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+26=0$

$_A(7,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+33=0$

$_A(7,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+40=0$

$_A(7,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+47=0$

$_A(7,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+54=0$

$_A(7,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+61=0$

$_A(7,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+3=0$

$_A(7,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+17=0$

$_A(7,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+31=0$

$_A(7,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+45=0$

$_A(7,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+59=0$

$_A(7,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+1=0$

$_A(7,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+8=0$

$_A(7,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+22=0$

$_A(7,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+29=0$

$_A(7,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+43=0$

$_A(7,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+50=0$

$_A(7,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-1=0$

$_A(7,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+13=0$

$_A(7,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+27=0$

$_A(7,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+41=0$

$_A(7,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+55=0$

$_A(7,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-3=0$

$_A(7,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+4=0$

$_A(7,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+11=0$

$_A(7,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+18=0$

$_A(7,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+32=0$

$_A(7,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+39=0$

$_A(7,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+46=0$

$_A(7,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+53=0$

$_A(7,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-5=0$

$_A(7,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+23=0$

$_A(7,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+37=0$

$_A(7,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-7=0$

$_A(7,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y=0$

$_A(7,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+7=0$

$_A(7,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+14=0$

$_A(7,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+21=0$

$_A(7,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+28=0$

$_A(7,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+42=0$

$_A(7,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+49=0$

$_A(7,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-9=0$

$_A(7,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+5=0$

$_A(7,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+19=0$

$_A(7,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+33=0$

$_A(7,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+47=0$

$_A(7,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-11=0$

$_A(7,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-4=0$

$_A(7,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+10=0$

$_A(7,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+17=0$

$_A(7,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+31=0$

$_A(7,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+38=0$

$_A(7,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(7,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+18=0$

$_A(7,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+25=0$

$_A(7,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+32=0$

$_A(7,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+39=0$

$_A(7,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+46=0$

$_A(7,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+53=0$

$_A(7,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+60=0$

$_A(7,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+1=0$

$_A(7,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+15=0$

$_A(7,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+29=0$

$_A(7,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+43=0$

$_A(7,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+57=0$

$_A(7,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-2=0$

$_A(7,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+5=0$

$_A(7,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+19=0$

$_A(7,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+26=0$

$_A(7,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+40=0$

$_A(7,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+47=0$

$_A(7,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-5=0$

$_A(7,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+9=0$

$_A(7,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+23=0$

$_A(7,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+37=0$

$_A(7,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+51=0$

$_A(7,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-8=0$

$_A(7,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-1=0$

$_A(7,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+6=0$

$_A(7,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+13=0$

$_A(7,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+27=0$

$_A(7,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+34=0$

$_A(7,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+41=0$

$_A(7,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+48=0$

$_A(7,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-11=0$

$_A(7,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+17=0$

$_A(7,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+31=0$

$_A(7,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-14=0$

$_A(7,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-7=0$

$_A(7,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y=0$

$_A(7,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+7=0$

$_A(7,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+14=0$

$_A(7,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+21=0$

$_A(7,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+35=0$

$_A(7,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+42=0$

$_A(7,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-17=0$

$_A(7,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-3=0$

$_A(7,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+11=0$

$_A(7,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+25=0$

$_A(7,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+39=0$

$_A(7,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-20=0$

$_A(7,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-13=0$

$_A(7,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+1=0$

$_A(7,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+8=0$

$_A(7,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+22=0$

$_A(7,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+29=0$

$_A(7,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+10=0$

$_A(7,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+17=0$

$_A(7,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+24=0$

$_A(7,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+31=0$

$_A(7,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+38=0$

$_A(7,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+45=0$

$_A(7,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+52=0$

$_A(7,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+59=0$

$_A(7,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-1=0$

$_A(7,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+13=0$

$_A(7,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+27=0$

$_A(7,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+41=0$

$_A(7,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+55=0$

$_A(7,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-5=0$

$_A(7,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+2=0$

$_A(7,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+16=0$

$_A(7,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+23=0$

$_A(7,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+37=0$

$_A(7,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+44=0$

$_A(7,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-9=0$

$_A(7,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+5=0$

$_A(7,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+19=0$

$_A(7,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+33=0$

$_A(7,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+47=0$

$_A(7,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-13=0$

$_A(7,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-6=0$

$_A(7,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+1=0$

$_A(7,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+8=0$

$_A(7,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+22=0$

$_A(7,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+29=0$

$_A(7,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+36=0$

$_A(7,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+43=0$

$_A(7,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-17=0$

$_A(7,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+11=0$

$_A(7,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+25=0$

$_A(7,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-21=0$

$_A(7,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-14=0$

$_A(7,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-7=0$

$_A(7,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y=0$

$_A(7,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+7=0$

$_A(7,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+14=0$

$_A(7,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+28=0$

$_A(7,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+35=0$

$_A(7,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-25=0$

$_A(7,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-11=0$

$_A(7,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+3=0$

$_A(7,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+17=0$

$_A(7,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+31=0$

$_A(7,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-29=0$

$_A(7,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-22=0$

$_A(7,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-8=0$

$_A(7,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-1=0$

$_A(7,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+13=0$

$_A(7,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+20=0$

$_A(7,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(7,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+16=0$

$_A(7,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+23=0$

$_A(7,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+30=0$

$_A(7,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+37=0$

$_A(7,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+44=0$

$_A(7,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+51=0$

$_A(7,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+58=0$

$_A(7,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-3=0$

$_A(7,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+11=0$

$_A(7,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+25=0$

$_A(7,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+39=0$

$_A(7,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+53=0$

$_A(7,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-8=0$

$_A(7,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-1=0$

$_A(7,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+13=0$

$_A(7,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+20=0$

$_A(7,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+34=0$

$_A(7,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+41=0$

$_A(7,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-13=0$

$_A(7,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+1=0$

$_A(7,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+15=0$

$_A(7,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+29=0$

$_A(7,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+43=0$

$_A(7,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-18=0$

$_A(7,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-11=0$

$_A(7,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-4=0$

$_A(7,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+3=0$

$_A(7,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+17=0$

$_A(7,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+24=0$

$_A(7,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+31=0$

$_A(7,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+38=0$

$_A(7,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-23=0$

$_A(7,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+5=0$

$_A(7,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+19=0$

$_A(7,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-28=0$

$_A(7,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-21=0$

$_A(7,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-14=0$

$_A(7,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-7=0$

$_A(7,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y=0$

$_A(7,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+7=0$

$_A(7,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+21=0$

$_A(7,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+28=0$

$_A(7,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-33=0$

$_A(7,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-19=0$

$_A(7,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-5=0$

$_A(7,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+9=0$

$_A(7,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+23=0$

$_A(7,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-38=0$

$_A(7,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-31=0$

$_A(7,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-17=0$

$_A(7,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-10=0$

$_A(7,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+4=0$

$_A(7,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+11=0$

$_A(7,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+8=0$

$_A(7,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+15=0$

$_A(7,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+22=0$

$_A(7,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+29=0$

$_A(7,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+36=0$

$_A(7,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+43=0$

$_A(7,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+50=0$

$_A(7,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+57=0$

$_A(7,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-5=0$

$_A(7,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+9=0$

$_A(7,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+23=0$

$_A(7,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+37=0$

$_A(7,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+51=0$

$_A(7,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-11=0$

$_A(7,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-4=0$

$_A(7,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+10=0$

$_A(7,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+17=0$

$_A(7,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+31=0$

$_A(7,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+38=0$

$_A(7,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-17=0$

$_A(7,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-3=0$

$_A(7,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+11=0$

$_A(7,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+25=0$

$_A(7,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+39=0$

$_A(7,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-23=0$

$_A(7,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-16=0$

$_A(7,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-9=0$

$_A(7,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-2=0$

$_A(7,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+12=0$

$_A(7,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+19=0$

$_A(7,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+26=0$

$_A(7,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+33=0$

$_A(7,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-29=0$

$_A(7,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-1=0$

$_A(7,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+13=0$

$_A(7,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-35=0$

$_A(7,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-28=0$

$_A(7,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-21=0$

$_A(7,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-14=0$

$_A(7,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-7=0$

$_A(7,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y=0$

$_A(7,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+14=0$

$_A(7,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+21=0$

$_A(7,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-41=0$

$_A(7,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-27=0$

$_A(7,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-13=0$

$_A(7,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+1=0$

$_A(7,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+15=0$

$_A(7,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-47=0$

$_A(7,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-40=0$

$_A(7,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-26=0$

$_A(7,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-19=0$

$_A(7,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-5=0$

$_A(7,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+2=0$

$_A(7,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(7,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+14=0$

$_A(7,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+21=0$

$_A(7,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+28=0$

$_A(7,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+35=0$

$_A(7,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+42=0$

$_A(7,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+49=0$

$_A(7,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+56=0$

$_A(7,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-7=0$

$_A(7,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+7=0$

$_A(7,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+21=0$

$_A(7,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+35=0$

$_A(7,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+49=0$

$_A(7,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-14=0$

$_A(7,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-7=0$

$_A(7,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+7=0$

$_A(7,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+14=0$

$_A(7,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+28=0$

$_A(7,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+35=0$

$_A(7,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-21=0$

$_A(7,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-7=0$

$_A(7,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+7=0$

$_A(7,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+21=0$

$_A(7,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+35=0$

$_A(7,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-28=0$

$_A(7,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-21=0$

$_A(7,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-14=0$

$_A(7,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-7=0$

$_A(7,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+7=0$

$_A(7,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+14=0$

$_A(7,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+21=0$

$_A(7,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+28=0$

$_A(7,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-35=0$

$_A(7,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-7=0$

$_A(7,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+7=0$

$_A(7,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-42=0$

$_A(7,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-35=0$

$_A(7,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-28=0$

$_A(7,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-21=0$

$_A(7,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-14=0$

$_A(7,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-7=0$

$_A(7,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+7=0$

$_A(7,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+14=0$

$_A(7,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-49=0$

$_A(7,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-35=0$

$_A(7,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-21=0$

$_A(7,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-7=0$

$_A(7,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+7=0$

$_A(7,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-56=0$

$_A(7,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-49=0$

$_A(7,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-35=0$

$_A(7,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-28=0$

$_A(7,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-14=0$

$_A(7,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-7=0$

$_A(7,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+6=0$

$_A(7,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+13=0$

$_A(7,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+20=0$

$_A(7,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+27=0$

$_A(7,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+34=0$

$_A(7,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+41=0$

$_A(7,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+48=0$

$_A(7,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+55=0$

$_A(7,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(7,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+5=0$

$_A(7,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+19=0$

$_A(7,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+33=0$

$_A(7,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+47=0$

$_A(7,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-17=0$

$_A(7,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-10=0$

$_A(7,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+4=0$

$_A(7,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+11=0$

$_A(7,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+25=0$

$_A(7,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+32=0$

$_A(7,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-25=0$

$_A(7,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-11=0$

$_A(7,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+3=0$

$_A(7,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+17=0$

$_A(7,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+31=0$

$_A(7,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-33=0$

$_A(7,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-26=0$

$_A(7,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-19=0$

$_A(7,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-12=0$

$_A(7,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+2=0$

$_A(7,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+9=0$

$_A(7,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+16=0$

$_A(7,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+23=0$

$_A(7,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-41=0$

$_A(7,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-13=0$

$_A(7,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+1=0$

$_A(7,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-49=0$

$_A(7,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-42=0$

$_A(7,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-35=0$

$_A(7,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-28=0$

$_A(7,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-21=0$

$_A(7,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-14=0$

$_A(7,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y=0$

$_A(7,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+7=0$

$_A(7,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-57=0$

$_A(7,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-43=0$

$_A(7,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-29=0$

$_A(7,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-15=0$

$_A(7,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-1=0$

$_A(7,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-65=0$

$_A(7,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-58=0$

$_A(7,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-44=0$

$_A(7,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-37=0$

$_A(7,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-23=0$

$_A(7,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-16=0$

$_A(7,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(7,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+12=0$

$_A(7,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+19=0$

$_A(7,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+26=0$

$_A(7,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+33=0$

$_A(7,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+40=0$

$_A(7,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+47=0$

$_A(7,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+54=0$

$_A(7,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(7,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+3=0$

$_A(7,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+17=0$

$_A(7,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+31=0$

$_A(7,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+45=0$

$_A(7,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-20=0$

$_A(7,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-13=0$

$_A(7,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+1=0$

$_A(7,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+8=0$

$_A(7,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+22=0$

$_A(7,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+29=0$

$_A(7,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-29=0$

$_A(7,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-15=0$

$_A(7,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-1=0$

$_A(7,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+13=0$

$_A(7,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+27=0$

$_A(7,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-38=0$

$_A(7,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-31=0$

$_A(7,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-24=0$

$_A(7,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-17=0$

$_A(7,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-3=0$

$_A(7,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+4=0$

$_A(7,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+11=0$

$_A(7,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+18=0$

$_A(7,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-47=0$

$_A(7,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-19=0$

$_A(7,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-5=0$

$_A(7,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-56=0$

$_A(7,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-49=0$

$_A(7,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-42=0$

$_A(7,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-35=0$

$_A(7,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-28=0$

$_A(7,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-21=0$

$_A(7,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-7=0$

$_A(7,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y=0$

$_A(7,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-65=0$

$_A(7,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-51=0$

$_A(7,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-37=0$

$_A(7,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-23=0$

$_A(7,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-9=0$

$_A(7,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-74=0$

$_A(7,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-67=0$

$_A(7,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-53=0$

$_A(7,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-46=0$

$_A(7,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-32=0$

$_A(7,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-25=0$

$_A(8,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+7=0$

$_A(8,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+15=0$

$_A(8,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+23=0$

$_A(8,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+31=0$

$_A(8,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+39=0$

$_A(8,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+47=0$

$_A(8,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+55=0$

$_A(8,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+63=0$

$_A(8,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+71=0$

$_A(8,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+6=0$

$_A(8,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+22=0$

$_A(8,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+38=0$

$_A(8,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+54=0$

$_A(8,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+70=0$

$_A(8,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+5=0$

$_A(8,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+13=0$

$_A(8,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+29=0$

$_A(8,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+37=0$

$_A(8,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+53=0$

$_A(8,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+61=0$

$_A(8,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+4=0$

$_A(8,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+20=0$

$_A(8,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+36=0$

$_A(8,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+52=0$

$_A(8,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+68=0$

$_A(8,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+3=0$

$_A(8,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+11=0$

$_A(8,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+19=0$

$_A(8,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+27=0$

$_A(8,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+43=0$

$_A(8,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+51=0$

$_A(8,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+59=0$

$_A(8,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+67=0$

$_A(8,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+2=0$

$_A(8,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+34=0$

$_A(8,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+50=0$

$_A(8,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+1=0$

$_A(8,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+9=0$

$_A(8,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+17=0$

$_A(8,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+25=0$

$_A(8,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+33=0$

$_A(8,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+41=0$

$_A(8,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+57=0$

$_A(8,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+65=0$

$_A(8,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y=0$

$_A(8,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+16=0$

$_A(8,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+32=0$

$_A(8,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+48=0$

$_A(8,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+64=0$

$_A(8,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-1=0$

$_A(8,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+7=0$

$_A(8,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+23=0$

$_A(8,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+31=0$

$_A(8,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+47=0$

$_A(8,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+55=0$

$_A(8,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+14=0$

$_A(8,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+22=0$

$_A(8,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+30=0$

$_A(8,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+38=0$

$_A(8,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+46=0$

$_A(8,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+54=0$

$_A(8,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+62=0$

$_A(8,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+70=0$

$_A(8,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+4=0$

$_A(8,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+20=0$

$_A(8,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+36=0$

$_A(8,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+52=0$

$_A(8,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+68=0$

$_A(8,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+2=0$

$_A(8,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+10=0$

$_A(8,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+26=0$

$_A(8,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+34=0$

$_A(8,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+50=0$

$_A(8,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+58=0$

$_A(8,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y=0$

$_A(8,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+16=0$

$_A(8,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+32=0$

$_A(8,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+48=0$

$_A(8,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+64=0$

$_A(8,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-2=0$

$_A(8,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+6=0$

$_A(8,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+14=0$

$_A(8,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+22=0$

$_A(8,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+38=0$

$_A(8,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+46=0$

$_A(8,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+54=0$

$_A(8,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+62=0$

$_A(8,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-4=0$

$_A(8,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+28=0$

$_A(8,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+44=0$

$_A(8,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-6=0$

$_A(8,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+2=0$

$_A(8,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+10=0$

$_A(8,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+18=0$

$_A(8,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+26=0$

$_A(8,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+34=0$

$_A(8,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+50=0$

$_A(8,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+58=0$

$_A(8,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-8=0$

$_A(8,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+8=0$

$_A(8,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+24=0$

$_A(8,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+40=0$

$_A(8,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+56=0$

$_A(8,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-10=0$

$_A(8,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-2=0$

$_A(8,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+14=0$

$_A(8,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+22=0$

$_A(8,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+38=0$

$_A(8,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+46=0$

$_A(8,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+13=0$

$_A(8,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+21=0$

$_A(8,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+29=0$

$_A(8,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+37=0$

$_A(8,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+45=0$

$_A(8,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+53=0$

$_A(8,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+61=0$

$_A(8,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+69=0$

$_A(8,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+2=0$

$_A(8,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+18=0$

$_A(8,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+34=0$

$_A(8,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+50=0$

$_A(8,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+66=0$

$_A(8,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-1=0$

$_A(8,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+7=0$

$_A(8,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+23=0$

$_A(8,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+31=0$

$_A(8,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+47=0$

$_A(8,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+55=0$

$_A(8,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-4=0$

$_A(8,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+12=0$

$_A(8,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+28=0$

$_A(8,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+44=0$

$_A(8,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+60=0$

$_A(8,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-7=0$

$_A(8,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+1=0$

$_A(8,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+9=0$

$_A(8,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+17=0$

$_A(8,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+33=0$

$_A(8,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+41=0$

$_A(8,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+49=0$

$_A(8,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+57=0$

$_A(8,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-10=0$

$_A(8,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+22=0$

$_A(8,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+38=0$

$_A(8,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-13=0$

$_A(8,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-5=0$

$_A(8,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+3=0$

$_A(8,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+11=0$

$_A(8,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+19=0$

$_A(8,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+27=0$

$_A(8,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+43=0$

$_A(8,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+51=0$

$_A(8,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-16=0$

$_A(8,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y=0$

$_A(8,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+16=0$

$_A(8,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+32=0$

$_A(8,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+48=0$

$_A(8,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-19=0$

$_A(8,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-11=0$

$_A(8,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+5=0$

$_A(8,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+13=0$

$_A(8,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+29=0$

$_A(8,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+37=0$

$_A(8,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+12=0$

$_A(8,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+20=0$

$_A(8,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+28=0$

$_A(8,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+36=0$

$_A(8,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+44=0$

$_A(8,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+52=0$

$_A(8,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+60=0$

$_A(8,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+68=0$

$_A(8,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(8,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+16=0$

$_A(8,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+32=0$

$_A(8,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+48=0$

$_A(8,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+64=0$

$_A(8,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-4=0$

$_A(8,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+4=0$

$_A(8,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+20=0$

$_A(8,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+28=0$

$_A(8,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+44=0$

$_A(8,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+52=0$

$_A(8,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-8=0$

$_A(8,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+8=0$

$_A(8,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+24=0$

$_A(8,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+40=0$

$_A(8,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+56=0$

$_A(8,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-12=0$

$_A(8,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-4=0$

$_A(8,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+4=0$

$_A(8,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+12=0$

$_A(8,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+28=0$

$_A(8,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+36=0$

$_A(8,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+44=0$

$_A(8,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+52=0$

$_A(8,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-16=0$

$_A(8,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+16=0$

$_A(8,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+32=0$

$_A(8,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-20=0$

$_A(8,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-12=0$

$_A(8,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-4=0$

$_A(8,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+4=0$

$_A(8,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+12=0$

$_A(8,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+20=0$

$_A(8,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+36=0$

$_A(8,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+44=0$

$_A(8,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-24=0$

$_A(8,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-8=0$

$_A(8,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+8=0$

$_A(8,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+24=0$

$_A(8,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+40=0$

$_A(8,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-28=0$

$_A(8,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-20=0$

$_A(8,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-4=0$

$_A(8,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+4=0$

$_A(8,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+20=0$

$_A(8,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+28=0$

$_A(8,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(8,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+19=0$

$_A(8,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+27=0$

$_A(8,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+35=0$

$_A(8,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+43=0$

$_A(8,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+51=0$

$_A(8,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+59=0$

$_A(8,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+67=0$

$_A(8,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-2=0$

$_A(8,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+14=0$

$_A(8,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+30=0$

$_A(8,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+46=0$

$_A(8,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+62=0$

$_A(8,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-7=0$

$_A(8,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+1=0$

$_A(8,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+17=0$

$_A(8,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+25=0$

$_A(8,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+41=0$

$_A(8,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+49=0$

$_A(8,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-12=0$

$_A(8,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+4=0$

$_A(8,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+20=0$

$_A(8,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+36=0$

$_A(8,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+52=0$

$_A(8,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-17=0$

$_A(8,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-9=0$

$_A(8,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-1=0$

$_A(8,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+7=0$

$_A(8,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+23=0$

$_A(8,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+31=0$

$_A(8,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+39=0$

$_A(8,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+47=0$

$_A(8,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-22=0$

$_A(8,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+10=0$

$_A(8,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+26=0$

$_A(8,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-27=0$

$_A(8,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-19=0$

$_A(8,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-11=0$

$_A(8,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-3=0$

$_A(8,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+5=0$

$_A(8,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+13=0$

$_A(8,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+29=0$

$_A(8,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+37=0$

$_A(8,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-32=0$

$_A(8,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-16=0$

$_A(8,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y=0$

$_A(8,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+16=0$

$_A(8,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+32=0$

$_A(8,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-37=0$

$_A(8,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-29=0$

$_A(8,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-13=0$

$_A(8,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-5=0$

$_A(8,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+11=0$

$_A(8,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+19=0$

$_A(8,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+10=0$

$_A(8,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+18=0$

$_A(8,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+26=0$

$_A(8,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+34=0$

$_A(8,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+42=0$

$_A(8,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+50=0$

$_A(8,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+58=0$

$_A(8,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+66=0$

$_A(8,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-4=0$

$_A(8,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+12=0$

$_A(8,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+28=0$

$_A(8,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+44=0$

$_A(8,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+60=0$

$_A(8,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-10=0$

$_A(8,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-2=0$

$_A(8,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+14=0$

$_A(8,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+22=0$

$_A(8,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+38=0$

$_A(8,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+46=0$

$_A(8,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-16=0$

$_A(8,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y=0$

$_A(8,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+16=0$

$_A(8,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+32=0$

$_A(8,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+48=0$

$_A(8,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-22=0$

$_A(8,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-14=0$

$_A(8,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-6=0$

$_A(8,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+2=0$

$_A(8,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+18=0$

$_A(8,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+26=0$

$_A(8,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+34=0$

$_A(8,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+42=0$

$_A(8,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-28=0$

$_A(8,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+4=0$

$_A(8,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+20=0$

$_A(8,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-34=0$

$_A(8,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-26=0$

$_A(8,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-18=0$

$_A(8,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-10=0$

$_A(8,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-2=0$

$_A(8,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+6=0$

$_A(8,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+22=0$

$_A(8,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+30=0$

$_A(8,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-40=0$

$_A(8,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-24=0$

$_A(8,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-8=0$

$_A(8,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+8=0$

$_A(8,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+24=0$

$_A(8,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-46=0$

$_A(8,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-38=0$

$_A(8,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-22=0$

$_A(8,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-14=0$

$_A(8,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+2=0$

$_A(8,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+10=0$

$_A(8,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(8,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+17=0$

$_A(8,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+25=0$

$_A(8,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+33=0$

$_A(8,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+41=0$

$_A(8,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+49=0$

$_A(8,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+57=0$

$_A(8,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+65=0$

$_A(8,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-6=0$

$_A(8,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+10=0$

$_A(8,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+26=0$

$_A(8,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+42=0$

$_A(8,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+58=0$

$_A(8,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-13=0$

$_A(8,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-5=0$

$_A(8,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+11=0$

$_A(8,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+19=0$

$_A(8,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+35=0$

$_A(8,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+43=0$

$_A(8,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-20=0$

$_A(8,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-4=0$

$_A(8,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+12=0$

$_A(8,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+28=0$

$_A(8,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+44=0$

$_A(8,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-27=0$

$_A(8,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-19=0$

$_A(8,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-11=0$

$_A(8,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-3=0$

$_A(8,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+13=0$

$_A(8,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+21=0$

$_A(8,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+29=0$

$_A(8,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+37=0$

$_A(8,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-34=0$

$_A(8,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-2=0$

$_A(8,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+14=0$

$_A(8,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-41=0$

$_A(8,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-33=0$

$_A(8,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-25=0$

$_A(8,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-17=0$

$_A(8,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-9=0$

$_A(8,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-1=0$

$_A(8,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+15=0$

$_A(8,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+23=0$

$_A(8,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-48=0$

$_A(8,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-32=0$

$_A(8,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-16=0$

$_A(8,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y=0$

$_A(8,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+16=0$

$_A(8,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-55=0$

$_A(8,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-47=0$

$_A(8,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-31=0$

$_A(8,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-23=0$

$_A(8,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-7=0$

$_A(8,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+1=0$

$_A(8,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+8=0$

$_A(8,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+16=0$

$_A(8,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+24=0$

$_A(8,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+32=0$

$_A(8,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+40=0$

$_A(8,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+48=0$

$_A(8,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+56=0$

$_A(8,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+64=0$

$_A(8,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-8=0$

$_A(8,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+8=0$

$_A(8,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+24=0$

$_A(8,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+40=0$

$_A(8,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+56=0$

$_A(8,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-16=0$

$_A(8,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-8=0$

$_A(8,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+8=0$

$_A(8,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+16=0$

$_A(8,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+32=0$

$_A(8,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+40=0$

$_A(8,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-24=0$

$_A(8,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-8=0$

$_A(8,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+8=0$

$_A(8,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+24=0$

$_A(8,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+40=0$

$_A(8,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-32=0$

$_A(8,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-24=0$

$_A(8,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-16=0$

$_A(8,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-8=0$

$_A(8,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+8=0$

$_A(8,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+16=0$

$_A(8,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+24=0$

$_A(8,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+32=0$

$_A(8,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-40=0$

$_A(8,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-8=0$

$_A(8,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+8=0$

$_A(8,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-48=0$

$_A(8,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-40=0$

$_A(8,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-32=0$

$_A(8,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-24=0$

$_A(8,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-16=0$

$_A(8,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-8=0$

$_A(8,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+8=0$

$_A(8,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+16=0$

$_A(8,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-56=0$

$_A(8,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-40=0$

$_A(8,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-24=0$

$_A(8,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-8=0$

$_A(8,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+8=0$

$_A(8,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-64=0$

$_A(8,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-56=0$

$_A(8,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-40=0$

$_A(8,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-32=0$

$_A(8,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-16=0$

$_A(8,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-8=0$

$_A(8,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(8,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+15=0$

$_A(8,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+23=0$

$_A(8,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+31=0$

$_A(8,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+39=0$

$_A(8,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+47=0$

$_A(8,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+55=0$

$_A(8,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+63=0$

$_A(8,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(8,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+6=0$

$_A(8,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+22=0$

$_A(8,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+38=0$

$_A(8,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+54=0$

$_A(8,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-19=0$

$_A(8,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-11=0$

$_A(8,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+5=0$

$_A(8,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+13=0$

$_A(8,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+29=0$

$_A(8,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+37=0$

$_A(8,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-28=0$

$_A(8,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-12=0$

$_A(8,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+4=0$

$_A(8,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+20=0$

$_A(8,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+36=0$

$_A(8,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-37=0$

$_A(8,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-29=0$

$_A(8,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-21=0$

$_A(8,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-13=0$

$_A(8,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+3=0$

$_A(8,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+11=0$

$_A(8,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+19=0$

$_A(8,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+27=0$

$_A(8,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-46=0$

$_A(8,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-14=0$

$_A(8,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+2=0$

$_A(8,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-55=0$

$_A(8,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-47=0$

$_A(8,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-39=0$

$_A(8,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-31=0$

$_A(8,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-23=0$

$_A(8,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-15=0$

$_A(8,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+1=0$

$_A(8,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+9=0$

$_A(8,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-64=0$

$_A(8,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-48=0$

$_A(8,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-32=0$

$_A(8,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-16=0$

$_A(8,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y=0$

$_A(8,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-73=0$

$_A(8,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-65=0$

$_A(8,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-49=0$

$_A(8,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-41=0$

$_A(8,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-25=0$

$_A(8,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-17=0$

$_A(1,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-2=0$

$_A(1,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(1,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-4=0$

$_A(1,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-5=0$

$_A(1,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-6=0$

$_A(1,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-7=0$

$_A(1,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-8=0$

$_A(1,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-9=0$

$_A(1,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-10=0$

$_A(1,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-3=0$

$_A(1,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-5=0$

$_A(1,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-7=0$

$_A(1,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-9=0$

$_A(1,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-11=0$

$_A(1,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-4=0$

$_A(1,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-5=0$

$_A(1,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-7=0$

$_A(1,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-8=0$

$_A(1,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-10=0$

$_A(1,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-11=0$

$_A(1,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-5=0$

$_A(1,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-7=0$

$_A(1,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-9=0$

$_A(1,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-11=0$

$_A(1,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-13=0$

$_A(1,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-6=0$

$_A(1,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-7=0$

$_A(1,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-8=0$

$_A(1,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-9=0$

$_A(1,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-11=0$

$_A(1,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-12=0$

$_A(1,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-13=0$

$_A(1,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-14=0$

$_A(1,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-7=0$

$_A(1,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-11=0$

$_A(1,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-13=0$

$_A(1,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-8=0$

$_A(1,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-9=0$

$_A(1,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-10=0$

$_A(1,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-11=0$

$_A(1,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-12=0$

$_A(1,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-13=0$

$_A(1,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-15=0$

$_A(1,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-16=0$

$_A(1,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-9=0$

$_A(1,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-11=0$

$_A(1,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-13=0$

$_A(1,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-15=0$

$_A(1,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-17=0$

$_A(1,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-10=0$

$_A(1,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-11=0$

$_A(1,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-13=0$

$_A(1,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-14=0$

$_A(1,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-16=0$

$_A(1,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-17=0$

$_A(1,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-4=0$

$_A(1,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-5=0$

$_A(1,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-6=0$

$_A(1,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-7=0$

$_A(1,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-8=0$

$_A(1,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-9=0$

$_A(1,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-10=0$

$_A(1,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-11=0$

$_A(1,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-5=0$

$_A(1,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-7=0$

$_A(1,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-9=0$

$_A(1,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-11=0$

$_A(1,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-13=0$

$_A(1,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-7=0$

$_A(1,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-8=0$

$_A(1,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-10=0$

$_A(1,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-11=0$

$_A(1,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-13=0$

$_A(1,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-14=0$

$_A(1,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-9=0$

$_A(1,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-11=0$

$_A(1,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-13=0$

$_A(1,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-15=0$

$_A(1,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-17=0$

$_A(1,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-11=0$

$_A(1,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-12=0$

$_A(1,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-13=0$

$_A(1,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-14=0$

$_A(1,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-16=0$

$_A(1,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-17=0$

$_A(1,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-18=0$

$_A(1,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-19=0$

$_A(1,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-13=0$

$_A(1,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-17=0$

$_A(1,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-19=0$

$_A(1,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-15=0$

$_A(1,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-16=0$

$_A(1,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-17=0$

$_A(1,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-18=0$

$_A(1,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-19=0$

$_A(1,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-20=0$

$_A(1,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-22=0$

$_A(1,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-23=0$

$_A(1,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-17=0$

$_A(1,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-19=0$

$_A(1,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-21=0$

$_A(1,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-23=0$

$_A(1,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-25=0$

$_A(1,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-19=0$

$_A(1,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-20=0$

$_A(1,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-22=0$

$_A(1,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-23=0$

$_A(1,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-25=0$

$_A(1,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-26=0$

$_A(1,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(1,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-6=0$

$_A(1,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-7=0$

$_A(1,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-8=0$

$_A(1,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-9=0$

$_A(1,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-10=0$

$_A(1,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-11=0$

$_A(1,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-12=0$

$_A(1,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-7=0$

$_A(1,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-9=0$

$_A(1,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-11=0$

$_A(1,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-13=0$

$_A(1,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-15=0$

$_A(1,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-10=0$

$_A(1,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-11=0$

$_A(1,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-13=0$

$_A(1,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-14=0$

$_A(1,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-16=0$

$_A(1,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-17=0$

$_A(1,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-13=0$

$_A(1,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-15=0$

$_A(1,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-17=0$

$_A(1,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-19=0$

$_A(1,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-21=0$

$_A(1,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-16=0$

$_A(1,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-17=0$

$_A(1,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-18=0$

$_A(1,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-19=0$

$_A(1,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-21=0$

$_A(1,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-22=0$

$_A(1,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-23=0$

$_A(1,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-24=0$

$_A(1,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-19=0$

$_A(1,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-23=0$

$_A(1,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-25=0$

$_A(1,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-22=0$

$_A(1,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-23=0$

$_A(1,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-24=0$

$_A(1,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-25=0$

$_A(1,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-26=0$

$_A(1,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-27=0$

$_A(1,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-29=0$

$_A(1,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-30=0$

$_A(1,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-25=0$

$_A(1,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-27=0$

$_A(1,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-29=0$

$_A(1,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-31=0$

$_A(1,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-33=0$

$_A(1,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-28=0$

$_A(1,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-29=0$

$_A(1,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-31=0$

$_A(1,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-32=0$

$_A(1,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-34=0$

$_A(1,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-35=0$

$_A(1,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-6=0$

$_A(1,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-7=0$

$_A(1,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-8=0$

$_A(1,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-9=0$

$_A(1,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-10=0$

$_A(1,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-11=0$

$_A(1,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-12=0$

$_A(1,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-13=0$

$_A(1,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(1,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-11=0$

$_A(1,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-13=0$

$_A(1,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-15=0$

$_A(1,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-17=0$

$_A(1,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-13=0$

$_A(1,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-14=0$

$_A(1,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-16=0$

$_A(1,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-17=0$

$_A(1,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-19=0$

$_A(1,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-20=0$

$_A(1,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-17=0$

$_A(1,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-19=0$

$_A(1,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-21=0$

$_A(1,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-23=0$

$_A(1,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-25=0$

$_A(1,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-21=0$

$_A(1,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-22=0$

$_A(1,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-23=0$

$_A(1,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-24=0$

$_A(1,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-26=0$

$_A(1,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-27=0$

$_A(1,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-28=0$

$_A(1,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-29=0$

$_A(1,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-25=0$

$_A(1,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-29=0$

$_A(1,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-31=0$

$_A(1,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-29=0$

$_A(1,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-30=0$

$_A(1,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-31=0$

$_A(1,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-32=0$

$_A(1,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-33=0$

$_A(1,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-34=0$

$_A(1,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-36=0$

$_A(1,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-37=0$

$_A(1,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-33=0$

$_A(1,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-35=0$

$_A(1,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-37=0$

$_A(1,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-39=0$

$_A(1,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-41=0$

$_A(1,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-37=0$

$_A(1,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-38=0$

$_A(1,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-40=0$

$_A(1,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-41=0$

$_A(1,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-43=0$

$_A(1,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-44=0$

$_A(1,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(1,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-8=0$

$_A(1,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-9=0$

$_A(1,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-10=0$

$_A(1,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-11=0$

$_A(1,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-12=0$

$_A(1,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-13=0$

$_A(1,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-14=0$

$_A(1,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(1,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-13=0$

$_A(1,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-15=0$

$_A(1,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-17=0$

$_A(1,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-19=0$

$_A(1,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-16=0$

$_A(1,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-17=0$

$_A(1,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-19=0$

$_A(1,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-20=0$

$_A(1,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-22=0$

$_A(1,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-23=0$

$_A(1,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-21=0$

$_A(1,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-23=0$

$_A(1,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-25=0$

$_A(1,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-27=0$

$_A(1,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-29=0$

$_A(1,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-26=0$

$_A(1,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-27=0$

$_A(1,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-28=0$

$_A(1,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-29=0$

$_A(1,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-31=0$

$_A(1,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-32=0$

$_A(1,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-33=0$

$_A(1,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-34=0$

$_A(1,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-31=0$

$_A(1,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-35=0$

$_A(1,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-37=0$

$_A(1,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-36=0$

$_A(1,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-37=0$

$_A(1,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-38=0$

$_A(1,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-39=0$

$_A(1,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-40=0$

$_A(1,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-41=0$

$_A(1,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-43=0$

$_A(1,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-44=0$

$_A(1,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-41=0$

$_A(1,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-43=0$

$_A(1,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-45=0$

$_A(1,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-47=0$

$_A(1,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-49=0$

$_A(1,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-46=0$

$_A(1,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-47=0$

$_A(1,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-49=0$

$_A(1,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-50=0$

$_A(1,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-52=0$

$_A(1,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-53=0$

$_A(1,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-8=0$

$_A(1,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-9=0$

$_A(1,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-10=0$

$_A(1,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-11=0$

$_A(1,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-12=0$

$_A(1,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-13=0$

$_A(1,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-14=0$

$_A(1,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-15=0$

$_A(1,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-13=0$

$_A(1,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-15=0$

$_A(1,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-17=0$

$_A(1,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-19=0$

$_A(1,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-21=0$

$_A(1,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-19=0$

$_A(1,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-20=0$

$_A(1,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-22=0$

$_A(1,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-23=0$

$_A(1,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-25=0$

$_A(1,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-26=0$

$_A(1,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-25=0$

$_A(1,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-27=0$

$_A(1,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-29=0$

$_A(1,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-31=0$

$_A(1,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-33=0$

$_A(1,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-31=0$

$_A(1,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-32=0$

$_A(1,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-33=0$

$_A(1,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-34=0$

$_A(1,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-36=0$

$_A(1,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-37=0$

$_A(1,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-38=0$

$_A(1,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-39=0$

$_A(1,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-37=0$

$_A(1,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-41=0$

$_A(1,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-43=0$

$_A(1,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-43=0$

$_A(1,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-44=0$

$_A(1,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-45=0$

$_A(1,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-46=0$

$_A(1,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-47=0$

$_A(1,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-48=0$

$_A(1,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-50=0$

$_A(1,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-51=0$

$_A(1,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-49=0$

$_A(1,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-51=0$

$_A(1,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-53=0$

$_A(1,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-55=0$

$_A(1,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-57=0$

$_A(1,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-55=0$

$_A(1,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-56=0$

$_A(1,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-58=0$

$_A(1,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-59=0$

$_A(1,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-61=0$

$_A(1,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-62=0$

$_A(1,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(1,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-10=0$

$_A(1,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-11=0$

$_A(1,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-12=0$

$_A(1,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-13=0$

$_A(1,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-14=0$

$_A(1,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-15=0$

$_A(1,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-16=0$

$_A(1,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-15=0$

$_A(1,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-17=0$

$_A(1,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-19=0$

$_A(1,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-21=0$

$_A(1,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-23=0$

$_A(1,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-22=0$

$_A(1,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-23=0$

$_A(1,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-25=0$

$_A(1,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-26=0$

$_A(1,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-28=0$

$_A(1,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-29=0$

$_A(1,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-29=0$

$_A(1,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-31=0$

$_A(1,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-33=0$

$_A(1,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-35=0$

$_A(1,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-37=0$

$_A(1,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-36=0$

$_A(1,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-37=0$

$_A(1,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-38=0$

$_A(1,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-39=0$

$_A(1,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-41=0$

$_A(1,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-42=0$

$_A(1,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-43=0$

$_A(1,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-44=0$

$_A(1,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-43=0$

$_A(1,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-47=0$

$_A(1,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-49=0$

$_A(1,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-50=0$

$_A(1,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-51=0$

$_A(1,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-52=0$

$_A(1,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-53=0$

$_A(1,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-54=0$

$_A(1,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-55=0$

$_A(1,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-57=0$

$_A(1,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-58=0$

$_A(1,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-57=0$

$_A(1,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-59=0$

$_A(1,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-61=0$

$_A(1,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-63=0$

$_A(1,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-65=0$

$_A(1,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-64=0$

$_A(1,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-65=0$

$_A(1,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-67=0$

$_A(1,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-68=0$

$_A(1,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-70=0$

$_A(1,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-71=0$

$_A(1,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-10=0$

$_A(1,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-11=0$

$_A(1,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-12=0$

$_A(1,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-13=0$

$_A(1,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-14=0$

$_A(1,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-15=0$

$_A(1,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-16=0$

$_A(1,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-17=0$

$_A(1,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-17=0$

$_A(1,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-19=0$

$_A(1,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-21=0$

$_A(1,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-23=0$

$_A(1,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-25=0$

$_A(1,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-25=0$

$_A(1,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-26=0$

$_A(1,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-28=0$

$_A(1,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-29=0$

$_A(1,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-31=0$

$_A(1,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-32=0$

$_A(1,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-33=0$

$_A(1,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-35=0$

$_A(1,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-37=0$

$_A(1,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-39=0$

$_A(1,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-41=0$

$_A(1,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-41=0$

$_A(1,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-42=0$

$_A(1,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-43=0$

$_A(1,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-44=0$

$_A(1,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-46=0$

$_A(1,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-47=0$

$_A(1,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-48=0$

$_A(1,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-49=0$

$_A(1,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-49=0$

$_A(1,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-53=0$

$_A(1,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-55=0$

$_A(1,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-57=0$

$_A(1,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-58=0$

$_A(1,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-59=0$

$_A(1,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-60=0$

$_A(1,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-61=0$

$_A(1,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-62=0$

$_A(1,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-64=0$

$_A(1,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-65=0$

$_A(1,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-65=0$

$_A(1,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-67=0$

$_A(1,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-69=0$

$_A(1,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-71=0$

$_A(1,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-73=0$

$_A(1,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-73=0$

$_A(1,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-74=0$

$_A(1,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-76=0$

$_A(1,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-77=0$

$_A(1,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-79=0$

$_A(1,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-80=0$

$_A(1,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(1,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-12=0$

$_A(1,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-13=0$

$_A(1,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-14=0$

$_A(1,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-15=0$

$_A(1,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-16=0$

$_A(1,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-17=0$

$_A(1,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-18=0$

$_A(1,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-19=0$

$_A(1,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-21=0$

$_A(1,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-23=0$

$_A(1,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-25=0$

$_A(1,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-27=0$

$_A(1,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-28=0$

$_A(1,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-29=0$

$_A(1,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-31=0$

$_A(1,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-32=0$

$_A(1,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-34=0$

$_A(1,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-35=0$

$_A(1,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-37=0$

$_A(1,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-39=0$

$_A(1,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-41=0$

$_A(1,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-43=0$

$_A(1,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-45=0$

$_A(1,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-46=0$

$_A(1,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-47=0$

$_A(1,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-48=0$

$_A(1,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-49=0$

$_A(1,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-51=0$

$_A(1,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-52=0$

$_A(1,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-53=0$

$_A(1,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-54=0$

$_A(1,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-55=0$

$_A(1,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-59=0$

$_A(1,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-61=0$

$_A(1,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-64=0$

$_A(1,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-65=0$

$_A(1,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-66=0$

$_A(1,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-67=0$

$_A(1,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-68=0$

$_A(1,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-69=0$

$_A(1,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-71=0$

$_A(1,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-72=0$

$_A(1,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-73=0$

$_A(1,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-75=0$

$_A(1,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-77=0$

$_A(1,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-79=0$

$_A(1,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-81=0$

$_A(1,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-82=0$

$_A(1,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-83=0$

$_A(1,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-85=0$

$_A(1,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-86=0$

$_A(1,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-88=0$

$_A(1,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-89=0$

$_A(2,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-3=0$

$_A(2,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(2,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-7=0$

$_A(2,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-9=0$

$_A(2,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-11=0$

$_A(2,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-13=0$

$_A(2,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-15=0$

$_A(2,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-17=0$

$_A(2,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-19=0$

$_A(2,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-4=0$

$_A(2,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-8=0$

$_A(2,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-12=0$

$_A(2,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-16=0$

$_A(2,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-20=0$

$_A(2,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-5=0$

$_A(2,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-7=0$

$_A(2,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-11=0$

$_A(2,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-13=0$

$_A(2,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-17=0$

$_A(2,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-19=0$

$_A(2,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-6=0$

$_A(2,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-10=0$

$_A(2,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-14=0$

$_A(2,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-18=0$

$_A(2,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-22=0$

$_A(2,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-7=0$

$_A(2,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-9=0$

$_A(2,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-11=0$

$_A(2,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-13=0$

$_A(2,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-17=0$

$_A(2,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-19=0$

$_A(2,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-21=0$

$_A(2,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-23=0$

$_A(2,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-8=0$

$_A(2,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-16=0$

$_A(2,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-20=0$

$_A(2,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-9=0$

$_A(2,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-11=0$

$_A(2,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-13=0$

$_A(2,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-15=0$

$_A(2,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-17=0$

$_A(2,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-19=0$

$_A(2,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-23=0$

$_A(2,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-25=0$

$_A(2,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-10=0$

$_A(2,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-14=0$

$_A(2,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-18=0$

$_A(2,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-22=0$

$_A(2,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-26=0$

$_A(2,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-11=0$

$_A(2,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-13=0$

$_A(2,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-17=0$

$_A(2,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-19=0$

$_A(2,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-23=0$

$_A(2,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-25=0$

$_A(2,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-6=0$

$_A(2,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-8=0$

$_A(2,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-10=0$

$_A(2,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-12=0$

$_A(2,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-14=0$

$_A(2,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-16=0$

$_A(2,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-18=0$

$_A(2,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-20=0$

$_A(2,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-6=0$

$_A(2,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-10=0$

$_A(2,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-14=0$

$_A(2,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-18=0$

$_A(2,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-22=0$

$_A(2,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-8=0$

$_A(2,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-10=0$

$_A(2,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-14=0$

$_A(2,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-16=0$

$_A(2,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-20=0$

$_A(2,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-22=0$

$_A(2,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-10=0$

$_A(2,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-14=0$

$_A(2,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-18=0$

$_A(2,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-22=0$

$_A(2,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-26=0$

$_A(2,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-12=0$

$_A(2,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-14=0$

$_A(2,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-16=0$

$_A(2,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-18=0$

$_A(2,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-22=0$

$_A(2,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-24=0$

$_A(2,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-26=0$

$_A(2,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-28=0$

$_A(2,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-14=0$

$_A(2,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-22=0$

$_A(2,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-26=0$

$_A(2,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-16=0$

$_A(2,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-18=0$

$_A(2,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-20=0$

$_A(2,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-22=0$

$_A(2,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-24=0$

$_A(2,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-26=0$

$_A(2,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-30=0$

$_A(2,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-32=0$

$_A(2,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-18=0$

$_A(2,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-22=0$

$_A(2,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-26=0$

$_A(2,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-30=0$

$_A(2,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-34=0$

$_A(2,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-20=0$

$_A(2,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-22=0$

$_A(2,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-26=0$

$_A(2,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-28=0$

$_A(2,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-32=0$

$_A(2,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-34=0$

$_A(2,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(2,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-9=0$

$_A(2,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-11=0$

$_A(2,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-13=0$

$_A(2,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-15=0$

$_A(2,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-17=0$

$_A(2,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-19=0$

$_A(2,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-21=0$

$_A(2,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-8=0$

$_A(2,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-12=0$

$_A(2,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-16=0$

$_A(2,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-20=0$

$_A(2,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-24=0$

$_A(2,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-11=0$

$_A(2,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-13=0$

$_A(2,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-17=0$

$_A(2,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-19=0$

$_A(2,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-23=0$

$_A(2,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-25=0$

$_A(2,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-14=0$

$_A(2,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-18=0$

$_A(2,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-22=0$

$_A(2,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-26=0$

$_A(2,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-30=0$

$_A(2,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-17=0$

$_A(2,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-19=0$

$_A(2,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-21=0$

$_A(2,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-23=0$

$_A(2,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-27=0$

$_A(2,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-29=0$

$_A(2,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-31=0$

$_A(2,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-33=0$

$_A(2,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-20=0$

$_A(2,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-28=0$

$_A(2,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-32=0$

$_A(2,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-23=0$

$_A(2,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-25=0$

$_A(2,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-27=0$

$_A(2,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-29=0$

$_A(2,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-31=0$

$_A(2,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-33=0$

$_A(2,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-37=0$

$_A(2,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-39=0$

$_A(2,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-26=0$

$_A(2,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-30=0$

$_A(2,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-34=0$

$_A(2,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-38=0$

$_A(2,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-42=0$

$_A(2,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-29=0$

$_A(2,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-31=0$

$_A(2,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-35=0$

$_A(2,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-37=0$

$_A(2,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-41=0$

$_A(2,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-43=0$

$_A(2,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-8=0$

$_A(2,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-10=0$

$_A(2,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-12=0$

$_A(2,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-14=0$

$_A(2,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-16=0$

$_A(2,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-18=0$

$_A(2,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-20=0$

$_A(2,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-22=0$

$_A(2,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(2,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-14=0$

$_A(2,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-18=0$

$_A(2,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-22=0$

$_A(2,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-26=0$

$_A(2,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-14=0$

$_A(2,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-16=0$

$_A(2,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-20=0$

$_A(2,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-22=0$

$_A(2,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-26=0$

$_A(2,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-28=0$

$_A(2,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-18=0$

$_A(2,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-22=0$

$_A(2,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-26=0$

$_A(2,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-30=0$

$_A(2,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-34=0$

$_A(2,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-22=0$

$_A(2,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-24=0$

$_A(2,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-26=0$

$_A(2,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-28=0$

$_A(2,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-32=0$

$_A(2,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-34=0$

$_A(2,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-36=0$

$_A(2,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-38=0$

$_A(2,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-26=0$

$_A(2,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-34=0$

$_A(2,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-38=0$

$_A(2,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-30=0$

$_A(2,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-32=0$

$_A(2,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-34=0$

$_A(2,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-36=0$

$_A(2,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-38=0$

$_A(2,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-40=0$

$_A(2,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-44=0$

$_A(2,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-46=0$

$_A(2,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-34=0$

$_A(2,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-38=0$

$_A(2,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-42=0$

$_A(2,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-46=0$

$_A(2,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-50=0$

$_A(2,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-38=0$

$_A(2,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-40=0$

$_A(2,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-44=0$

$_A(2,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-46=0$

$_A(2,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-50=0$

$_A(2,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-52=0$

$_A(2,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(2,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-11=0$

$_A(2,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-13=0$

$_A(2,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-15=0$

$_A(2,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-17=0$

$_A(2,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-19=0$

$_A(2,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-21=0$

$_A(2,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-23=0$

$_A(2,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-12=0$

$_A(2,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-16=0$

$_A(2,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-20=0$

$_A(2,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-24=0$

$_A(2,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-28=0$

$_A(2,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-17=0$

$_A(2,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-19=0$

$_A(2,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-23=0$

$_A(2,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-25=0$

$_A(2,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-29=0$

$_A(2,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-31=0$

$_A(2,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-22=0$

$_A(2,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-26=0$

$_A(2,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-30=0$

$_A(2,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-34=0$

$_A(2,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-38=0$

$_A(2,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-27=0$

$_A(2,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-29=0$

$_A(2,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-31=0$

$_A(2,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-33=0$

$_A(2,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-37=0$

$_A(2,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-39=0$

$_A(2,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-41=0$

$_A(2,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-43=0$

$_A(2,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-32=0$

$_A(2,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-40=0$

$_A(2,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-44=0$

$_A(2,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-37=0$

$_A(2,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-39=0$

$_A(2,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-41=0$

$_A(2,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-43=0$

$_A(2,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-45=0$

$_A(2,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-47=0$

$_A(2,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-51=0$

$_A(2,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-53=0$

$_A(2,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-42=0$

$_A(2,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-46=0$

$_A(2,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-50=0$

$_A(2,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-54=0$

$_A(2,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-58=0$

$_A(2,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-47=0$

$_A(2,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-49=0$

$_A(2,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-53=0$

$_A(2,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-55=0$

$_A(2,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-59=0$

$_A(2,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-61=0$

$_A(2,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-10=0$

$_A(2,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-12=0$

$_A(2,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-14=0$

$_A(2,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-16=0$

$_A(2,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-18=0$

$_A(2,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-20=0$

$_A(2,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-22=0$

$_A(2,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-24=0$

$_A(2,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-14=0$

$_A(2,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-18=0$

$_A(2,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-22=0$

$_A(2,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-26=0$

$_A(2,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-30=0$

$_A(2,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-20=0$

$_A(2,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-22=0$

$_A(2,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-26=0$

$_A(2,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-28=0$

$_A(2,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-32=0$

$_A(2,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-34=0$

$_A(2,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-26=0$

$_A(2,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-30=0$

$_A(2,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-34=0$

$_A(2,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-38=0$

$_A(2,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-42=0$

$_A(2,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-32=0$

$_A(2,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-34=0$

$_A(2,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-36=0$

$_A(2,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-38=0$

$_A(2,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-42=0$

$_A(2,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-44=0$

$_A(2,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-46=0$

$_A(2,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-48=0$

$_A(2,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-38=0$

$_A(2,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-46=0$

$_A(2,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-50=0$

$_A(2,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-44=0$

$_A(2,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-46=0$

$_A(2,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-48=0$

$_A(2,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-50=0$

$_A(2,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-52=0$

$_A(2,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-54=0$

$_A(2,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-58=0$

$_A(2,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-60=0$

$_A(2,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-50=0$

$_A(2,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-54=0$

$_A(2,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-58=0$

$_A(2,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-62=0$

$_A(2,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-66=0$

$_A(2,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-56=0$

$_A(2,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-58=0$

$_A(2,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-62=0$

$_A(2,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-64=0$

$_A(2,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-68=0$

$_A(2,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-70=0$

$_A(2,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(2,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-13=0$

$_A(2,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-15=0$

$_A(2,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-17=0$

$_A(2,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-19=0$

$_A(2,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-21=0$

$_A(2,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-23=0$

$_A(2,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-25=0$

$_A(2,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-16=0$

$_A(2,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-20=0$

$_A(2,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-24=0$

$_A(2,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-28=0$

$_A(2,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-32=0$

$_A(2,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-23=0$

$_A(2,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-25=0$

$_A(2,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-29=0$

$_A(2,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-31=0$

$_A(2,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-35=0$

$_A(2,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-37=0$

$_A(2,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-30=0$

$_A(2,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-34=0$

$_A(2,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-38=0$

$_A(2,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-42=0$

$_A(2,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-46=0$

$_A(2,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-37=0$

$_A(2,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-39=0$

$_A(2,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-41=0$

$_A(2,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-43=0$

$_A(2,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-47=0$

$_A(2,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-49=0$

$_A(2,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-51=0$

$_A(2,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-53=0$

$_A(2,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-44=0$

$_A(2,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-52=0$

$_A(2,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-56=0$

$_A(2,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-51=0$

$_A(2,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-53=0$

$_A(2,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-55=0$

$_A(2,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-57=0$

$_A(2,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-59=0$

$_A(2,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-61=0$

$_A(2,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-65=0$

$_A(2,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-67=0$

$_A(2,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-58=0$

$_A(2,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-62=0$

$_A(2,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-66=0$

$_A(2,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-70=0$

$_A(2,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-74=0$

$_A(2,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-65=0$

$_A(2,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-67=0$

$_A(2,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-71=0$

$_A(2,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-73=0$

$_A(2,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-77=0$

$_A(2,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-79=0$

$_A(2,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-12=0$

$_A(2,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-14=0$

$_A(2,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-16=0$

$_A(2,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-18=0$

$_A(2,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-20=0$

$_A(2,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-22=0$

$_A(2,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-24=0$

$_A(2,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-26=0$

$_A(2,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-18=0$

$_A(2,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-22=0$

$_A(2,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-26=0$

$_A(2,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-30=0$

$_A(2,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-34=0$

$_A(2,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-26=0$

$_A(2,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-28=0$

$_A(2,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-32=0$

$_A(2,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-34=0$

$_A(2,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-38=0$

$_A(2,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-40=0$

$_A(2,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-34=0$

$_A(2,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-38=0$

$_A(2,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-42=0$

$_A(2,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-46=0$

$_A(2,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-50=0$

$_A(2,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-42=0$

$_A(2,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-44=0$

$_A(2,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-46=0$

$_A(2,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-48=0$

$_A(2,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-52=0$

$_A(2,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-54=0$

$_A(2,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-56=0$

$_A(2,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-58=0$

$_A(2,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-50=0$

$_A(2,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-58=0$

$_A(2,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-62=0$

$_A(2,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-58=0$

$_A(2,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-60=0$

$_A(2,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-62=0$

$_A(2,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-64=0$

$_A(2,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-66=0$

$_A(2,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-68=0$

$_A(2,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-72=0$

$_A(2,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-74=0$

$_A(2,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-66=0$

$_A(2,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-70=0$

$_A(2,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-74=0$

$_A(2,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-78=0$

$_A(2,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-82=0$

$_A(2,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-74=0$

$_A(2,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-76=0$

$_A(2,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-80=0$

$_A(2,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-82=0$

$_A(2,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-86=0$

$_A(2,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-88=0$

$_A(2,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-13=0$

$_A(2,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-15=0$

$_A(2,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-17=0$

$_A(2,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-19=0$

$_A(2,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-21=0$

$_A(2,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-23=0$

$_A(2,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-25=0$

$_A(2,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-27=0$

$_A(2,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-20=0$

$_A(2,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-24=0$

$_A(2,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-28=0$

$_A(2,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-32=0$

$_A(2,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-36=0$

$_A(2,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-29=0$

$_A(2,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-31=0$

$_A(2,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-35=0$

$_A(2,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-37=0$

$_A(2,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-41=0$

$_A(2,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-43=0$

$_A(2,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-38=0$

$_A(2,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-42=0$

$_A(2,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-46=0$

$_A(2,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-50=0$

$_A(2,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-54=0$

$_A(2,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-47=0$

$_A(2,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-49=0$

$_A(2,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-51=0$

$_A(2,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-53=0$

$_A(2,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-57=0$

$_A(2,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-59=0$

$_A(2,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-61=0$

$_A(2,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-63=0$

$_A(2,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-56=0$

$_A(2,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-64=0$

$_A(2,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-68=0$

$_A(2,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-65=0$

$_A(2,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-67=0$

$_A(2,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-69=0$

$_A(2,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-71=0$

$_A(2,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-73=0$

$_A(2,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-75=0$

$_A(2,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-79=0$

$_A(2,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-81=0$

$_A(2,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-74=0$

$_A(2,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-78=0$

$_A(2,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-82=0$

$_A(2,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-86=0$

$_A(2,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-90=0$

$_A(2,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-83=0$

$_A(2,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-85=0$

$_A(2,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-89=0$

$_A(2,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-91=0$

$_A(2,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-95=0$

$_A(2,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-97=0$

$_A(3,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-4=0$

$_A(3,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(3,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-10=0$

$_A(3,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-13=0$

$_A(3,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-16=0$

$_A(3,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-19=0$

$_A(3,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-22=0$

$_A(3,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-25=0$

$_A(3,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-28=0$

$_A(3,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-5=0$

$_A(3,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-11=0$

$_A(3,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-17=0$

$_A(3,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-23=0$

$_A(3,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-29=0$

$_A(3,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-6=0$

$_A(3,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-9=0$

$_A(3,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-15=0$

$_A(3,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-18=0$

$_A(3,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-24=0$

$_A(3,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-27=0$

$_A(3,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-7=0$

$_A(3,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-13=0$

$_A(3,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-19=0$

$_A(3,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-25=0$

$_A(3,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-31=0$

$_A(3,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-8=0$

$_A(3,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-11=0$

$_A(3,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-14=0$

$_A(3,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-17=0$

$_A(3,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-23=0$

$_A(3,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-26=0$

$_A(3,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-29=0$

$_A(3,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-32=0$

$_A(3,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-9=0$

$_A(3,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-21=0$

$_A(3,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-27=0$

$_A(3,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-10=0$

$_A(3,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-13=0$

$_A(3,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-16=0$

$_A(3,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-19=0$

$_A(3,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-22=0$

$_A(3,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-25=0$

$_A(3,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-31=0$

$_A(3,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-34=0$

$_A(3,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-11=0$

$_A(3,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-17=0$

$_A(3,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-23=0$

$_A(3,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-29=0$

$_A(3,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-35=0$

$_A(3,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-12=0$

$_A(3,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-15=0$

$_A(3,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-21=0$

$_A(3,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-24=0$

$_A(3,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-30=0$

$_A(3,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-33=0$

$_A(3,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-8=0$

$_A(3,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-11=0$

$_A(3,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-14=0$

$_A(3,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-17=0$

$_A(3,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-20=0$

$_A(3,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-23=0$

$_A(3,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-26=0$

$_A(3,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-29=0$

$_A(3,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-7=0$

$_A(3,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-13=0$

$_A(3,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-19=0$

$_A(3,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-25=0$

$_A(3,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-31=0$

$_A(3,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-9=0$

$_A(3,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-12=0$

$_A(3,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-18=0$

$_A(3,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-21=0$

$_A(3,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-27=0$

$_A(3,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-30=0$

$_A(3,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-11=0$

$_A(3,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-17=0$

$_A(3,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-23=0$

$_A(3,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-29=0$

$_A(3,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-35=0$

$_A(3,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-13=0$

$_A(3,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-16=0$

$_A(3,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-19=0$

$_A(3,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-22=0$

$_A(3,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-28=0$

$_A(3,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-31=0$

$_A(3,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-34=0$

$_A(3,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-37=0$

$_A(3,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-15=0$

$_A(3,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-27=0$

$_A(3,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-33=0$

$_A(3,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-17=0$

$_A(3,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-20=0$

$_A(3,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-23=0$

$_A(3,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-26=0$

$_A(3,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-29=0$

$_A(3,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-32=0$

$_A(3,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-38=0$

$_A(3,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-41=0$

$_A(3,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-19=0$

$_A(3,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-25=0$

$_A(3,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-31=0$

$_A(3,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-37=0$

$_A(3,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-43=0$

$_A(3,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-21=0$

$_A(3,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-24=0$

$_A(3,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-30=0$

$_A(3,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-33=0$

$_A(3,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-39=0$

$_A(3,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-42=0$

$_A(3,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(3,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-12=0$

$_A(3,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-15=0$

$_A(3,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-18=0$

$_A(3,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-21=0$

$_A(3,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-24=0$

$_A(3,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-27=0$

$_A(3,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-30=0$

$_A(3,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(3,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-15=0$

$_A(3,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-21=0$

$_A(3,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-27=0$

$_A(3,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-33=0$

$_A(3,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-12=0$

$_A(3,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-15=0$

$_A(3,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-21=0$

$_A(3,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-24=0$

$_A(3,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-30=0$

$_A(3,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-33=0$

$_A(3,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-15=0$

$_A(3,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-21=0$

$_A(3,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-27=0$

$_A(3,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-33=0$

$_A(3,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-39=0$

$_A(3,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-18=0$

$_A(3,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-21=0$

$_A(3,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-24=0$

$_A(3,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-27=0$

$_A(3,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-33=0$

$_A(3,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-36=0$

$_A(3,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-39=0$

$_A(3,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-42=0$

$_A(3,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-21=0$

$_A(3,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-33=0$

$_A(3,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-39=0$

$_A(3,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-24=0$

$_A(3,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-27=0$

$_A(3,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-30=0$

$_A(3,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-33=0$

$_A(3,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-36=0$

$_A(3,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-39=0$

$_A(3,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-45=0$

$_A(3,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-48=0$

$_A(3,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-27=0$

$_A(3,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-33=0$

$_A(3,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-39=0$

$_A(3,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-45=0$

$_A(3,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-51=0$

$_A(3,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-30=0$

$_A(3,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-33=0$

$_A(3,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-39=0$

$_A(3,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-42=0$

$_A(3,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-48=0$

$_A(3,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-51=0$

$_A(3,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-10=0$

$_A(3,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-13=0$

$_A(3,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-16=0$

$_A(3,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-19=0$

$_A(3,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-22=0$

$_A(3,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-25=0$

$_A(3,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-28=0$

$_A(3,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-31=0$

$_A(3,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(3,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-17=0$

$_A(3,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-23=0$

$_A(3,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-29=0$

$_A(3,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-35=0$

$_A(3,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-15=0$

$_A(3,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-18=0$

$_A(3,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-24=0$

$_A(3,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-27=0$

$_A(3,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-33=0$

$_A(3,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-36=0$

$_A(3,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-19=0$

$_A(3,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-25=0$

$_A(3,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-31=0$

$_A(3,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-37=0$

$_A(3,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-43=0$

$_A(3,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-23=0$

$_A(3,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-26=0$

$_A(3,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-29=0$

$_A(3,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-32=0$

$_A(3,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-38=0$

$_A(3,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-41=0$

$_A(3,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-44=0$

$_A(3,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-47=0$

$_A(3,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-27=0$

$_A(3,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-39=0$

$_A(3,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-45=0$

$_A(3,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-31=0$

$_A(3,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-34=0$

$_A(3,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-37=0$

$_A(3,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-40=0$

$_A(3,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-43=0$

$_A(3,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-46=0$

$_A(3,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-52=0$

$_A(3,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-55=0$

$_A(3,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-35=0$

$_A(3,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-41=0$

$_A(3,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-47=0$

$_A(3,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-53=0$

$_A(3,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-59=0$

$_A(3,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-39=0$

$_A(3,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-42=0$

$_A(3,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-48=0$

$_A(3,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-51=0$

$_A(3,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-57=0$

$_A(3,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-60=0$

$_A(3,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(3,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-14=0$

$_A(3,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-17=0$

$_A(3,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-20=0$

$_A(3,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-23=0$

$_A(3,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-26=0$

$_A(3,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-29=0$

$_A(3,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-32=0$

$_A(3,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-13=0$

$_A(3,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-19=0$

$_A(3,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-25=0$

$_A(3,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-31=0$

$_A(3,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-37=0$

$_A(3,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-18=0$

$_A(3,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-21=0$

$_A(3,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-27=0$

$_A(3,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-30=0$

$_A(3,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-36=0$

$_A(3,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-39=0$

$_A(3,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-23=0$

$_A(3,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-29=0$

$_A(3,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-35=0$

$_A(3,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-41=0$

$_A(3,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-47=0$

$_A(3,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-28=0$

$_A(3,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-31=0$

$_A(3,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-34=0$

$_A(3,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-37=0$

$_A(3,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-43=0$

$_A(3,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-46=0$

$_A(3,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-49=0$

$_A(3,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-52=0$

$_A(3,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-33=0$

$_A(3,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-45=0$

$_A(3,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-51=0$

$_A(3,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-38=0$

$_A(3,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-41=0$

$_A(3,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-44=0$

$_A(3,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-47=0$

$_A(3,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-50=0$

$_A(3,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-53=0$

$_A(3,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-59=0$

$_A(3,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-62=0$

$_A(3,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-43=0$

$_A(3,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-49=0$

$_A(3,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-55=0$

$_A(3,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-61=0$

$_A(3,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-67=0$

$_A(3,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-48=0$

$_A(3,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-51=0$

$_A(3,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-57=0$

$_A(3,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-60=0$

$_A(3,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-66=0$

$_A(3,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-69=0$

$_A(3,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-12=0$

$_A(3,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-15=0$

$_A(3,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-18=0$

$_A(3,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-21=0$

$_A(3,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-24=0$

$_A(3,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-27=0$

$_A(3,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-30=0$

$_A(3,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-33=0$

$_A(3,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-15=0$

$_A(3,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-21=0$

$_A(3,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-27=0$

$_A(3,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-33=0$

$_A(3,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-39=0$

$_A(3,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-21=0$

$_A(3,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-24=0$

$_A(3,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-30=0$

$_A(3,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-33=0$

$_A(3,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-39=0$

$_A(3,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-42=0$

$_A(3,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-27=0$

$_A(3,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-33=0$

$_A(3,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-39=0$

$_A(3,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-45=0$

$_A(3,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-51=0$

$_A(3,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-33=0$

$_A(3,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-36=0$

$_A(3,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-39=0$

$_A(3,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-42=0$

$_A(3,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-48=0$

$_A(3,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-51=0$

$_A(3,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-54=0$

$_A(3,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-57=0$

$_A(3,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-39=0$

$_A(3,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-51=0$

$_A(3,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-57=0$

$_A(3,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-45=0$

$_A(3,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-48=0$

$_A(3,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-51=0$

$_A(3,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-54=0$

$_A(3,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-57=0$

$_A(3,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-60=0$

$_A(3,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-66=0$

$_A(3,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-69=0$

$_A(3,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-51=0$

$_A(3,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-57=0$

$_A(3,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-63=0$

$_A(3,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-69=0$

$_A(3,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-75=0$

$_A(3,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-57=0$

$_A(3,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-60=0$

$_A(3,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-66=0$

$_A(3,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-69=0$

$_A(3,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-75=0$

$_A(3,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-78=0$

$_A(3,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-13=0$

$_A(3,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-16=0$

$_A(3,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-19=0$

$_A(3,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-22=0$

$_A(3,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-25=0$

$_A(3,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-28=0$

$_A(3,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-31=0$

$_A(3,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-34=0$

$_A(3,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-17=0$

$_A(3,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-23=0$

$_A(3,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-29=0$

$_A(3,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-35=0$

$_A(3,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-41=0$

$_A(3,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-24=0$

$_A(3,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-27=0$

$_A(3,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-33=0$

$_A(3,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-36=0$

$_A(3,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-42=0$

$_A(3,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-45=0$

$_A(3,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-31=0$

$_A(3,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-37=0$

$_A(3,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-43=0$

$_A(3,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-49=0$

$_A(3,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-55=0$

$_A(3,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-38=0$

$_A(3,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-41=0$

$_A(3,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-44=0$

$_A(3,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-47=0$

$_A(3,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-53=0$

$_A(3,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-56=0$

$_A(3,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-59=0$

$_A(3,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-62=0$

$_A(3,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-45=0$

$_A(3,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-57=0$

$_A(3,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-63=0$

$_A(3,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-52=0$

$_A(3,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-55=0$

$_A(3,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-58=0$

$_A(3,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-61=0$

$_A(3,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-64=0$

$_A(3,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-67=0$

$_A(3,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-73=0$

$_A(3,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-76=0$

$_A(3,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-59=0$

$_A(3,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-65=0$

$_A(3,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-71=0$

$_A(3,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-77=0$

$_A(3,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-83=0$

$_A(3,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-66=0$

$_A(3,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-69=0$

$_A(3,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-75=0$

$_A(3,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-78=0$

$_A(3,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-84=0$

$_A(3,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-87=0$

$_A(3,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-14=0$

$_A(3,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-17=0$

$_A(3,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-20=0$

$_A(3,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-23=0$

$_A(3,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-26=0$

$_A(3,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-29=0$

$_A(3,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-32=0$

$_A(3,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-35=0$

$_A(3,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-19=0$

$_A(3,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-25=0$

$_A(3,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-31=0$

$_A(3,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-37=0$

$_A(3,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-43=0$

$_A(3,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-27=0$

$_A(3,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-30=0$

$_A(3,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-36=0$

$_A(3,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-39=0$

$_A(3,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-45=0$

$_A(3,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-48=0$

$_A(3,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-35=0$

$_A(3,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-41=0$

$_A(3,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-47=0$

$_A(3,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-53=0$

$_A(3,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-59=0$

$_A(3,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-43=0$

$_A(3,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-46=0$

$_A(3,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-49=0$

$_A(3,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-52=0$

$_A(3,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-58=0$

$_A(3,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-61=0$

$_A(3,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-64=0$

$_A(3,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-67=0$

$_A(3,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-51=0$

$_A(3,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-63=0$

$_A(3,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-69=0$

$_A(3,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-59=0$

$_A(3,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-62=0$

$_A(3,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-65=0$

$_A(3,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-68=0$

$_A(3,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-71=0$

$_A(3,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-74=0$

$_A(3,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-80=0$

$_A(3,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-83=0$

$_A(3,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-67=0$

$_A(3,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-73=0$

$_A(3,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-79=0$

$_A(3,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-85=0$

$_A(3,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-91=0$

$_A(3,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-75=0$

$_A(3,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-78=0$

$_A(3,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-84=0$

$_A(3,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-87=0$

$_A(3,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-93=0$

$_A(3,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-96=0$

$_A(3,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-15=0$

$_A(3,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-18=0$

$_A(3,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-21=0$

$_A(3,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-24=0$

$_A(3,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-27=0$

$_A(3,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-30=0$

$_A(3,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-33=0$

$_A(3,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-36=0$

$_A(3,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-21=0$

$_A(3,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-27=0$

$_A(3,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-33=0$

$_A(3,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-39=0$

$_A(3,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-45=0$

$_A(3,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-30=0$

$_A(3,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-33=0$

$_A(3,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-39=0$

$_A(3,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-42=0$

$_A(3,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-48=0$

$_A(3,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-51=0$

$_A(3,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-39=0$

$_A(3,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-45=0$

$_A(3,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-51=0$

$_A(3,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-57=0$

$_A(3,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-63=0$

$_A(3,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-48=0$

$_A(3,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-51=0$

$_A(3,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-54=0$

$_A(3,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-57=0$

$_A(3,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-63=0$

$_A(3,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-66=0$

$_A(3,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-69=0$

$_A(3,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-72=0$

$_A(3,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-57=0$

$_A(3,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-69=0$

$_A(3,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-75=0$

$_A(3,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-66=0$

$_A(3,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-69=0$

$_A(3,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-72=0$

$_A(3,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-75=0$

$_A(3,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-78=0$

$_A(3,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-81=0$

$_A(3,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-87=0$

$_A(3,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-90=0$

$_A(3,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-75=0$

$_A(3,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-81=0$

$_A(3,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-87=0$

$_A(3,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-93=0$

$_A(3,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-99=0$

$_A(3,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-84=0$

$_A(3,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-87=0$

$_A(3,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-93=0$

$_A(3,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-96=0$

$_A(3,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-102=0$

$_A(3,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-105=0$

$_A(4,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-5=0$

$_A(4,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(4,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-13=0$

$_A(4,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-17=0$

$_A(4,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-21=0$

$_A(4,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-25=0$

$_A(4,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-29=0$

$_A(4,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-33=0$

$_A(4,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-37=0$

$_A(4,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-6=0$

$_A(4,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-14=0$

$_A(4,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-22=0$

$_A(4,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-30=0$

$_A(4,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-38=0$

$_A(4,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-7=0$

$_A(4,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-11=0$

$_A(4,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-19=0$

$_A(4,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-23=0$

$_A(4,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-31=0$

$_A(4,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-35=0$

$_A(4,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-8=0$

$_A(4,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-16=0$

$_A(4,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-24=0$

$_A(4,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-32=0$

$_A(4,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-40=0$

$_A(4,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-9=0$

$_A(4,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-13=0$

$_A(4,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-17=0$

$_A(4,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-21=0$

$_A(4,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-29=0$

$_A(4,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-33=0$

$_A(4,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-37=0$

$_A(4,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-41=0$

$_A(4,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-10=0$

$_A(4,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-26=0$

$_A(4,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-34=0$

$_A(4,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-11=0$

$_A(4,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-15=0$

$_A(4,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-19=0$

$_A(4,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-23=0$

$_A(4,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-27=0$

$_A(4,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-31=0$

$_A(4,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-39=0$

$_A(4,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-43=0$

$_A(4,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-12=0$

$_A(4,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-20=0$

$_A(4,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-28=0$

$_A(4,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-36=0$

$_A(4,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-44=0$

$_A(4,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-13=0$

$_A(4,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-17=0$

$_A(4,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-25=0$

$_A(4,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-29=0$

$_A(4,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-37=0$

$_A(4,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-41=0$

$_A(4,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-10=0$

$_A(4,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-14=0$

$_A(4,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-18=0$

$_A(4,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-22=0$

$_A(4,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-26=0$

$_A(4,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-30=0$

$_A(4,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-34=0$

$_A(4,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-38=0$

$_A(4,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-8=0$

$_A(4,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-16=0$

$_A(4,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-24=0$

$_A(4,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-32=0$

$_A(4,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-40=0$

$_A(4,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-10=0$

$_A(4,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-14=0$

$_A(4,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-22=0$

$_A(4,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-26=0$

$_A(4,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-34=0$

$_A(4,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-38=0$

$_A(4,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-12=0$

$_A(4,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-20=0$

$_A(4,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-28=0$

$_A(4,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-36=0$

$_A(4,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-44=0$

$_A(4,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-14=0$

$_A(4,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-18=0$

$_A(4,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-22=0$

$_A(4,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-26=0$

$_A(4,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-34=0$

$_A(4,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-38=0$

$_A(4,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-42=0$

$_A(4,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-46=0$

$_A(4,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-16=0$

$_A(4,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-32=0$

$_A(4,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-40=0$

$_A(4,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-18=0$

$_A(4,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-22=0$

$_A(4,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-26=0$

$_A(4,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-30=0$

$_A(4,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-34=0$

$_A(4,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-38=0$

$_A(4,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-46=0$

$_A(4,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-50=0$

$_A(4,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-20=0$

$_A(4,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-28=0$

$_A(4,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-36=0$

$_A(4,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-44=0$

$_A(4,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-52=0$

$_A(4,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-22=0$

$_A(4,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-26=0$

$_A(4,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-34=0$

$_A(4,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-38=0$

$_A(4,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-46=0$

$_A(4,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-50=0$

$_A(4,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(4,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-15=0$

$_A(4,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-19=0$

$_A(4,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-23=0$

$_A(4,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-27=0$

$_A(4,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-31=0$

$_A(4,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-35=0$

$_A(4,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-39=0$

$_A(4,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(4,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-18=0$

$_A(4,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-26=0$

$_A(4,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-34=0$

$_A(4,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-42=0$

$_A(4,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-13=0$

$_A(4,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-17=0$

$_A(4,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-25=0$

$_A(4,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-29=0$

$_A(4,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-37=0$

$_A(4,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-41=0$

$_A(4,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-16=0$

$_A(4,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-24=0$

$_A(4,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-32=0$

$_A(4,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-40=0$

$_A(4,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-48=0$

$_A(4,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-19=0$

$_A(4,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-23=0$

$_A(4,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-27=0$

$_A(4,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-31=0$

$_A(4,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-39=0$

$_A(4,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-43=0$

$_A(4,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-47=0$

$_A(4,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-51=0$

$_A(4,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-22=0$

$_A(4,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-38=0$

$_A(4,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-46=0$

$_A(4,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-25=0$

$_A(4,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-29=0$

$_A(4,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-33=0$

$_A(4,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-37=0$

$_A(4,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-41=0$

$_A(4,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-45=0$

$_A(4,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-53=0$

$_A(4,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-57=0$

$_A(4,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-28=0$

$_A(4,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-36=0$

$_A(4,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-44=0$

$_A(4,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-52=0$

$_A(4,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-60=0$

$_A(4,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-31=0$

$_A(4,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-35=0$

$_A(4,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-43=0$

$_A(4,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-47=0$

$_A(4,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-55=0$

$_A(4,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-59=0$

$_A(4,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-12=0$

$_A(4,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-16=0$

$_A(4,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-20=0$

$_A(4,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-24=0$

$_A(4,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-28=0$

$_A(4,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-32=0$

$_A(4,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-36=0$

$_A(4,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-40=0$

$_A(4,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-12=0$

$_A(4,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-20=0$

$_A(4,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-28=0$

$_A(4,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-36=0$

$_A(4,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-44=0$

$_A(4,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-16=0$

$_A(4,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-20=0$

$_A(4,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-28=0$

$_A(4,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-32=0$

$_A(4,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-40=0$

$_A(4,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-44=0$

$_A(4,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-20=0$

$_A(4,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-28=0$

$_A(4,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-36=0$

$_A(4,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-44=0$

$_A(4,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-52=0$

$_A(4,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-24=0$

$_A(4,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-28=0$

$_A(4,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-32=0$

$_A(4,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-36=0$

$_A(4,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-44=0$

$_A(4,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-48=0$

$_A(4,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-52=0$

$_A(4,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-56=0$

$_A(4,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-28=0$

$_A(4,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-44=0$

$_A(4,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-52=0$

$_A(4,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-32=0$

$_A(4,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-36=0$

$_A(4,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-40=0$

$_A(4,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-44=0$

$_A(4,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-48=0$

$_A(4,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-52=0$

$_A(4,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-60=0$

$_A(4,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-64=0$

$_A(4,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-36=0$

$_A(4,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-44=0$

$_A(4,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-52=0$

$_A(4,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-60=0$

$_A(4,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-68=0$

$_A(4,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-40=0$

$_A(4,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-44=0$

$_A(4,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-52=0$

$_A(4,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-56=0$

$_A(4,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-64=0$

$_A(4,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-68=0$

$_A(4,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-13=0$

$_A(4,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-17=0$

$_A(4,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-21=0$

$_A(4,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-25=0$

$_A(4,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-29=0$

$_A(4,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-33=0$

$_A(4,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-37=0$

$_A(4,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-41=0$

$_A(4,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-14=0$

$_A(4,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-22=0$

$_A(4,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-30=0$

$_A(4,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-38=0$

$_A(4,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-46=0$

$_A(4,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-19=0$

$_A(4,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-23=0$

$_A(4,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-31=0$

$_A(4,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-35=0$

$_A(4,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-43=0$

$_A(4,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-47=0$

$_A(4,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-24=0$

$_A(4,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-32=0$

$_A(4,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-40=0$

$_A(4,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-48=0$

$_A(4,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-56=0$

$_A(4,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-29=0$

$_A(4,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-33=0$

$_A(4,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-37=0$

$_A(4,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-41=0$

$_A(4,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-49=0$

$_A(4,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-53=0$

$_A(4,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-57=0$

$_A(4,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-61=0$

$_A(4,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-34=0$

$_A(4,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-50=0$

$_A(4,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-58=0$

$_A(4,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-39=0$

$_A(4,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-43=0$

$_A(4,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-47=0$

$_A(4,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-51=0$

$_A(4,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-55=0$

$_A(4,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-59=0$

$_A(4,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-67=0$

$_A(4,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-71=0$

$_A(4,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-44=0$

$_A(4,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-52=0$

$_A(4,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-60=0$

$_A(4,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-68=0$

$_A(4,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-76=0$

$_A(4,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-49=0$

$_A(4,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-53=0$

$_A(4,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-61=0$

$_A(4,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-65=0$

$_A(4,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-73=0$

$_A(4,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-77=0$

$_A(4,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-14=0$

$_A(4,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-18=0$

$_A(4,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-22=0$

$_A(4,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-26=0$

$_A(4,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-30=0$

$_A(4,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-34=0$

$_A(4,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-38=0$

$_A(4,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-42=0$

$_A(4,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-16=0$

$_A(4,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-24=0$

$_A(4,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-32=0$

$_A(4,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-40=0$

$_A(4,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-48=0$

$_A(4,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-22=0$

$_A(4,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-26=0$

$_A(4,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-34=0$

$_A(4,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-38=0$

$_A(4,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-46=0$

$_A(4,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-50=0$

$_A(4,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-28=0$

$_A(4,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-36=0$

$_A(4,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-44=0$

$_A(4,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-52=0$

$_A(4,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-60=0$

$_A(4,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-34=0$

$_A(4,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-38=0$

$_A(4,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-42=0$

$_A(4,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-46=0$

$_A(4,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-54=0$

$_A(4,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-58=0$

$_A(4,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-62=0$

$_A(4,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-66=0$

$_A(4,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-40=0$

$_A(4,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-56=0$

$_A(4,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-64=0$

$_A(4,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-46=0$

$_A(4,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-50=0$

$_A(4,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-54=0$

$_A(4,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-58=0$

$_A(4,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-62=0$

$_A(4,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-66=0$

$_A(4,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-74=0$

$_A(4,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-78=0$

$_A(4,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-52=0$

$_A(4,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-60=0$

$_A(4,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-68=0$

$_A(4,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-76=0$

$_A(4,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-84=0$

$_A(4,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-58=0$

$_A(4,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-62=0$

$_A(4,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-70=0$

$_A(4,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-74=0$

$_A(4,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-82=0$

$_A(4,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-86=0$

$_A(4,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-15=0$

$_A(4,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-19=0$

$_A(4,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-23=0$

$_A(4,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-27=0$

$_A(4,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-31=0$

$_A(4,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-35=0$

$_A(4,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-39=0$

$_A(4,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-43=0$

$_A(4,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-18=0$

$_A(4,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-26=0$

$_A(4,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-34=0$

$_A(4,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-42=0$

$_A(4,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-50=0$

$_A(4,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-25=0$

$_A(4,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-29=0$

$_A(4,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-37=0$

$_A(4,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-41=0$

$_A(4,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-49=0$

$_A(4,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-53=0$

$_A(4,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-32=0$

$_A(4,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-40=0$

$_A(4,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-48=0$

$_A(4,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-56=0$

$_A(4,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-64=0$

$_A(4,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-39=0$

$_A(4,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-43=0$

$_A(4,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-47=0$

$_A(4,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-51=0$

$_A(4,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-59=0$

$_A(4,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-63=0$

$_A(4,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-67=0$

$_A(4,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-71=0$

$_A(4,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-46=0$

$_A(4,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-62=0$

$_A(4,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-70=0$

$_A(4,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-53=0$

$_A(4,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-57=0$

$_A(4,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-61=0$

$_A(4,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-65=0$

$_A(4,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-69=0$

$_A(4,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-73=0$

$_A(4,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-81=0$

$_A(4,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-85=0$

$_A(4,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-60=0$

$_A(4,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-68=0$

$_A(4,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-76=0$

$_A(4,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-84=0$

$_A(4,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-92=0$

$_A(4,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-67=0$

$_A(4,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-71=0$

$_A(4,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-79=0$

$_A(4,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-83=0$

$_A(4,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-91=0$

$_A(4,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-95=0$

$_A(4,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-16=0$

$_A(4,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-20=0$

$_A(4,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-24=0$

$_A(4,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-28=0$

$_A(4,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-32=0$

$_A(4,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-36=0$

$_A(4,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-40=0$

$_A(4,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-44=0$

$_A(4,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-20=0$

$_A(4,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-28=0$

$_A(4,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-36=0$

$_A(4,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-44=0$

$_A(4,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-52=0$

$_A(4,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-28=0$

$_A(4,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-32=0$

$_A(4,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-40=0$

$_A(4,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-44=0$

$_A(4,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-52=0$

$_A(4,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-56=0$

$_A(4,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-36=0$

$_A(4,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-44=0$

$_A(4,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-52=0$

$_A(4,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-60=0$

$_A(4,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-68=0$

$_A(4,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-44=0$

$_A(4,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-48=0$

$_A(4,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-52=0$

$_A(4,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-56=0$

$_A(4,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-64=0$

$_A(4,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-68=0$

$_A(4,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-72=0$

$_A(4,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-76=0$

$_A(4,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-52=0$

$_A(4,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-68=0$

$_A(4,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-76=0$

$_A(4,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-60=0$

$_A(4,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-64=0$

$_A(4,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-68=0$

$_A(4,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-72=0$

$_A(4,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-76=0$

$_A(4,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-80=0$

$_A(4,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-88=0$

$_A(4,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-92=0$

$_A(4,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-68=0$

$_A(4,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-76=0$

$_A(4,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-84=0$

$_A(4,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-92=0$

$_A(4,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-100=0$

$_A(4,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-76=0$

$_A(4,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-80=0$

$_A(4,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-88=0$

$_A(4,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-92=0$

$_A(4,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-100=0$

$_A(4,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-104=0$

$_A(4,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-17=0$

$_A(4,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-21=0$

$_A(4,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-25=0$

$_A(4,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-29=0$

$_A(4,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-33=0$

$_A(4,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-37=0$

$_A(4,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-41=0$

$_A(4,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-45=0$

$_A(4,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-22=0$

$_A(4,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-30=0$

$_A(4,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-38=0$

$_A(4,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-46=0$

$_A(4,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-54=0$

$_A(4,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-31=0$

$_A(4,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-35=0$

$_A(4,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-43=0$

$_A(4,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-47=0$

$_A(4,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-55=0$

$_A(4,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-59=0$

$_A(4,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-40=0$

$_A(4,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-48=0$

$_A(4,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-56=0$

$_A(4,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-64=0$

$_A(4,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-72=0$

$_A(4,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-49=0$

$_A(4,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-53=0$

$_A(4,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-57=0$

$_A(4,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-61=0$

$_A(4,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-69=0$

$_A(4,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-73=0$

$_A(4,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-77=0$

$_A(4,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-81=0$

$_A(4,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-58=0$

$_A(4,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-74=0$

$_A(4,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-82=0$

$_A(4,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-67=0$

$_A(4,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-71=0$

$_A(4,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-75=0$

$_A(4,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-79=0$

$_A(4,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-83=0$

$_A(4,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-87=0$

$_A(4,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-95=0$

$_A(4,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-99=0$

$_A(4,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-76=0$

$_A(4,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-84=0$

$_A(4,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-92=0$

$_A(4,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-100=0$

$_A(4,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-108=0$

$_A(4,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-85=0$

$_A(4,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-89=0$

$_A(4,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-97=0$

$_A(4,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-101=0$

$_A(4,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-109=0$

$_A(4,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-113=0$

$_A(5,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-6=0$

$_A(5,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(5,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-16=0$

$_A(5,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-21=0$

$_A(5,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-26=0$

$_A(5,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-31=0$

$_A(5,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-36=0$

$_A(5,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-41=0$

$_A(5,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-46=0$

$_A(5,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-7=0$

$_A(5,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-17=0$

$_A(5,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-27=0$

$_A(5,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-37=0$

$_A(5,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-47=0$

$_A(5,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-8=0$

$_A(5,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-13=0$

$_A(5,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-23=0$

$_A(5,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-28=0$

$_A(5,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-38=0$

$_A(5,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-43=0$

$_A(5,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-9=0$

$_A(5,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-19=0$

$_A(5,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-29=0$

$_A(5,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-39=0$

$_A(5,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-49=0$

$_A(5,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-10=0$

$_A(5,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-15=0$

$_A(5,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-20=0$

$_A(5,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-25=0$

$_A(5,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-35=0$

$_A(5,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-40=0$

$_A(5,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-45=0$

$_A(5,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-50=0$

$_A(5,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-11=0$

$_A(5,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-31=0$

$_A(5,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-41=0$

$_A(5,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-12=0$

$_A(5,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-17=0$

$_A(5,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-22=0$

$_A(5,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-27=0$

$_A(5,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-32=0$

$_A(5,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-37=0$

$_A(5,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-47=0$

$_A(5,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-52=0$

$_A(5,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-13=0$

$_A(5,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-23=0$

$_A(5,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-33=0$

$_A(5,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-43=0$

$_A(5,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-53=0$

$_A(5,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-14=0$

$_A(5,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-19=0$

$_A(5,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-29=0$

$_A(5,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-34=0$

$_A(5,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-44=0$

$_A(5,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-49=0$

$_A(5,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-12=0$

$_A(5,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-17=0$

$_A(5,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-22=0$

$_A(5,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-27=0$

$_A(5,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-32=0$

$_A(5,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-37=0$

$_A(5,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-42=0$

$_A(5,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-47=0$

$_A(5,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(5,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-19=0$

$_A(5,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-29=0$

$_A(5,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-39=0$

$_A(5,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-49=0$

$_A(5,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-11=0$

$_A(5,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-16=0$

$_A(5,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-26=0$

$_A(5,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-31=0$

$_A(5,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-41=0$

$_A(5,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-46=0$

$_A(5,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-13=0$

$_A(5,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-23=0$

$_A(5,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-33=0$

$_A(5,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-43=0$

$_A(5,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-53=0$

$_A(5,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-15=0$

$_A(5,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-20=0$

$_A(5,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-25=0$

$_A(5,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-30=0$

$_A(5,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-40=0$

$_A(5,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-45=0$

$_A(5,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-50=0$

$_A(5,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-55=0$

$_A(5,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-17=0$

$_A(5,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-37=0$

$_A(5,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-47=0$

$_A(5,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-19=0$

$_A(5,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-24=0$

$_A(5,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-29=0$

$_A(5,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-34=0$

$_A(5,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-39=0$

$_A(5,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-44=0$

$_A(5,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-54=0$

$_A(5,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-59=0$

$_A(5,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-21=0$

$_A(5,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-31=0$

$_A(5,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-41=0$

$_A(5,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-51=0$

$_A(5,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-61=0$

$_A(5,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-23=0$

$_A(5,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-28=0$

$_A(5,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-38=0$

$_A(5,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-43=0$

$_A(5,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-53=0$

$_A(5,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-58=0$

$_A(5,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-13=0$

$_A(5,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-18=0$

$_A(5,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-23=0$

$_A(5,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-28=0$

$_A(5,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-33=0$

$_A(5,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-38=0$

$_A(5,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-43=0$

$_A(5,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-48=0$

$_A(5,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(5,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-21=0$

$_A(5,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-31=0$

$_A(5,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-41=0$

$_A(5,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-51=0$

$_A(5,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-14=0$

$_A(5,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-19=0$

$_A(5,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-29=0$

$_A(5,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-34=0$

$_A(5,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-44=0$

$_A(5,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-49=0$

$_A(5,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-17=0$

$_A(5,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-27=0$

$_A(5,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-37=0$

$_A(5,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-47=0$

$_A(5,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-57=0$

$_A(5,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-20=0$

$_A(5,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-25=0$

$_A(5,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-30=0$

$_A(5,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-35=0$

$_A(5,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-45=0$

$_A(5,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-50=0$

$_A(5,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-55=0$

$_A(5,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-60=0$

$_A(5,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-23=0$

$_A(5,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-43=0$

$_A(5,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-53=0$

$_A(5,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-26=0$

$_A(5,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-31=0$

$_A(5,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-36=0$

$_A(5,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-41=0$

$_A(5,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-46=0$

$_A(5,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-51=0$

$_A(5,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-61=0$

$_A(5,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-66=0$

$_A(5,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-29=0$

$_A(5,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-39=0$

$_A(5,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-49=0$

$_A(5,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-59=0$

$_A(5,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-69=0$

$_A(5,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-32=0$

$_A(5,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-37=0$

$_A(5,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-47=0$

$_A(5,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-52=0$

$_A(5,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-62=0$

$_A(5,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-67=0$

$_A(5,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-14=0$

$_A(5,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-19=0$

$_A(5,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-24=0$

$_A(5,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-29=0$

$_A(5,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-34=0$

$_A(5,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-39=0$

$_A(5,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-44=0$

$_A(5,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-49=0$

$_A(5,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-13=0$

$_A(5,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-23=0$

$_A(5,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-33=0$

$_A(5,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-43=0$

$_A(5,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-53=0$

$_A(5,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-17=0$

$_A(5,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-22=0$

$_A(5,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-32=0$

$_A(5,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-37=0$

$_A(5,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-47=0$

$_A(5,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-52=0$

$_A(5,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-21=0$

$_A(5,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-31=0$

$_A(5,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-41=0$

$_A(5,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-51=0$

$_A(5,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-61=0$

$_A(5,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-25=0$

$_A(5,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-30=0$

$_A(5,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-35=0$

$_A(5,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-40=0$

$_A(5,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-50=0$

$_A(5,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-55=0$

$_A(5,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-60=0$

$_A(5,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-65=0$

$_A(5,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-29=0$

$_A(5,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-49=0$

$_A(5,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-59=0$

$_A(5,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-33=0$

$_A(5,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-38=0$

$_A(5,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-43=0$

$_A(5,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-48=0$

$_A(5,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-53=0$

$_A(5,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-58=0$

$_A(5,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-68=0$

$_A(5,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-73=0$

$_A(5,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-37=0$

$_A(5,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-47=0$

$_A(5,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-57=0$

$_A(5,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-67=0$

$_A(5,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-77=0$

$_A(5,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-41=0$

$_A(5,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-46=0$

$_A(5,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-56=0$

$_A(5,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-61=0$

$_A(5,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-71=0$

$_A(5,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-76=0$

$_A(5,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-15=0$

$_A(5,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-20=0$

$_A(5,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-25=0$

$_A(5,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-30=0$

$_A(5,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-35=0$

$_A(5,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-40=0$

$_A(5,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-45=0$

$_A(5,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-50=0$

$_A(5,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-15=0$

$_A(5,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-25=0$

$_A(5,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-35=0$

$_A(5,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-45=0$

$_A(5,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-55=0$

$_A(5,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-20=0$

$_A(5,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-25=0$

$_A(5,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-35=0$

$_A(5,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-40=0$

$_A(5,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-50=0$

$_A(5,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-55=0$

$_A(5,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-25=0$

$_A(5,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-35=0$

$_A(5,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-45=0$

$_A(5,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-55=0$

$_A(5,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-65=0$

$_A(5,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-30=0$

$_A(5,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-35=0$

$_A(5,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-40=0$

$_A(5,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-45=0$

$_A(5,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-55=0$

$_A(5,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-60=0$

$_A(5,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-65=0$

$_A(5,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-70=0$

$_A(5,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-35=0$

$_A(5,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-55=0$

$_A(5,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-65=0$

$_A(5,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-40=0$

$_A(5,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-45=0$

$_A(5,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-50=0$

$_A(5,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-55=0$

$_A(5,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-60=0$

$_A(5,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-65=0$

$_A(5,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-75=0$

$_A(5,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-80=0$

$_A(5,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-45=0$

$_A(5,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-55=0$

$_A(5,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-65=0$

$_A(5,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-75=0$

$_A(5,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-85=0$

$_A(5,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-50=0$

$_A(5,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-55=0$

$_A(5,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-65=0$

$_A(5,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-70=0$

$_A(5,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-80=0$

$_A(5,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-85=0$

$_A(5,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-16=0$

$_A(5,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-21=0$

$_A(5,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-26=0$

$_A(5,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-31=0$

$_A(5,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-36=0$

$_A(5,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-41=0$

$_A(5,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-46=0$

$_A(5,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-51=0$

$_A(5,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-17=0$

$_A(5,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-27=0$

$_A(5,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-37=0$

$_A(5,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-47=0$

$_A(5,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-57=0$

$_A(5,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-23=0$

$_A(5,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-28=0$

$_A(5,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-38=0$

$_A(5,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-43=0$

$_A(5,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-53=0$

$_A(5,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-58=0$

$_A(5,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-29=0$

$_A(5,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-39=0$

$_A(5,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-49=0$

$_A(5,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-59=0$

$_A(5,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-69=0$

$_A(5,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-35=0$

$_A(5,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-40=0$

$_A(5,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-45=0$

$_A(5,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-50=0$

$_A(5,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-60=0$

$_A(5,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-65=0$

$_A(5,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-70=0$

$_A(5,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-75=0$

$_A(5,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-41=0$

$_A(5,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-61=0$

$_A(5,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-71=0$

$_A(5,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-47=0$

$_A(5,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-52=0$

$_A(5,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-57=0$

$_A(5,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-62=0$

$_A(5,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-67=0$

$_A(5,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-72=0$

$_A(5,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-82=0$

$_A(5,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-87=0$

$_A(5,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-53=0$

$_A(5,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-63=0$

$_A(5,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-73=0$

$_A(5,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-83=0$

$_A(5,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-93=0$

$_A(5,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-59=0$

$_A(5,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-64=0$

$_A(5,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-74=0$

$_A(5,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-79=0$

$_A(5,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-89=0$

$_A(5,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-94=0$

$_A(5,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-17=0$

$_A(5,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-22=0$

$_A(5,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-27=0$

$_A(5,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-32=0$

$_A(5,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-37=0$

$_A(5,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-42=0$

$_A(5,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-47=0$

$_A(5,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-52=0$

$_A(5,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-19=0$

$_A(5,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-29=0$

$_A(5,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-39=0$

$_A(5,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-49=0$

$_A(5,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-59=0$

$_A(5,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-26=0$

$_A(5,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-31=0$

$_A(5,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-41=0$

$_A(5,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-46=0$

$_A(5,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-56=0$

$_A(5,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-61=0$

$_A(5,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-33=0$

$_A(5,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-43=0$

$_A(5,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-53=0$

$_A(5,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-63=0$

$_A(5,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-73=0$

$_A(5,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-40=0$

$_A(5,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-45=0$

$_A(5,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-50=0$

$_A(5,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-55=0$

$_A(5,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-65=0$

$_A(5,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-70=0$

$_A(5,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-75=0$

$_A(5,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-80=0$

$_A(5,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-47=0$

$_A(5,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-67=0$

$_A(5,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-77=0$

$_A(5,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-54=0$

$_A(5,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-59=0$

$_A(5,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-64=0$

$_A(5,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-69=0$

$_A(5,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-74=0$

$_A(5,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-79=0$

$_A(5,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-89=0$

$_A(5,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-94=0$

$_A(5,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-61=0$

$_A(5,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-71=0$

$_A(5,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-81=0$

$_A(5,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-91=0$

$_A(5,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-101=0$

$_A(5,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-68=0$

$_A(5,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-73=0$

$_A(5,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-83=0$

$_A(5,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-88=0$

$_A(5,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-98=0$

$_A(5,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-103=0$

$_A(5,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-18=0$

$_A(5,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-23=0$

$_A(5,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-28=0$

$_A(5,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-33=0$

$_A(5,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-38=0$

$_A(5,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-43=0$

$_A(5,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-48=0$

$_A(5,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-53=0$

$_A(5,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-21=0$

$_A(5,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-31=0$

$_A(5,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-41=0$

$_A(5,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-51=0$

$_A(5,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-61=0$

$_A(5,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-29=0$

$_A(5,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-34=0$

$_A(5,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-44=0$

$_A(5,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-49=0$

$_A(5,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-59=0$

$_A(5,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-64=0$

$_A(5,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-37=0$

$_A(5,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-47=0$

$_A(5,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-57=0$

$_A(5,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-67=0$

$_A(5,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-77=0$

$_A(5,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-45=0$

$_A(5,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-50=0$

$_A(5,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-55=0$

$_A(5,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-60=0$

$_A(5,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-70=0$

$_A(5,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-75=0$

$_A(5,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-80=0$

$_A(5,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-85=0$

$_A(5,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-53=0$

$_A(5,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-73=0$

$_A(5,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-83=0$

$_A(5,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-61=0$

$_A(5,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-66=0$

$_A(5,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-71=0$

$_A(5,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-76=0$

$_A(5,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-81=0$

$_A(5,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-86=0$

$_A(5,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-96=0$

$_A(5,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-101=0$

$_A(5,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-69=0$

$_A(5,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-79=0$

$_A(5,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-89=0$

$_A(5,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-99=0$

$_A(5,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-109=0$

$_A(5,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-77=0$

$_A(5,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-82=0$

$_A(5,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-92=0$

$_A(5,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-97=0$

$_A(5,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-107=0$

$_A(5,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-112=0$

$_A(5,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-19=0$

$_A(5,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-24=0$

$_A(5,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-29=0$

$_A(5,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-34=0$

$_A(5,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-39=0$

$_A(5,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-44=0$

$_A(5,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-49=0$

$_A(5,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-54=0$

$_A(5,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-23=0$

$_A(5,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-33=0$

$_A(5,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-43=0$

$_A(5,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-53=0$

$_A(5,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-63=0$

$_A(5,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-32=0$

$_A(5,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-37=0$

$_A(5,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-47=0$

$_A(5,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-52=0$

$_A(5,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-62=0$

$_A(5,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-67=0$

$_A(5,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-41=0$

$_A(5,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-51=0$

$_A(5,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-61=0$

$_A(5,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-71=0$

$_A(5,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-81=0$

$_A(5,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-50=0$

$_A(5,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-55=0$

$_A(5,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-60=0$

$_A(5,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-65=0$

$_A(5,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-75=0$

$_A(5,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-80=0$

$_A(5,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-85=0$

$_A(5,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-90=0$

$_A(5,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-59=0$

$_A(5,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-79=0$

$_A(5,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-89=0$

$_A(5,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-68=0$

$_A(5,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-73=0$

$_A(5,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-78=0$

$_A(5,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-83=0$

$_A(5,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-88=0$

$_A(5,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-93=0$

$_A(5,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-103=0$

$_A(5,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-108=0$

$_A(5,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-77=0$

$_A(5,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-87=0$

$_A(5,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-97=0$

$_A(5,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-107=0$

$_A(5,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-117=0$

$_A(5,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-86=0$

$_A(5,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-91=0$

$_A(5,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-101=0$

$_A(5,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-106=0$

$_A(5,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-116=0$

$_A(5,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-121=0$

$_A(6,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-7=0$

$_A(6,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-13=0$

$_A(6,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-19=0$

$_A(6,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-25=0$

$_A(6,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-31=0$

$_A(6,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-37=0$

$_A(6,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-43=0$

$_A(6,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-49=0$

$_A(6,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-55=0$

$_A(6,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-8=0$

$_A(6,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-20=0$

$_A(6,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-32=0$

$_A(6,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-44=0$

$_A(6,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-56=0$

$_A(6,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-9=0$

$_A(6,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-15=0$

$_A(6,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-27=0$

$_A(6,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-33=0$

$_A(6,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-45=0$

$_A(6,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-51=0$

$_A(6,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-10=0$

$_A(6,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-22=0$

$_A(6,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-34=0$

$_A(6,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-46=0$

$_A(6,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-58=0$

$_A(6,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-11=0$

$_A(6,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-17=0$

$_A(6,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-23=0$

$_A(6,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-29=0$

$_A(6,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-41=0$

$_A(6,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-47=0$

$_A(6,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-53=0$

$_A(6,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-59=0$

$_A(6,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-12=0$

$_A(6,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-36=0$

$_A(6,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-48=0$

$_A(6,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-13=0$

$_A(6,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-19=0$

$_A(6,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-25=0$

$_A(6,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-31=0$

$_A(6,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-37=0$

$_A(6,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-43=0$

$_A(6,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-55=0$

$_A(6,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-61=0$

$_A(6,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-14=0$

$_A(6,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-26=0$

$_A(6,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-38=0$

$_A(6,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-50=0$

$_A(6,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-62=0$

$_A(6,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-15=0$

$_A(6,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-21=0$

$_A(6,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-33=0$

$_A(6,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-39=0$

$_A(6,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-51=0$

$_A(6,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-57=0$

$_A(6,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-14=0$

$_A(6,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-20=0$

$_A(6,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-26=0$

$_A(6,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-32=0$

$_A(6,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-38=0$

$_A(6,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-44=0$

$_A(6,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-50=0$

$_A(6,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-56=0$

$_A(6,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(6,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-22=0$

$_A(6,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-34=0$

$_A(6,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-46=0$

$_A(6,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-58=0$

$_A(6,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-12=0$

$_A(6,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-18=0$

$_A(6,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-30=0$

$_A(6,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-36=0$

$_A(6,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-48=0$

$_A(6,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-54=0$

$_A(6,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-14=0$

$_A(6,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-26=0$

$_A(6,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-38=0$

$_A(6,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-50=0$

$_A(6,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-62=0$

$_A(6,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-16=0$

$_A(6,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-22=0$

$_A(6,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-28=0$

$_A(6,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-34=0$

$_A(6,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-46=0$

$_A(6,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-52=0$

$_A(6,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-58=0$

$_A(6,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-64=0$

$_A(6,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-18=0$

$_A(6,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-42=0$

$_A(6,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-54=0$

$_A(6,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-20=0$

$_A(6,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-26=0$

$_A(6,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-32=0$

$_A(6,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-38=0$

$_A(6,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-44=0$

$_A(6,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-50=0$

$_A(6,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-62=0$

$_A(6,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-68=0$

$_A(6,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-22=0$

$_A(6,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-34=0$

$_A(6,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-46=0$

$_A(6,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-58=0$

$_A(6,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-70=0$

$_A(6,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-24=0$

$_A(6,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-30=0$

$_A(6,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-42=0$

$_A(6,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-48=0$

$_A(6,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-60=0$

$_A(6,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-66=0$

$_A(6,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-15=0$

$_A(6,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-21=0$

$_A(6,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-27=0$

$_A(6,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-33=0$

$_A(6,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-39=0$

$_A(6,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-45=0$

$_A(6,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-51=0$

$_A(6,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-57=0$

$_A(6,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-12=0$

$_A(6,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-24=0$

$_A(6,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-36=0$

$_A(6,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-48=0$

$_A(6,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-60=0$

$_A(6,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-15=0$

$_A(6,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-21=0$

$_A(6,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-33=0$

$_A(6,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-39=0$

$_A(6,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-51=0$

$_A(6,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-57=0$

$_A(6,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-18=0$

$_A(6,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-30=0$

$_A(6,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-42=0$

$_A(6,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-54=0$

$_A(6,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-66=0$

$_A(6,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-21=0$

$_A(6,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-27=0$

$_A(6,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-33=0$

$_A(6,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-39=0$

$_A(6,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-51=0$

$_A(6,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-57=0$

$_A(6,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-63=0$

$_A(6,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-69=0$

$_A(6,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-24=0$

$_A(6,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-48=0$

$_A(6,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-60=0$

$_A(6,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-27=0$

$_A(6,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-33=0$

$_A(6,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-39=0$

$_A(6,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-45=0$

$_A(6,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-51=0$

$_A(6,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-57=0$

$_A(6,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-69=0$

$_A(6,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-75=0$

$_A(6,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-30=0$

$_A(6,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-42=0$

$_A(6,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-54=0$

$_A(6,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-66=0$

$_A(6,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-78=0$

$_A(6,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-33=0$

$_A(6,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-39=0$

$_A(6,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-51=0$

$_A(6,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-57=0$

$_A(6,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-69=0$

$_A(6,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-75=0$

$_A(6,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-16=0$

$_A(6,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-22=0$

$_A(6,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-28=0$

$_A(6,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-34=0$

$_A(6,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-40=0$

$_A(6,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-46=0$

$_A(6,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-52=0$

$_A(6,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-58=0$

$_A(6,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-14=0$

$_A(6,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-26=0$

$_A(6,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-38=0$

$_A(6,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-50=0$

$_A(6,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-62=0$

$_A(6,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-18=0$

$_A(6,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-24=0$

$_A(6,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-36=0$

$_A(6,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-42=0$

$_A(6,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-54=0$

$_A(6,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-60=0$

$_A(6,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-22=0$

$_A(6,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-34=0$

$_A(6,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-46=0$

$_A(6,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-58=0$

$_A(6,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-70=0$

$_A(6,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-26=0$

$_A(6,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-32=0$

$_A(6,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-38=0$

$_A(6,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-44=0$

$_A(6,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-56=0$

$_A(6,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-62=0$

$_A(6,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-68=0$

$_A(6,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-74=0$

$_A(6,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-30=0$

$_A(6,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-54=0$

$_A(6,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-66=0$

$_A(6,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-34=0$

$_A(6,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-40=0$

$_A(6,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-46=0$

$_A(6,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-52=0$

$_A(6,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-58=0$

$_A(6,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-64=0$

$_A(6,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-76=0$

$_A(6,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-82=0$

$_A(6,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-38=0$

$_A(6,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-50=0$

$_A(6,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-62=0$

$_A(6,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-74=0$

$_A(6,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-86=0$

$_A(6,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-42=0$

$_A(6,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-48=0$

$_A(6,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-60=0$

$_A(6,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-66=0$

$_A(6,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-78=0$

$_A(6,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-84=0$

$_A(6,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-17=0$

$_A(6,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-23=0$

$_A(6,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-29=0$

$_A(6,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-35=0$

$_A(6,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-41=0$

$_A(6,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-47=0$

$_A(6,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-53=0$

$_A(6,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-59=0$

$_A(6,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-16=0$

$_A(6,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-28=0$

$_A(6,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-40=0$

$_A(6,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-52=0$

$_A(6,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-64=0$

$_A(6,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-21=0$

$_A(6,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-27=0$

$_A(6,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-39=0$

$_A(6,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-45=0$

$_A(6,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-57=0$

$_A(6,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-63=0$

$_A(6,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-26=0$

$_A(6,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-38=0$

$_A(6,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-50=0$

$_A(6,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-62=0$

$_A(6,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-74=0$

$_A(6,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-31=0$

$_A(6,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-37=0$

$_A(6,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-43=0$

$_A(6,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-49=0$

$_A(6,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-61=0$

$_A(6,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-67=0$

$_A(6,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-73=0$

$_A(6,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-79=0$

$_A(6,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-36=0$

$_A(6,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-60=0$

$_A(6,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-72=0$

$_A(6,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-41=0$

$_A(6,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-47=0$

$_A(6,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-53=0$

$_A(6,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-59=0$

$_A(6,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-65=0$

$_A(6,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-71=0$

$_A(6,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-83=0$

$_A(6,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-89=0$

$_A(6,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-46=0$

$_A(6,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-58=0$

$_A(6,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-70=0$

$_A(6,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-82=0$

$_A(6,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-94=0$

$_A(6,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-51=0$

$_A(6,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-57=0$

$_A(6,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-69=0$

$_A(6,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-75=0$

$_A(6,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-87=0$

$_A(6,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-93=0$

$_A(6,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-18=0$

$_A(6,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-24=0$

$_A(6,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-30=0$

$_A(6,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-36=0$

$_A(6,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-42=0$

$_A(6,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-48=0$

$_A(6,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-54=0$

$_A(6,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-60=0$

$_A(6,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-18=0$

$_A(6,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-30=0$

$_A(6,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-42=0$

$_A(6,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-54=0$

$_A(6,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-66=0$

$_A(6,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-24=0$

$_A(6,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-30=0$

$_A(6,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-42=0$

$_A(6,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-48=0$

$_A(6,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-60=0$

$_A(6,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-66=0$

$_A(6,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-30=0$

$_A(6,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-42=0$

$_A(6,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-54=0$

$_A(6,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-66=0$

$_A(6,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-78=0$

$_A(6,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-36=0$

$_A(6,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-42=0$

$_A(6,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-48=0$

$_A(6,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-54=0$

$_A(6,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-66=0$

$_A(6,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-72=0$

$_A(6,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-78=0$

$_A(6,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-84=0$

$_A(6,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-42=0$

$_A(6,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-66=0$

$_A(6,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-78=0$

$_A(6,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-48=0$

$_A(6,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-54=0$

$_A(6,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-60=0$

$_A(6,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-66=0$

$_A(6,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-72=0$

$_A(6,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-78=0$

$_A(6,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-90=0$

$_A(6,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-96=0$

$_A(6,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-54=0$

$_A(6,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-66=0$

$_A(6,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-78=0$

$_A(6,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-90=0$

$_A(6,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-102=0$

$_A(6,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-60=0$

$_A(6,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-66=0$

$_A(6,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-78=0$

$_A(6,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-84=0$

$_A(6,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-96=0$

$_A(6,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-102=0$

$_A(6,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-19=0$

$_A(6,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-25=0$

$_A(6,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-31=0$

$_A(6,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-37=0$

$_A(6,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-43=0$

$_A(6,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-49=0$

$_A(6,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-55=0$

$_A(6,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-61=0$

$_A(6,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-20=0$

$_A(6,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-32=0$

$_A(6,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-44=0$

$_A(6,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-56=0$

$_A(6,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-68=0$

$_A(6,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-27=0$

$_A(6,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-33=0$

$_A(6,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-45=0$

$_A(6,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-51=0$

$_A(6,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-63=0$

$_A(6,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-69=0$

$_A(6,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-34=0$

$_A(6,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-46=0$

$_A(6,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-58=0$

$_A(6,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-70=0$

$_A(6,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-82=0$

$_A(6,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-41=0$

$_A(6,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-47=0$

$_A(6,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-53=0$

$_A(6,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-59=0$

$_A(6,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-71=0$

$_A(6,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-77=0$

$_A(6,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-83=0$

$_A(6,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-89=0$

$_A(6,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-48=0$

$_A(6,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-72=0$

$_A(6,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-84=0$

$_A(6,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-55=0$

$_A(6,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-61=0$

$_A(6,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-67=0$

$_A(6,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-73=0$

$_A(6,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-79=0$

$_A(6,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-85=0$

$_A(6,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-97=0$

$_A(6,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-103=0$

$_A(6,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-62=0$

$_A(6,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-74=0$

$_A(6,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-86=0$

$_A(6,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-98=0$

$_A(6,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-110=0$

$_A(6,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-69=0$

$_A(6,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-75=0$

$_A(6,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-87=0$

$_A(6,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-93=0$

$_A(6,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-105=0$

$_A(6,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-111=0$

$_A(6,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-20=0$

$_A(6,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-26=0$

$_A(6,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-32=0$

$_A(6,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-38=0$

$_A(6,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-44=0$

$_A(6,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-50=0$

$_A(6,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-56=0$

$_A(6,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-62=0$

$_A(6,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-22=0$

$_A(6,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-34=0$

$_A(6,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-46=0$

$_A(6,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-58=0$

$_A(6,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-70=0$

$_A(6,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-30=0$

$_A(6,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-36=0$

$_A(6,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-48=0$

$_A(6,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-54=0$

$_A(6,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-66=0$

$_A(6,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-72=0$

$_A(6,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-38=0$

$_A(6,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-50=0$

$_A(6,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-62=0$

$_A(6,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-74=0$

$_A(6,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-86=0$

$_A(6,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-46=0$

$_A(6,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-52=0$

$_A(6,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-58=0$

$_A(6,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-64=0$

$_A(6,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-76=0$

$_A(6,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-82=0$

$_A(6,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-88=0$

$_A(6,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-94=0$

$_A(6,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-54=0$

$_A(6,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-78=0$

$_A(6,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-90=0$

$_A(6,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-62=0$

$_A(6,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-68=0$

$_A(6,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-74=0$

$_A(6,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-80=0$

$_A(6,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-86=0$

$_A(6,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-92=0$

$_A(6,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-104=0$

$_A(6,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-110=0$

$_A(6,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-70=0$

$_A(6,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-82=0$

$_A(6,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-94=0$

$_A(6,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-106=0$

$_A(6,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-118=0$

$_A(6,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-78=0$

$_A(6,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-84=0$

$_A(6,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-96=0$

$_A(6,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-102=0$

$_A(6,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-114=0$

$_A(6,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-120=0$

$_A(6,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-21=0$

$_A(6,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-27=0$

$_A(6,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-33=0$

$_A(6,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-39=0$

$_A(6,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-45=0$

$_A(6,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-51=0$

$_A(6,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-57=0$

$_A(6,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-63=0$

$_A(6,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-24=0$

$_A(6,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-36=0$

$_A(6,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-48=0$

$_A(6,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-60=0$

$_A(6,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-72=0$

$_A(6,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-33=0$

$_A(6,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-39=0$

$_A(6,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-51=0$

$_A(6,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-57=0$

$_A(6,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-69=0$

$_A(6,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-75=0$

$_A(6,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-42=0$

$_A(6,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-54=0$

$_A(6,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-66=0$

$_A(6,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-78=0$

$_A(6,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-90=0$

$_A(6,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-51=0$

$_A(6,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-57=0$

$_A(6,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-63=0$

$_A(6,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-69=0$

$_A(6,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-81=0$

$_A(6,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-87=0$

$_A(6,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-93=0$

$_A(6,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-99=0$

$_A(6,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-60=0$

$_A(6,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-84=0$

$_A(6,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-96=0$

$_A(6,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-69=0$

$_A(6,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-75=0$

$_A(6,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-81=0$

$_A(6,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-87=0$

$_A(6,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-93=0$

$_A(6,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-99=0$

$_A(6,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-111=0$

$_A(6,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-117=0$

$_A(6,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-78=0$

$_A(6,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-90=0$

$_A(6,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-102=0$

$_A(6,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-114=0$

$_A(6,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-126=0$

$_A(6,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-87=0$

$_A(6,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-93=0$

$_A(6,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-105=0$

$_A(6,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-111=0$

$_A(6,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-123=0$

$_A(6,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-129=0$

$_A(7,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-8=0$

$_A(7,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-15=0$

$_A(7,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-22=0$

$_A(7,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-29=0$

$_A(7,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-36=0$

$_A(7,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-43=0$

$_A(7,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-50=0$

$_A(7,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-57=0$

$_A(7,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-64=0$

$_A(7,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(7,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-23=0$

$_A(7,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-37=0$

$_A(7,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-51=0$

$_A(7,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-65=0$

$_A(7,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-10=0$

$_A(7,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-17=0$

$_A(7,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-31=0$

$_A(7,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-38=0$

$_A(7,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-52=0$

$_A(7,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-59=0$

$_A(7,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-11=0$

$_A(7,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-25=0$

$_A(7,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-39=0$

$_A(7,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-53=0$

$_A(7,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-67=0$

$_A(7,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-12=0$

$_A(7,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-19=0$

$_A(7,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-26=0$

$_A(7,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-33=0$

$_A(7,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-47=0$

$_A(7,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-54=0$

$_A(7,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-61=0$

$_A(7,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-68=0$

$_A(7,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-13=0$

$_A(7,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-41=0$

$_A(7,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-55=0$

$_A(7,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-14=0$

$_A(7,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-21=0$

$_A(7,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-28=0$

$_A(7,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-35=0$

$_A(7,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-42=0$

$_A(7,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-49=0$

$_A(7,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-63=0$

$_A(7,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-70=0$

$_A(7,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-15=0$

$_A(7,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-29=0$

$_A(7,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-43=0$

$_A(7,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-57=0$

$_A(7,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-71=0$

$_A(7,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-16=0$

$_A(7,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-23=0$

$_A(7,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-37=0$

$_A(7,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-44=0$

$_A(7,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-58=0$

$_A(7,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-65=0$

$_A(7,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-16=0$

$_A(7,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-23=0$

$_A(7,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-30=0$

$_A(7,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-37=0$

$_A(7,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-44=0$

$_A(7,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-51=0$

$_A(7,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-58=0$

$_A(7,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-65=0$

$_A(7,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(7,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-25=0$

$_A(7,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-39=0$

$_A(7,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-53=0$

$_A(7,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-67=0$

$_A(7,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-13=0$

$_A(7,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-20=0$

$_A(7,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-34=0$

$_A(7,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-41=0$

$_A(7,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-55=0$

$_A(7,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-62=0$

$_A(7,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-15=0$

$_A(7,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-29=0$

$_A(7,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-43=0$

$_A(7,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-57=0$

$_A(7,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-71=0$

$_A(7,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-17=0$

$_A(7,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-24=0$

$_A(7,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-31=0$

$_A(7,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-38=0$

$_A(7,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-52=0$

$_A(7,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-59=0$

$_A(7,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-66=0$

$_A(7,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-73=0$

$_A(7,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-19=0$

$_A(7,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-47=0$

$_A(7,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-61=0$

$_A(7,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-21=0$

$_A(7,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-28=0$

$_A(7,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-35=0$

$_A(7,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-42=0$

$_A(7,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-49=0$

$_A(7,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-56=0$

$_A(7,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-70=0$

$_A(7,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-77=0$

$_A(7,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-23=0$

$_A(7,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-37=0$

$_A(7,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-51=0$

$_A(7,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-65=0$

$_A(7,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-79=0$

$_A(7,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-25=0$

$_A(7,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-32=0$

$_A(7,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-46=0$

$_A(7,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-53=0$

$_A(7,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-67=0$

$_A(7,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-74=0$

$_A(7,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-17=0$

$_A(7,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-24=0$

$_A(7,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-31=0$

$_A(7,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-38=0$

$_A(7,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-45=0$

$_A(7,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-52=0$

$_A(7,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-59=0$

$_A(7,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-66=0$

$_A(7,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-13=0$

$_A(7,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-27=0$

$_A(7,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-41=0$

$_A(7,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-55=0$

$_A(7,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-69=0$

$_A(7,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-16=0$

$_A(7,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-23=0$

$_A(7,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-37=0$

$_A(7,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-44=0$

$_A(7,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-58=0$

$_A(7,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-65=0$

$_A(7,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-19=0$

$_A(7,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-33=0$

$_A(7,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-47=0$

$_A(7,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-61=0$

$_A(7,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-75=0$

$_A(7,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-22=0$

$_A(7,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-29=0$

$_A(7,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-36=0$

$_A(7,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-43=0$

$_A(7,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-57=0$

$_A(7,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-64=0$

$_A(7,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-71=0$

$_A(7,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-78=0$

$_A(7,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-25=0$

$_A(7,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-53=0$

$_A(7,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-67=0$

$_A(7,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-28=0$

$_A(7,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-35=0$

$_A(7,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-42=0$

$_A(7,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-49=0$

$_A(7,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-56=0$

$_A(7,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-63=0$

$_A(7,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-77=0$

$_A(7,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-84=0$

$_A(7,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-31=0$

$_A(7,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-45=0$

$_A(7,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-59=0$

$_A(7,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-73=0$

$_A(7,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-87=0$

$_A(7,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-34=0$

$_A(7,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-41=0$

$_A(7,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-55=0$

$_A(7,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-62=0$

$_A(7,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-76=0$

$_A(7,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-83=0$

$_A(7,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-18=0$

$_A(7,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-25=0$

$_A(7,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-32=0$

$_A(7,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-39=0$

$_A(7,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-46=0$

$_A(7,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-53=0$

$_A(7,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-60=0$

$_A(7,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-67=0$

$_A(7,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-15=0$

$_A(7,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-29=0$

$_A(7,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-43=0$

$_A(7,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-57=0$

$_A(7,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-71=0$

$_A(7,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-19=0$

$_A(7,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-26=0$

$_A(7,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-40=0$

$_A(7,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-47=0$

$_A(7,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-61=0$

$_A(7,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-68=0$

$_A(7,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-23=0$

$_A(7,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-37=0$

$_A(7,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-51=0$

$_A(7,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-65=0$

$_A(7,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-79=0$

$_A(7,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-27=0$

$_A(7,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-34=0$

$_A(7,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-41=0$

$_A(7,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-48=0$

$_A(7,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-62=0$

$_A(7,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-69=0$

$_A(7,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-76=0$

$_A(7,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-83=0$

$_A(7,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-31=0$

$_A(7,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-59=0$

$_A(7,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-73=0$

$_A(7,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-35=0$

$_A(7,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-42=0$

$_A(7,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-49=0$

$_A(7,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-56=0$

$_A(7,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-63=0$

$_A(7,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-70=0$

$_A(7,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-84=0$

$_A(7,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-91=0$

$_A(7,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-39=0$

$_A(7,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-53=0$

$_A(7,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-67=0$

$_A(7,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-81=0$

$_A(7,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-95=0$

$_A(7,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-43=0$

$_A(7,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-50=0$

$_A(7,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-64=0$

$_A(7,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-71=0$

$_A(7,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-85=0$

$_A(7,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-92=0$

$_A(7,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-19=0$

$_A(7,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-26=0$

$_A(7,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-33=0$

$_A(7,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-40=0$

$_A(7,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-47=0$

$_A(7,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-54=0$

$_A(7,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-61=0$

$_A(7,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-68=0$

$_A(7,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-17=0$

$_A(7,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-31=0$

$_A(7,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-45=0$

$_A(7,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-59=0$

$_A(7,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-73=0$

$_A(7,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-22=0$

$_A(7,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-29=0$

$_A(7,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-43=0$

$_A(7,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-50=0$

$_A(7,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-64=0$

$_A(7,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-71=0$

$_A(7,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-27=0$

$_A(7,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-41=0$

$_A(7,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-55=0$

$_A(7,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-69=0$

$_A(7,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-83=0$

$_A(7,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-32=0$

$_A(7,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-39=0$

$_A(7,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-46=0$

$_A(7,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-53=0$

$_A(7,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-67=0$

$_A(7,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-74=0$

$_A(7,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-81=0$

$_A(7,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-88=0$

$_A(7,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-37=0$

$_A(7,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-65=0$

$_A(7,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-79=0$

$_A(7,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-42=0$

$_A(7,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-49=0$

$_A(7,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-56=0$

$_A(7,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-63=0$

$_A(7,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-70=0$

$_A(7,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-77=0$

$_A(7,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-91=0$

$_A(7,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-98=0$

$_A(7,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-47=0$

$_A(7,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-61=0$

$_A(7,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-75=0$

$_A(7,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-89=0$

$_A(7,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-103=0$

$_A(7,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-52=0$

$_A(7,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-59=0$

$_A(7,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-73=0$

$_A(7,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-80=0$

$_A(7,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-94=0$

$_A(7,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-101=0$

$_A(7,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-20=0$

$_A(7,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-27=0$

$_A(7,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-34=0$

$_A(7,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-41=0$

$_A(7,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-48=0$

$_A(7,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-55=0$

$_A(7,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-62=0$

$_A(7,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-69=0$

$_A(7,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-19=0$

$_A(7,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-33=0$

$_A(7,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-47=0$

$_A(7,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-61=0$

$_A(7,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-75=0$

$_A(7,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-25=0$

$_A(7,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-32=0$

$_A(7,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-46=0$

$_A(7,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-53=0$

$_A(7,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-67=0$

$_A(7,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-74=0$

$_A(7,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-31=0$

$_A(7,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-45=0$

$_A(7,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-59=0$

$_A(7,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-73=0$

$_A(7,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-87=0$

$_A(7,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-37=0$

$_A(7,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-44=0$

$_A(7,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-51=0$

$_A(7,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-58=0$

$_A(7,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-72=0$

$_A(7,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-79=0$

$_A(7,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-86=0$

$_A(7,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-93=0$

$_A(7,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-43=0$

$_A(7,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-71=0$

$_A(7,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-85=0$

$_A(7,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-49=0$

$_A(7,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-56=0$

$_A(7,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-63=0$

$_A(7,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-70=0$

$_A(7,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-77=0$

$_A(7,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-84=0$

$_A(7,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-98=0$

$_A(7,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-105=0$

$_A(7,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-55=0$

$_A(7,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-69=0$

$_A(7,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-83=0$

$_A(7,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-97=0$

$_A(7,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-111=0$

$_A(7,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-61=0$

$_A(7,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-68=0$

$_A(7,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-82=0$

$_A(7,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-89=0$

$_A(7,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-103=0$

$_A(7,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-110=0$

$_A(7,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-21=0$

$_A(7,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-28=0$

$_A(7,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-35=0$

$_A(7,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-42=0$

$_A(7,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-49=0$

$_A(7,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-56=0$

$_A(7,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-63=0$

$_A(7,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-70=0$

$_A(7,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-21=0$

$_A(7,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-35=0$

$_A(7,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-49=0$

$_A(7,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-63=0$

$_A(7,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-77=0$

$_A(7,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-28=0$

$_A(7,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-35=0$

$_A(7,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-49=0$

$_A(7,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-56=0$

$_A(7,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-70=0$

$_A(7,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-77=0$

$_A(7,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-35=0$

$_A(7,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-49=0$

$_A(7,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-63=0$

$_A(7,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-77=0$

$_A(7,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-91=0$

$_A(7,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-42=0$

$_A(7,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-49=0$

$_A(7,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-56=0$

$_A(7,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-63=0$

$_A(7,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-77=0$

$_A(7,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-84=0$

$_A(7,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-91=0$

$_A(7,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-98=0$

$_A(7,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-49=0$

$_A(7,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-77=0$

$_A(7,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-91=0$

$_A(7,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-56=0$

$_A(7,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-63=0$

$_A(7,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-70=0$

$_A(7,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-77=0$

$_A(7,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-84=0$

$_A(7,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-91=0$

$_A(7,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-105=0$

$_A(7,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-112=0$

$_A(7,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-63=0$

$_A(7,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-77=0$

$_A(7,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-91=0$

$_A(7,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-105=0$

$_A(7,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-119=0$

$_A(7,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-70=0$

$_A(7,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-77=0$

$_A(7,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-91=0$

$_A(7,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-98=0$

$_A(7,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-112=0$

$_A(7,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-119=0$

$_A(7,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-22=0$

$_A(7,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-29=0$

$_A(7,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-36=0$

$_A(7,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-43=0$

$_A(7,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-50=0$

$_A(7,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-57=0$

$_A(7,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-64=0$

$_A(7,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-71=0$

$_A(7,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-23=0$

$_A(7,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-37=0$

$_A(7,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-51=0$

$_A(7,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-65=0$

$_A(7,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-79=0$

$_A(7,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-31=0$

$_A(7,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-38=0$

$_A(7,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-52=0$

$_A(7,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-59=0$

$_A(7,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-73=0$

$_A(7,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-80=0$

$_A(7,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-39=0$

$_A(7,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-53=0$

$_A(7,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-67=0$

$_A(7,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-81=0$

$_A(7,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-95=0$

$_A(7,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-47=0$

$_A(7,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-54=0$

$_A(7,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-61=0$

$_A(7,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-68=0$

$_A(7,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-82=0$

$_A(7,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-89=0$

$_A(7,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-96=0$

$_A(7,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-103=0$

$_A(7,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-55=0$

$_A(7,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-83=0$

$_A(7,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-97=0$

$_A(7,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-63=0$

$_A(7,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-70=0$

$_A(7,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-77=0$

$_A(7,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-84=0$

$_A(7,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-91=0$

$_A(7,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-98=0$

$_A(7,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-112=0$

$_A(7,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-119=0$

$_A(7,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-71=0$

$_A(7,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-85=0$

$_A(7,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-99=0$

$_A(7,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-113=0$

$_A(7,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-127=0$

$_A(7,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-79=0$

$_A(7,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-86=0$

$_A(7,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-100=0$

$_A(7,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-107=0$

$_A(7,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-121=0$

$_A(7,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-128=0$

$_A(7,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-23=0$

$_A(7,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-30=0$

$_A(7,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-37=0$

$_A(7,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-44=0$

$_A(7,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-51=0$

$_A(7,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-58=0$

$_A(7,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-65=0$

$_A(7,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-72=0$

$_A(7,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-25=0$

$_A(7,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-39=0$

$_A(7,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-53=0$

$_A(7,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-67=0$

$_A(7,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-81=0$

$_A(7,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-34=0$

$_A(7,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-41=0$

$_A(7,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-55=0$

$_A(7,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-62=0$

$_A(7,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-76=0$

$_A(7,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-83=0$

$_A(7,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-43=0$

$_A(7,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-57=0$

$_A(7,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-71=0$

$_A(7,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-85=0$

$_A(7,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-99=0$

$_A(7,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-52=0$

$_A(7,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-59=0$

$_A(7,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-66=0$

$_A(7,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-73=0$

$_A(7,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-87=0$

$_A(7,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-94=0$

$_A(7,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-101=0$

$_A(7,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-108=0$

$_A(7,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-61=0$

$_A(7,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-89=0$

$_A(7,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-103=0$

$_A(7,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-70=0$

$_A(7,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-77=0$

$_A(7,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-84=0$

$_A(7,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-91=0$

$_A(7,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-98=0$

$_A(7,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-105=0$

$_A(7,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-119=0$

$_A(7,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-126=0$

$_A(7,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-79=0$

$_A(7,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-93=0$

$_A(7,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-107=0$

$_A(7,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-121=0$

$_A(7,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-135=0$

$_A(7,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-88=0$

$_A(7,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-95=0$

$_A(7,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-109=0$

$_A(7,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-116=0$

$_A(7,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-130=0$

$_A(7,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-137=0$

$_A(8,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-9=0$

$_A(8,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-17=0$

$_A(8,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-25=0$

$_A(8,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-33=0$

$_A(8,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-41=0$

$_A(8,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-49=0$

$_A(8,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-57=0$

$_A(8,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-65=0$

$_A(8,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-73=0$

$_A(8,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(8,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-26=0$

$_A(8,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-42=0$

$_A(8,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-58=0$

$_A(8,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-74=0$

$_A(8,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-11=0$

$_A(8,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-19=0$

$_A(8,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-35=0$

$_A(8,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-43=0$

$_A(8,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-59=0$

$_A(8,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-67=0$

$_A(8,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-12=0$

$_A(8,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-28=0$

$_A(8,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-44=0$

$_A(8,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-60=0$

$_A(8,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-76=0$

$_A(8,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-13=0$

$_A(8,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-21=0$

$_A(8,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-29=0$

$_A(8,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-37=0$

$_A(8,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-53=0$

$_A(8,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-61=0$

$_A(8,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-69=0$

$_A(8,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-77=0$

$_A(8,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-14=0$

$_A(8,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-46=0$

$_A(8,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-62=0$

$_A(8,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-15=0$

$_A(8,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-23=0$

$_A(8,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-31=0$

$_A(8,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-39=0$

$_A(8,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-47=0$

$_A(8,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-55=0$

$_A(8,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-71=0$

$_A(8,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-79=0$

$_A(8,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-16=0$

$_A(8,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-32=0$

$_A(8,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-48=0$

$_A(8,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-64=0$

$_A(8,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-80=0$

$_A(8,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-17=0$

$_A(8,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-25=0$

$_A(8,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-41=0$

$_A(8,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-49=0$

$_A(8,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-65=0$

$_A(8,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-73=0$

$_A(8,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-18=0$

$_A(8,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-26=0$

$_A(8,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-34=0$

$_A(8,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-42=0$

$_A(8,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-50=0$

$_A(8,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-58=0$

$_A(8,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-66=0$

$_A(8,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-74=0$

$_A(8,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-12=0$

$_A(8,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-28=0$

$_A(8,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-44=0$

$_A(8,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-60=0$

$_A(8,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-76=0$

$_A(8,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-14=0$

$_A(8,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-22=0$

$_A(8,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-38=0$

$_A(8,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-46=0$

$_A(8,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-62=0$

$_A(8,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-70=0$

$_A(8,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-16=0$

$_A(8,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-32=0$

$_A(8,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-48=0$

$_A(8,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-64=0$

$_A(8,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-80=0$

$_A(8,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-18=0$

$_A(8,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-26=0$

$_A(8,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-34=0$

$_A(8,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-42=0$

$_A(8,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-58=0$

$_A(8,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-66=0$

$_A(8,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-74=0$

$_A(8,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-82=0$

$_A(8,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-20=0$

$_A(8,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-52=0$

$_A(8,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-68=0$

$_A(8,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-22=0$

$_A(8,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-30=0$

$_A(8,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-38=0$

$_A(8,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-46=0$

$_A(8,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-54=0$

$_A(8,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-62=0$

$_A(8,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-78=0$

$_A(8,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-86=0$

$_A(8,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-24=0$

$_A(8,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-40=0$

$_A(8,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-56=0$

$_A(8,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-72=0$

$_A(8,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-88=0$

$_A(8,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-26=0$

$_A(8,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-34=0$

$_A(8,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-50=0$

$_A(8,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-58=0$

$_A(8,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-74=0$

$_A(8,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-82=0$

$_A(8,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-19=0$

$_A(8,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-27=0$

$_A(8,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-35=0$

$_A(8,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-43=0$

$_A(8,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-51=0$

$_A(8,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-59=0$

$_A(8,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-67=0$

$_A(8,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-75=0$

$_A(8,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-14=0$

$_A(8,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-30=0$

$_A(8,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-46=0$

$_A(8,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-62=0$

$_A(8,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-78=0$

$_A(8,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-17=0$

$_A(8,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-25=0$

$_A(8,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-41=0$

$_A(8,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-49=0$

$_A(8,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-65=0$

$_A(8,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-73=0$

$_A(8,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-20=0$

$_A(8,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-36=0$

$_A(8,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-52=0$

$_A(8,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-68=0$

$_A(8,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-84=0$

$_A(8,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-23=0$

$_A(8,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-31=0$

$_A(8,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-39=0$

$_A(8,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-47=0$

$_A(8,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-63=0$

$_A(8,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-71=0$

$_A(8,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-79=0$

$_A(8,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-87=0$

$_A(8,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-26=0$

$_A(8,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-58=0$

$_A(8,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-74=0$

$_A(8,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-29=0$

$_A(8,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-37=0$

$_A(8,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-45=0$

$_A(8,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-53=0$

$_A(8,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-61=0$

$_A(8,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-69=0$

$_A(8,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-85=0$

$_A(8,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-93=0$

$_A(8,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-32=0$

$_A(8,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-48=0$

$_A(8,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-64=0$

$_A(8,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-80=0$

$_A(8,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-96=0$

$_A(8,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-35=0$

$_A(8,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-43=0$

$_A(8,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-59=0$

$_A(8,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-67=0$

$_A(8,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-83=0$

$_A(8,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-91=0$

$_A(8,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-20=0$

$_A(8,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-28=0$

$_A(8,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-36=0$

$_A(8,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-44=0$

$_A(8,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-52=0$

$_A(8,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-60=0$

$_A(8,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-68=0$

$_A(8,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-76=0$

$_A(8,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-16=0$

$_A(8,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-32=0$

$_A(8,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-48=0$

$_A(8,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-64=0$

$_A(8,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-80=0$

$_A(8,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-20=0$

$_A(8,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-28=0$

$_A(8,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-44=0$

$_A(8,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-52=0$

$_A(8,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-68=0$

$_A(8,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-76=0$

$_A(8,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-24=0$

$_A(8,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-40=0$

$_A(8,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-56=0$

$_A(8,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-72=0$

$_A(8,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-88=0$

$_A(8,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-28=0$

$_A(8,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-36=0$

$_A(8,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-44=0$

$_A(8,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-52=0$

$_A(8,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-68=0$

$_A(8,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-76=0$

$_A(8,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-84=0$

$_A(8,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-92=0$

$_A(8,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-32=0$

$_A(8,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-64=0$

$_A(8,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-80=0$

$_A(8,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-36=0$

$_A(8,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-44=0$

$_A(8,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-52=0$

$_A(8,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-60=0$

$_A(8,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-68=0$

$_A(8,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-76=0$

$_A(8,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-92=0$

$_A(8,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-100=0$

$_A(8,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-40=0$

$_A(8,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-56=0$

$_A(8,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-72=0$

$_A(8,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-88=0$

$_A(8,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-104=0$

$_A(8,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-44=0$

$_A(8,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-52=0$

$_A(8,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-68=0$

$_A(8,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-76=0$

$_A(8,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-92=0$

$_A(8,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-100=0$

$_A(8,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-21=0$

$_A(8,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-29=0$

$_A(8,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-37=0$

$_A(8,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-45=0$

$_A(8,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-53=0$

$_A(8,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-61=0$

$_A(8,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-69=0$

$_A(8,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-77=0$

$_A(8,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-18=0$

$_A(8,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-34=0$

$_A(8,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-50=0$

$_A(8,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-66=0$

$_A(8,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-82=0$

$_A(8,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-23=0$

$_A(8,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-31=0$

$_A(8,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-47=0$

$_A(8,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-55=0$

$_A(8,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-71=0$

$_A(8,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-79=0$

$_A(8,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-28=0$

$_A(8,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-44=0$

$_A(8,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-60=0$

$_A(8,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-76=0$

$_A(8,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-92=0$

$_A(8,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-33=0$

$_A(8,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-41=0$

$_A(8,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-49=0$

$_A(8,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-57=0$

$_A(8,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-73=0$

$_A(8,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-81=0$

$_A(8,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-89=0$

$_A(8,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-97=0$

$_A(8,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-38=0$

$_A(8,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-70=0$

$_A(8,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-86=0$

$_A(8,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-43=0$

$_A(8,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-51=0$

$_A(8,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-59=0$

$_A(8,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-67=0$

$_A(8,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-75=0$

$_A(8,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-83=0$

$_A(8,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-99=0$

$_A(8,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-107=0$

$_A(8,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-48=0$

$_A(8,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-64=0$

$_A(8,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-80=0$

$_A(8,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-96=0$

$_A(8,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-112=0$

$_A(8,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-53=0$

$_A(8,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-61=0$

$_A(8,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-77=0$

$_A(8,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-85=0$

$_A(8,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-101=0$

$_A(8,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-109=0$

$_A(8,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-22=0$

$_A(8,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-30=0$

$_A(8,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-38=0$

$_A(8,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-46=0$

$_A(8,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-54=0$

$_A(8,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-62=0$

$_A(8,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-70=0$

$_A(8,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-78=0$

$_A(8,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-20=0$

$_A(8,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-36=0$

$_A(8,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-52=0$

$_A(8,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-68=0$

$_A(8,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-84=0$

$_A(8,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-26=0$

$_A(8,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-34=0$

$_A(8,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-50=0$

$_A(8,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-58=0$

$_A(8,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-74=0$

$_A(8,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-82=0$

$_A(8,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-32=0$

$_A(8,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-48=0$

$_A(8,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-64=0$

$_A(8,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-80=0$

$_A(8,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-96=0$

$_A(8,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-38=0$

$_A(8,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-46=0$

$_A(8,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-54=0$

$_A(8,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-62=0$

$_A(8,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-78=0$

$_A(8,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-86=0$

$_A(8,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-94=0$

$_A(8,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-102=0$

$_A(8,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-44=0$

$_A(8,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-76=0$

$_A(8,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-92=0$

$_A(8,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-50=0$

$_A(8,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-58=0$

$_A(8,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-66=0$

$_A(8,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-74=0$

$_A(8,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-82=0$

$_A(8,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-90=0$

$_A(8,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-106=0$

$_A(8,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-114=0$

$_A(8,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-56=0$

$_A(8,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-72=0$

$_A(8,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-88=0$

$_A(8,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-104=0$

$_A(8,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-120=0$

$_A(8,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-62=0$

$_A(8,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-70=0$

$_A(8,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-86=0$

$_A(8,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-94=0$

$_A(8,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-110=0$

$_A(8,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-118=0$

$_A(8,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-23=0$

$_A(8,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-31=0$

$_A(8,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-39=0$

$_A(8,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-47=0$

$_A(8,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-55=0$

$_A(8,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-63=0$

$_A(8,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-71=0$

$_A(8,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-79=0$

$_A(8,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-22=0$

$_A(8,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-38=0$

$_A(8,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-54=0$

$_A(8,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-70=0$

$_A(8,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-86=0$

$_A(8,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-29=0$

$_A(8,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-37=0$

$_A(8,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-53=0$

$_A(8,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-61=0$

$_A(8,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-77=0$

$_A(8,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-85=0$

$_A(8,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-36=0$

$_A(8,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-52=0$

$_A(8,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-68=0$

$_A(8,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-84=0$

$_A(8,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-100=0$

$_A(8,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-43=0$

$_A(8,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-51=0$

$_A(8,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-59=0$

$_A(8,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-67=0$

$_A(8,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-83=0$

$_A(8,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-91=0$

$_A(8,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-99=0$

$_A(8,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-107=0$

$_A(8,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-50=0$

$_A(8,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-82=0$

$_A(8,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-98=0$

$_A(8,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-57=0$

$_A(8,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-65=0$

$_A(8,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-73=0$

$_A(8,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-81=0$

$_A(8,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-89=0$

$_A(8,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-97=0$

$_A(8,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-113=0$

$_A(8,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-121=0$

$_A(8,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-64=0$

$_A(8,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-80=0$

$_A(8,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-96=0$

$_A(8,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-112=0$

$_A(8,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-128=0$

$_A(8,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-71=0$

$_A(8,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-79=0$

$_A(8,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-95=0$

$_A(8,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-103=0$

$_A(8,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-119=0$

$_A(8,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-127=0$

$_A(8,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-24=0$

$_A(8,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-32=0$

$_A(8,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-40=0$

$_A(8,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-48=0$

$_A(8,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-56=0$

$_A(8,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-64=0$

$_A(8,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-72=0$

$_A(8,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-80=0$

$_A(8,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-24=0$

$_A(8,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-40=0$

$_A(8,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-56=0$

$_A(8,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-72=0$

$_A(8,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-88=0$

$_A(8,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-32=0$

$_A(8,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-40=0$

$_A(8,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-56=0$

$_A(8,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-64=0$

$_A(8,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-80=0$

$_A(8,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-88=0$

$_A(8,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-40=0$

$_A(8,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-56=0$

$_A(8,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-72=0$

$_A(8,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-88=0$

$_A(8,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-104=0$

$_A(8,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-48=0$

$_A(8,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-56=0$

$_A(8,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-64=0$

$_A(8,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-72=0$

$_A(8,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-88=0$

$_A(8,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-96=0$

$_A(8,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-104=0$

$_A(8,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-112=0$

$_A(8,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-56=0$

$_A(8,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-88=0$

$_A(8,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-104=0$

$_A(8,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-64=0$

$_A(8,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-72=0$

$_A(8,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-80=0$

$_A(8,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-88=0$

$_A(8,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-96=0$

$_A(8,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-104=0$

$_A(8,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-120=0$

$_A(8,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-128=0$

$_A(8,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-72=0$

$_A(8,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-88=0$

$_A(8,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-104=0$

$_A(8,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-120=0$

$_A(8,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-136=0$

$_A(8,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-80=0$

$_A(8,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-88=0$

$_A(8,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-104=0$

$_A(8,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-112=0$

$_A(8,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-128=0$

$_A(8,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-136=0$

$_A(8,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-25=0$

$_A(8,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-33=0$

$_A(8,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-41=0$

$_A(8,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-49=0$

$_A(8,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-57=0$

$_A(8,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-65=0$

$_A(8,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-73=0$

$_A(8,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-81=0$

$_A(8,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-26=0$

$_A(8,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-42=0$

$_A(8,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-58=0$

$_A(8,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-74=0$

$_A(8,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-90=0$

$_A(8,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-35=0$

$_A(8,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-43=0$

$_A(8,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-59=0$

$_A(8,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-67=0$

$_A(8,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-83=0$

$_A(8,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-91=0$

$_A(8,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-44=0$

$_A(8,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-60=0$

$_A(8,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-76=0$

$_A(8,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-92=0$

$_A(8,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-108=0$

$_A(8,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-53=0$

$_A(8,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-61=0$

$_A(8,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-69=0$

$_A(8,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-77=0$

$_A(8,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-93=0$

$_A(8,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-101=0$

$_A(8,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-109=0$

$_A(8,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-117=0$

$_A(8,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-62=0$

$_A(8,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-94=0$

$_A(8,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-110=0$

$_A(8,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-71=0$

$_A(8,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-79=0$

$_A(8,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-87=0$

$_A(8,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-95=0$

$_A(8,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-103=0$

$_A(8,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-111=0$

$_A(8,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-127=0$

$_A(8,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-135=0$

$_A(8,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-80=0$

$_A(8,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-96=0$

$_A(8,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-112=0$

$_A(8,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-128=0$

$_A(8,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-144=0$

$_A(8,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-89=0$

$_A(8,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-97=0$

$_A(8,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-113=0$

$_A(8,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-121=0$

$_A(8,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-137=0$

$_A(8,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-145=0$

$_A(9,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-10=0$

$_A(9,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-19=0$

$_A(9,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-28=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-2=0$

$_A(1,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(1,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-4=0$

$_A(1,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-5=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-6=0$

$_A(1,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-7=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-8=0$

$_A(1,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-9=0$

$_A(1,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-10=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(1,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-5=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-7=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-9=0$

$_A(1,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-11=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-4=0$

$_A(1,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-5=0$

$_A(1,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-7=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-8=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-10=0$

$_A(1,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-11=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-5=0$

$_A(1,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-7=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-9=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-11=0$

$_A(1,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-13=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-6=0$

$_A(1,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-7=0$

$_A(1,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-8=0$

$_A(1,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-9=0$

$_A(1,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-11=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-12=0$

$_A(1,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-13=0$

$_A(1,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-14=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-7=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-11=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-13=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-8=0$

$_A(1,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-9=0$

$_A(1,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-10=0$

$_A(1,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-11=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-12=0$

$_A(1,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-13=0$

$_A(1,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-15=0$

$_A(1,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-16=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-9=0$

$_A(1,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-11=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-13=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-15=0$

$_A(1,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-17=0$

$_A(1,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-10=0$

$_A(1,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-11=0$

$_A(1,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-13=0$

$_A(1,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-14=0$

$_A(1,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-16=0$

$_A(1,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-17=0$

$_A(1,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-4=0$

$_A(1,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-5=0$

$_A(1,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-6=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-7=0$

$_A(1,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-8=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-9=0$

$_A(1,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-10=0$

$_A(1,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-11=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(1,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-7=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-9=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-11=0$

$_A(1,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-13=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-7=0$

$_A(1,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-8=0$

$_A(1,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-10=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-11=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-13=0$

$_A(1,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-14=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-9=0$

$_A(1,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-11=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-13=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-15=0$

$_A(1,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-17=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-11=0$

$_A(1,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-12=0$

$_A(1,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-13=0$

$_A(1,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-14=0$

$_A(1,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-16=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-17=0$

$_A(1,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-18=0$

$_A(1,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-19=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-13=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-17=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-19=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-15=0$

$_A(1,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-16=0$

$_A(1,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-17=0$

$_A(1,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-18=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-19=0$

$_A(1,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-20=0$

$_A(1,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-22=0$

$_A(1,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-23=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-17=0$

$_A(1,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-19=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-21=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-23=0$

$_A(1,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-25=0$

$_A(1,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-19=0$

$_A(1,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-20=0$

$_A(1,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-22=0$

$_A(1,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-23=0$

$_A(1,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-25=0$

$_A(1,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-26=0$

$_A(1,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(1,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-6=0$

$_A(1,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-7=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-8=0$

$_A(1,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-9=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-10=0$

$_A(1,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-11=0$

$_A(1,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-12=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(1,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-9=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-11=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-13=0$

$_A(1,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-15=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-10=0$

$_A(1,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-11=0$

$_A(1,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-13=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-14=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-16=0$

$_A(1,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-17=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-13=0$

$_A(1,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-15=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-17=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-19=0$

$_A(1,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-21=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-16=0$

$_A(1,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-17=0$

$_A(1,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-18=0$

$_A(1,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-19=0$

$_A(1,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-21=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-22=0$

$_A(1,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-23=0$

$_A(1,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-24=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-19=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-23=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-25=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-22=0$

$_A(1,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-23=0$

$_A(1,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-24=0$

$_A(1,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-25=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-26=0$

$_A(1,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-27=0$

$_A(1,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-29=0$

$_A(1,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-30=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-25=0$

$_A(1,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-27=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-29=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-31=0$

$_A(1,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-33=0$

$_A(1,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-28=0$

$_A(1,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-29=0$

$_A(1,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-31=0$

$_A(1,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-32=0$

$_A(1,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-34=0$

$_A(1,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-35=0$

$_A(1,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-6=0$

$_A(1,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-7=0$

$_A(1,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-8=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-9=0$

$_A(1,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-10=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-11=0$

$_A(1,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-12=0$

$_A(1,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-13=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(1,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-11=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-13=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-15=0$

$_A(1,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-17=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-13=0$

$_A(1,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-14=0$

$_A(1,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-16=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-17=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-19=0$

$_A(1,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-20=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-17=0$

$_A(1,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-19=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-21=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-23=0$

$_A(1,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-25=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-21=0$

$_A(1,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-22=0$

$_A(1,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-23=0$

$_A(1,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-24=0$

$_A(1,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-26=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-27=0$

$_A(1,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-28=0$

$_A(1,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-29=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-25=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-29=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-31=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-29=0$

$_A(1,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-30=0$

$_A(1,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-31=0$

$_A(1,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-32=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-33=0$

$_A(1,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-34=0$

$_A(1,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-36=0$

$_A(1,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-37=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-33=0$

$_A(1,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-35=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-37=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-39=0$

$_A(1,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-41=0$

$_A(1,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-37=0$

$_A(1,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-38=0$

$_A(1,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-40=0$

$_A(1,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-41=0$

$_A(1,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-43=0$

$_A(1,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-44=0$

$_A(1,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(1,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-8=0$

$_A(1,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-9=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-10=0$

$_A(1,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-11=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-12=0$

$_A(1,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-13=0$

$_A(1,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-14=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(1,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-13=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-15=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-17=0$

$_A(1,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-19=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-16=0$

$_A(1,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-17=0$

$_A(1,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-19=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-20=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-22=0$

$_A(1,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-23=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-21=0$

$_A(1,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-23=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-25=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-27=0$

$_A(1,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-29=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-26=0$

$_A(1,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-27=0$

$_A(1,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-28=0$

$_A(1,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-29=0$

$_A(1,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-31=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-32=0$

$_A(1,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-33=0$

$_A(1,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-34=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-31=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-35=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-37=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-36=0$

$_A(1,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-37=0$

$_A(1,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-38=0$

$_A(1,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-39=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-40=0$

$_A(1,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-41=0$

$_A(1,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-43=0$

$_A(1,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-44=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-41=0$

$_A(1,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-43=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-45=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-47=0$

$_A(1,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-49=0$

$_A(1,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-46=0$

$_A(1,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-47=0$

$_A(1,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-49=0$

$_A(1,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-50=0$

$_A(1,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-52=0$

$_A(1,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-53=0$

$_A(1,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-8=0$

$_A(1,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-9=0$

$_A(1,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-10=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-11=0$

$_A(1,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-12=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-13=0$

$_A(1,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-14=0$

$_A(1,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-15=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-13=0$

$_A(1,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-15=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-17=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-19=0$

$_A(1,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-21=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-19=0$

$_A(1,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-20=0$

$_A(1,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-22=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-23=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-25=0$

$_A(1,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-26=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-25=0$

$_A(1,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-27=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-29=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-31=0$

$_A(1,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-33=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-31=0$

$_A(1,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-32=0$

$_A(1,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-33=0$

$_A(1,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-34=0$

$_A(1,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-36=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-37=0$

$_A(1,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-38=0$

$_A(1,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-39=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-37=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-41=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-43=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-43=0$

$_A(1,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-44=0$

$_A(1,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-45=0$

$_A(1,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-46=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-47=0$

$_A(1,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-48=0$

$_A(1,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-50=0$

$_A(1,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-51=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-49=0$

$_A(1,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-51=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-53=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-55=0$

$_A(1,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-57=0$

$_A(1,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-55=0$

$_A(1,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-56=0$

$_A(1,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-58=0$

$_A(1,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-59=0$

$_A(1,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-61=0$

$_A(1,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-62=0$

$_A(1,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(1,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-10=0$

$_A(1,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-11=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-12=0$

$_A(1,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-13=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-14=0$

$_A(1,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-15=0$

$_A(1,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-16=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-15=0$

$_A(1,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-17=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-19=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-21=0$

$_A(1,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-23=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-22=0$

$_A(1,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-23=0$

$_A(1,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-25=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-26=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-28=0$

$_A(1,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-29=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-29=0$

$_A(1,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-31=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-33=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-35=0$

$_A(1,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-37=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-36=0$

$_A(1,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-37=0$

$_A(1,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-38=0$

$_A(1,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-39=0$

$_A(1,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-41=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-42=0$

$_A(1,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-43=0$

$_A(1,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-44=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-43=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-47=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-49=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-50=0$

$_A(1,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-51=0$

$_A(1,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-52=0$

$_A(1,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-53=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-54=0$

$_A(1,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-55=0$

$_A(1,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-57=0$

$_A(1,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-58=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-57=0$

$_A(1,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-59=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-61=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-63=0$

$_A(1,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-65=0$

$_A(1,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-64=0$

$_A(1,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-65=0$

$_A(1,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-67=0$

$_A(1,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-68=0$

$_A(1,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-70=0$

$_A(1,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-71=0$

$_A(1,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(1,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-11=0$

$_A(1,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-12=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-13=0$

$_A(1,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-14=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-15=0$

$_A(1,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-16=0$

$_A(1,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-17=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-17=0$

$_A(1,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-19=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-21=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-23=0$

$_A(1,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-25=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-25=0$

$_A(1,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-26=0$

$_A(1,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-28=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-29=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-31=0$

$_A(1,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-32=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-33=0$

$_A(1,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-35=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-37=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-39=0$

$_A(1,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-41=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-41=0$

$_A(1,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-42=0$

$_A(1,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-43=0$

$_A(1,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-44=0$

$_A(1,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-46=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-47=0$

$_A(1,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-48=0$

$_A(1,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-49=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-49=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-53=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-55=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-57=0$

$_A(1,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-58=0$

$_A(1,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-59=0$

$_A(1,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-60=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-61=0$

$_A(1,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-62=0$

$_A(1,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-64=0$

$_A(1,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-65=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-65=0$

$_A(1,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-67=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-69=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-71=0$

$_A(1,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-73=0$

$_A(1,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-73=0$

$_A(1,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-74=0$

$_A(1,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-76=0$

$_A(1,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-77=0$

$_A(1,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-79=0$

$_A(1,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-80=0$

$_A(1,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(1,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-12=0$

$_A(1,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-13=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-14=0$

$_A(1,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-15=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-16=0$

$_A(1,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-17=0$

$_A(1,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-18=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-19=0$

$_A(1,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-21=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-23=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-25=0$

$_A(1,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-27=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-28=0$

$_A(1,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-29=0$

$_A(1,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-31=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-32=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-34=0$

$_A(1,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-35=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-37=0$

$_A(1,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-39=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-41=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-43=0$

$_A(1,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-45=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-46=0$

$_A(1,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-47=0$

$_A(1,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-48=0$

$_A(1,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-49=0$

$_A(1,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-51=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-52=0$

$_A(1,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-53=0$

$_A(1,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-54=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-55=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-59=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-61=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-64=0$

$_A(1,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-65=0$

$_A(1,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-66=0$

$_A(1,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-67=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-68=0$

$_A(1,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-69=0$

$_A(1,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-71=0$

$_A(1,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-72=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-73=0$

$_A(1,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-75=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-77=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-79=0$

$_A(1,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-81=0$

$_A(1,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-82=0$

$_A(1,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-83=0$

$_A(1,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-85=0$

$_A(1,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-86=0$

$_A(1,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-88=0$

$_A(1,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-89=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-3=0$

$_A(2,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(2,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-7=0$

$_A(2,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-9=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-11=0$

$_A(2,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-13=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-15=0$

$_A(2,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-17=0$

$_A(2,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-19=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-4=0$

$_A(2,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-8=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-12=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-16=0$

$_A(2,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-20=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-5=0$

$_A(2,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-7=0$

$_A(2,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-11=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-13=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-17=0$

$_A(2,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-19=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-6=0$

$_A(2,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-10=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-14=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-18=0$

$_A(2,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-22=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-7=0$

$_A(2,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-9=0$

$_A(2,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-11=0$

$_A(2,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-13=0$

$_A(2,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-17=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-19=0$

$_A(2,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-21=0$

$_A(2,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-23=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-8=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-16=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-20=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-9=0$

$_A(2,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-11=0$

$_A(2,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-13=0$

$_A(2,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-15=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-17=0$

$_A(2,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-19=0$

$_A(2,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-23=0$

$_A(2,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-25=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-10=0$

$_A(2,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-14=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-18=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-22=0$

$_A(2,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-26=0$

$_A(2,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-11=0$

$_A(2,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-13=0$

$_A(2,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-17=0$

$_A(2,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-19=0$

$_A(2,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-23=0$

$_A(2,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-25=0$

$_A(2,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-6=0$

$_A(2,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-8=0$

$_A(2,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-10=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-12=0$

$_A(2,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-14=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-16=0$

$_A(2,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-18=0$

$_A(2,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-20=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-6=0$

$_A(2,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-10=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-14=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-18=0$

$_A(2,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-22=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-8=0$

$_A(2,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-10=0$

$_A(2,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-14=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-16=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-20=0$

$_A(2,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-22=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-10=0$

$_A(2,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-14=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-18=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-22=0$

$_A(2,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-26=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-12=0$

$_A(2,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-14=0$

$_A(2,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-16=0$

$_A(2,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-18=0$

$_A(2,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-22=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-24=0$

$_A(2,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-26=0$

$_A(2,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-28=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-14=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-22=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-26=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-16=0$

$_A(2,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-18=0$

$_A(2,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-20=0$

$_A(2,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-22=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-24=0$

$_A(2,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-26=0$

$_A(2,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-30=0$

$_A(2,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-32=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-18=0$

$_A(2,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-22=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-26=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-30=0$

$_A(2,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-34=0$

$_A(2,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-20=0$

$_A(2,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-22=0$

$_A(2,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-26=0$

$_A(2,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-28=0$

$_A(2,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-32=0$

$_A(2,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-34=0$

$_A(2,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(2,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-9=0$

$_A(2,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-11=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-13=0$

$_A(2,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-15=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-17=0$

$_A(2,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-19=0$

$_A(2,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-21=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-8=0$

$_A(2,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-12=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-16=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-20=0$

$_A(2,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-24=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-11=0$

$_A(2,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-13=0$

$_A(2,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-17=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-19=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-23=0$

$_A(2,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-25=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-14=0$

$_A(2,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-18=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-22=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-26=0$

$_A(2,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-30=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-17=0$

$_A(2,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-19=0$

$_A(2,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-21=0$

$_A(2,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-23=0$

$_A(2,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-27=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-29=0$

$_A(2,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-31=0$

$_A(2,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-33=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-20=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-28=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-32=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-23=0$

$_A(2,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-25=0$

$_A(2,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-27=0$

$_A(2,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-29=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-31=0$

$_A(2,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-33=0$

$_A(2,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-37=0$

$_A(2,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-39=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-26=0$

$_A(2,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-30=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-34=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-38=0$

$_A(2,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-42=0$

$_A(2,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-29=0$

$_A(2,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-31=0$

$_A(2,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-35=0$

$_A(2,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-37=0$

$_A(2,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-41=0$

$_A(2,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-43=0$

$_A(2,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-8=0$

$_A(2,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-10=0$

$_A(2,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-12=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-14=0$

$_A(2,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-16=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-18=0$

$_A(2,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-20=0$

$_A(2,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-22=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(2,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-14=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-18=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-22=0$

$_A(2,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-26=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-14=0$

$_A(2,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-16=0$

$_A(2,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-20=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-22=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-26=0$

$_A(2,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-28=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-18=0$

$_A(2,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-22=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-26=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-30=0$

$_A(2,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-34=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-22=0$

$_A(2,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-24=0$

$_A(2,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-26=0$

$_A(2,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-28=0$

$_A(2,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-32=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-34=0$

$_A(2,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-36=0$

$_A(2,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-38=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-26=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-34=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-38=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-30=0$

$_A(2,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-32=0$

$_A(2,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-34=0$

$_A(2,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-36=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-38=0$

$_A(2,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-40=0$

$_A(2,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-44=0$

$_A(2,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-46=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-34=0$

$_A(2,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-38=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-42=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-46=0$

$_A(2,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-50=0$

$_A(2,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-38=0$

$_A(2,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-40=0$

$_A(2,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-44=0$

$_A(2,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-46=0$

$_A(2,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-50=0$

$_A(2,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-52=0$

$_A(2,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(2,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-11=0$

$_A(2,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-13=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-15=0$

$_A(2,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-17=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-19=0$

$_A(2,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-21=0$

$_A(2,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-23=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-12=0$

$_A(2,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-16=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-20=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-24=0$

$_A(2,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-28=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-17=0$

$_A(2,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-19=0$

$_A(2,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-23=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-25=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-29=0$

$_A(2,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-31=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-22=0$

$_A(2,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-26=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-30=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-34=0$

$_A(2,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-38=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-27=0$

$_A(2,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-29=0$

$_A(2,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-31=0$

$_A(2,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-33=0$

$_A(2,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-37=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-39=0$

$_A(2,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-41=0$

$_A(2,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-43=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-32=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-40=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-44=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-37=0$

$_A(2,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-39=0$

$_A(2,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-41=0$

$_A(2,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-43=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-45=0$

$_A(2,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-47=0$

$_A(2,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-51=0$

$_A(2,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-53=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-42=0$

$_A(2,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-46=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-50=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-54=0$

$_A(2,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-58=0$

$_A(2,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-47=0$

$_A(2,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-49=0$

$_A(2,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-53=0$

$_A(2,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-55=0$

$_A(2,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-59=0$

$_A(2,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-61=0$

$_A(2,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(2,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-12=0$

$_A(2,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-14=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-16=0$

$_A(2,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-18=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-20=0$

$_A(2,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-22=0$

$_A(2,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-24=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-14=0$

$_A(2,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-18=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-22=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-26=0$

$_A(2,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-30=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-20=0$

$_A(2,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-22=0$

$_A(2,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-26=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-28=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-32=0$

$_A(2,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-34=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-26=0$

$_A(2,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-30=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-34=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-38=0$

$_A(2,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-42=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-32=0$

$_A(2,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-34=0$

$_A(2,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-36=0$

$_A(2,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-38=0$

$_A(2,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-42=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-44=0$

$_A(2,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-46=0$

$_A(2,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-48=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-38=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-46=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-50=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-44=0$

$_A(2,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-46=0$

$_A(2,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-48=0$

$_A(2,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-50=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-52=0$

$_A(2,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-54=0$

$_A(2,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-58=0$

$_A(2,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-60=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-50=0$

$_A(2,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-54=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-58=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-62=0$

$_A(2,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-66=0$

$_A(2,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-56=0$

$_A(2,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-58=0$

$_A(2,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-62=0$

$_A(2,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-64=0$

$_A(2,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-68=0$

$_A(2,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-70=0$

$_A(2,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(2,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-13=0$

$_A(2,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-15=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-17=0$

$_A(2,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-19=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-21=0$

$_A(2,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-23=0$

$_A(2,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-25=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-16=0$

$_A(2,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-20=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-24=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-28=0$

$_A(2,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-32=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-23=0$

$_A(2,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-25=0$

$_A(2,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-29=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-31=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-35=0$

$_A(2,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-37=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-30=0$

$_A(2,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-34=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-38=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-42=0$

$_A(2,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-46=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-37=0$

$_A(2,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-39=0$

$_A(2,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-41=0$

$_A(2,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-43=0$

$_A(2,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-47=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-49=0$

$_A(2,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-51=0$

$_A(2,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-53=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-44=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-52=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-56=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-51=0$

$_A(2,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-53=0$

$_A(2,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-55=0$

$_A(2,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-57=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-59=0$

$_A(2,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-61=0$

$_A(2,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-65=0$

$_A(2,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-67=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-58=0$

$_A(2,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-62=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-66=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-70=0$

$_A(2,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-74=0$

$_A(2,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-65=0$

$_A(2,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-67=0$

$_A(2,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-71=0$

$_A(2,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-73=0$

$_A(2,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-77=0$

$_A(2,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-79=0$

$_A(2,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-12=0$

$_A(2,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-14=0$

$_A(2,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-16=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-18=0$

$_A(2,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-20=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-22=0$

$_A(2,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-24=0$

$_A(2,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-26=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-18=0$

$_A(2,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-22=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-26=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-30=0$

$_A(2,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-34=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-26=0$

$_A(2,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-28=0$

$_A(2,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-32=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-34=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-38=0$

$_A(2,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-40=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-34=0$

$_A(2,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-38=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-42=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-46=0$

$_A(2,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-50=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-42=0$

$_A(2,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-44=0$

$_A(2,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-46=0$

$_A(2,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-48=0$

$_A(2,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-52=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-54=0$

$_A(2,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-56=0$

$_A(2,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-58=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-50=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-58=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-62=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-58=0$

$_A(2,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-60=0$

$_A(2,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-62=0$

$_A(2,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-64=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-66=0$

$_A(2,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-68=0$

$_A(2,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-72=0$

$_A(2,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-74=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-66=0$

$_A(2,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-70=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-74=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-78=0$

$_A(2,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-82=0$

$_A(2,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-74=0$

$_A(2,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-76=0$

$_A(2,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-80=0$

$_A(2,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-82=0$

$_A(2,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-86=0$

$_A(2,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-88=0$

$_A(2,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(2,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-15=0$

$_A(2,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-17=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-19=0$

$_A(2,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-21=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-23=0$

$_A(2,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-25=0$

$_A(2,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-27=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-20=0$

$_A(2,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-24=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-28=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-32=0$

$_A(2,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-36=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-29=0$

$_A(2,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-31=0$

$_A(2,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-35=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-37=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-41=0$

$_A(2,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-43=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-38=0$

$_A(2,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-42=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-46=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-50=0$

$_A(2,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-54=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-47=0$

$_A(2,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-49=0$

$_A(2,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-51=0$

$_A(2,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-53=0$

$_A(2,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-57=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-59=0$

$_A(2,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-61=0$

$_A(2,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-63=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-56=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-64=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-68=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-65=0$

$_A(2,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-67=0$

$_A(2,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-69=0$

$_A(2,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-71=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-73=0$

$_A(2,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-75=0$

$_A(2,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-79=0$

$_A(2,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-81=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-74=0$

$_A(2,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-78=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-82=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-86=0$

$_A(2,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-90=0$

$_A(2,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-83=0$

$_A(2,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-85=0$

$_A(2,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-89=0$

$_A(2,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-91=0$

$_A(2,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-95=0$

$_A(2,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-97=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-4=0$

$_A(3,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(3,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-10=0$

$_A(3,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-13=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-16=0$

$_A(3,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-19=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-22=0$

$_A(3,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-25=0$

$_A(3,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-28=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(3,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-11=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-17=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-23=0$

$_A(3,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-29=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-6=0$

$_A(3,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-9=0$

$_A(3,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-15=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-18=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-24=0$

$_A(3,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-27=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-7=0$

$_A(3,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-13=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-19=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-25=0$

$_A(3,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-31=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-8=0$

$_A(3,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-11=0$

$_A(3,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-14=0$

$_A(3,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-17=0$

$_A(3,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-23=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-26=0$

$_A(3,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-29=0$

$_A(3,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-32=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-9=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-21=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-27=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-10=0$

$_A(3,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-13=0$

$_A(3,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-16=0$

$_A(3,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-19=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-22=0$

$_A(3,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-25=0$

$_A(3,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-31=0$

$_A(3,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-34=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-11=0$

$_A(3,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-17=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-23=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-29=0$

$_A(3,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-35=0$

$_A(3,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-12=0$

$_A(3,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-15=0$

$_A(3,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-21=0$

$_A(3,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-24=0$

$_A(3,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-30=0$

$_A(3,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-33=0$

$_A(3,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-8=0$

$_A(3,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-11=0$

$_A(3,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-14=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-17=0$

$_A(3,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-20=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-23=0$

$_A(3,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-26=0$

$_A(3,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-29=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(3,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-13=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-19=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-25=0$

$_A(3,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-31=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-9=0$

$_A(3,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-12=0$

$_A(3,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-18=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-21=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-27=0$

$_A(3,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-30=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-11=0$

$_A(3,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-17=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-23=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-29=0$

$_A(3,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-35=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-13=0$

$_A(3,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-16=0$

$_A(3,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-19=0$

$_A(3,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-22=0$

$_A(3,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-28=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-31=0$

$_A(3,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-34=0$

$_A(3,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-37=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-15=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-27=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-33=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-17=0$

$_A(3,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-20=0$

$_A(3,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-23=0$

$_A(3,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-26=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-29=0$

$_A(3,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-32=0$

$_A(3,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-38=0$

$_A(3,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-41=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-19=0$

$_A(3,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-25=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-31=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-37=0$

$_A(3,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-43=0$

$_A(3,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-21=0$

$_A(3,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-24=0$

$_A(3,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-30=0$

$_A(3,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-33=0$

$_A(3,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-39=0$

$_A(3,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-42=0$

$_A(3,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(3,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-12=0$

$_A(3,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-15=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-18=0$

$_A(3,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-21=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-24=0$

$_A(3,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-27=0$

$_A(3,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-30=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(3,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-15=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-21=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-27=0$

$_A(3,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-33=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-12=0$

$_A(3,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-15=0$

$_A(3,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-21=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-24=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-30=0$

$_A(3,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-33=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-15=0$

$_A(3,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-21=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-27=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-33=0$

$_A(3,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-39=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-18=0$

$_A(3,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-21=0$

$_A(3,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-24=0$

$_A(3,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-27=0$

$_A(3,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-33=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-36=0$

$_A(3,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-39=0$

$_A(3,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-42=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-21=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-33=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-39=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-24=0$

$_A(3,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-27=0$

$_A(3,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-30=0$

$_A(3,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-33=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-36=0$

$_A(3,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-39=0$

$_A(3,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-45=0$

$_A(3,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-48=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-27=0$

$_A(3,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-33=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-39=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-45=0$

$_A(3,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-51=0$

$_A(3,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-30=0$

$_A(3,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-33=0$

$_A(3,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-39=0$

$_A(3,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-42=0$

$_A(3,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-48=0$

$_A(3,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-51=0$

$_A(3,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(3,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-13=0$

$_A(3,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-16=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-19=0$

$_A(3,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-22=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-25=0$

$_A(3,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-28=0$

$_A(3,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-31=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(3,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-17=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-23=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-29=0$

$_A(3,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-35=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-15=0$

$_A(3,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-18=0$

$_A(3,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-24=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-27=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-33=0$

$_A(3,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-36=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-19=0$

$_A(3,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-25=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-31=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-37=0$

$_A(3,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-43=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-23=0$

$_A(3,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-26=0$

$_A(3,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-29=0$

$_A(3,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-32=0$

$_A(3,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-38=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-41=0$

$_A(3,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-44=0$

$_A(3,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-47=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-27=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-39=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-45=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-31=0$

$_A(3,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-34=0$

$_A(3,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-37=0$

$_A(3,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-40=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-43=0$

$_A(3,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-46=0$

$_A(3,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-52=0$

$_A(3,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-55=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-35=0$

$_A(3,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-41=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-47=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-53=0$

$_A(3,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-59=0$

$_A(3,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-39=0$

$_A(3,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-42=0$

$_A(3,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-48=0$

$_A(3,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-51=0$

$_A(3,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-57=0$

$_A(3,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-60=0$

$_A(3,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(3,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-14=0$

$_A(3,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-17=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-20=0$

$_A(3,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-23=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-26=0$

$_A(3,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-29=0$

$_A(3,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-32=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-13=0$

$_A(3,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-19=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-25=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-31=0$

$_A(3,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-37=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-18=0$

$_A(3,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-21=0$

$_A(3,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-27=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-30=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-36=0$

$_A(3,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-39=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-23=0$

$_A(3,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-29=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-35=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-41=0$

$_A(3,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-47=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-28=0$

$_A(3,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-31=0$

$_A(3,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-34=0$

$_A(3,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-37=0$

$_A(3,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-43=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-46=0$

$_A(3,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-49=0$

$_A(3,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-52=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-33=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-45=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-51=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-38=0$

$_A(3,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-41=0$

$_A(3,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-44=0$

$_A(3,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-47=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-50=0$

$_A(3,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-53=0$

$_A(3,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-59=0$

$_A(3,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-62=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-43=0$

$_A(3,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-49=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-55=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-61=0$

$_A(3,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-67=0$

$_A(3,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-48=0$

$_A(3,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-51=0$

$_A(3,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-57=0$

$_A(3,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-60=0$

$_A(3,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-66=0$

$_A(3,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-69=0$

$_A(3,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-12=0$

$_A(3,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-15=0$

$_A(3,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-18=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-21=0$

$_A(3,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-24=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-27=0$

$_A(3,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-30=0$

$_A(3,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-33=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-15=0$

$_A(3,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-21=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-27=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-33=0$

$_A(3,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-39=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-21=0$

$_A(3,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-24=0$

$_A(3,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-30=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-33=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-39=0$

$_A(3,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-42=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-27=0$

$_A(3,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-33=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-39=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-45=0$

$_A(3,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-51=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-33=0$

$_A(3,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-36=0$

$_A(3,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-39=0$

$_A(3,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-42=0$

$_A(3,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-48=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-51=0$

$_A(3,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-54=0$

$_A(3,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-57=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-39=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-51=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-57=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-45=0$

$_A(3,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-48=0$

$_A(3,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-51=0$

$_A(3,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-54=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-57=0$

$_A(3,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-60=0$

$_A(3,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-66=0$

$_A(3,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-69=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-51=0$

$_A(3,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-57=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-63=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-69=0$

$_A(3,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-75=0$

$_A(3,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-57=0$

$_A(3,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-60=0$

$_A(3,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-66=0$

$_A(3,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-69=0$

$_A(3,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-75=0$

$_A(3,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-78=0$

$_A(3,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(3,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-16=0$

$_A(3,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-19=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-22=0$

$_A(3,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-25=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-28=0$

$_A(3,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-31=0$

$_A(3,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-34=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-17=0$

$_A(3,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-23=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-29=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-35=0$

$_A(3,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-41=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-24=0$

$_A(3,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-27=0$

$_A(3,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-33=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-36=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-42=0$

$_A(3,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-45=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-31=0$

$_A(3,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-37=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-43=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-49=0$

$_A(3,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-55=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-38=0$

$_A(3,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-41=0$

$_A(3,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-44=0$

$_A(3,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-47=0$

$_A(3,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-53=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-56=0$

$_A(3,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-59=0$

$_A(3,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-62=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-45=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-57=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-63=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-52=0$

$_A(3,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-55=0$

$_A(3,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-58=0$

$_A(3,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-61=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-64=0$

$_A(3,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-67=0$

$_A(3,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-73=0$

$_A(3,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-76=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-59=0$

$_A(3,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-65=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-71=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-77=0$

$_A(3,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-83=0$

$_A(3,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-66=0$

$_A(3,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-69=0$

$_A(3,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-75=0$

$_A(3,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-78=0$

$_A(3,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-84=0$

$_A(3,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-87=0$

$_A(3,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-14=0$

$_A(3,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-17=0$

$_A(3,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-20=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-23=0$

$_A(3,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-26=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-29=0$

$_A(3,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-32=0$

$_A(3,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-35=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-19=0$

$_A(3,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-25=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-31=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-37=0$

$_A(3,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-43=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-27=0$

$_A(3,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-30=0$

$_A(3,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-36=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-39=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-45=0$

$_A(3,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-48=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-35=0$

$_A(3,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-41=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-47=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-53=0$

$_A(3,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-59=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-43=0$

$_A(3,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-46=0$

$_A(3,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-49=0$

$_A(3,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-52=0$

$_A(3,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-58=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-61=0$

$_A(3,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-64=0$

$_A(3,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-67=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-51=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-63=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-69=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-59=0$

$_A(3,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-62=0$

$_A(3,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-65=0$

$_A(3,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-68=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-71=0$

$_A(3,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-74=0$

$_A(3,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-80=0$

$_A(3,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-83=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-67=0$

$_A(3,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-73=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-79=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-85=0$

$_A(3,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-91=0$

$_A(3,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-75=0$

$_A(3,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-78=0$

$_A(3,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-84=0$

$_A(3,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-87=0$

$_A(3,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-93=0$

$_A(3,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-96=0$

$_A(3,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-15=0$

$_A(3,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-18=0$

$_A(3,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-21=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-24=0$

$_A(3,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-27=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-30=0$

$_A(3,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-33=0$

$_A(3,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-36=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-21=0$

$_A(3,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-27=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-33=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-39=0$

$_A(3,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-45=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-30=0$

$_A(3,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-33=0$

$_A(3,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-39=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-42=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-48=0$

$_A(3,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-51=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-39=0$

$_A(3,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-45=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-51=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-57=0$

$_A(3,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-63=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-48=0$

$_A(3,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-51=0$

$_A(3,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-54=0$

$_A(3,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-57=0$

$_A(3,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-63=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-66=0$

$_A(3,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-69=0$

$_A(3,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-72=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-57=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-69=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-75=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-66=0$

$_A(3,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-69=0$

$_A(3,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-72=0$

$_A(3,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-75=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-78=0$

$_A(3,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-81=0$

$_A(3,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-87=0$

$_A(3,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-90=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-75=0$

$_A(3,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-81=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-87=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-93=0$

$_A(3,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-99=0$

$_A(3,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-84=0$

$_A(3,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-87=0$

$_A(3,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-93=0$

$_A(3,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-96=0$

$_A(3,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-102=0$

$_A(3,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-105=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-5=0$

$_A(4,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-9=0$

$_A(4,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-13=0$

$_A(4,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-17=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-21=0$

$_A(4,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-25=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-29=0$

$_A(4,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-33=0$

$_A(4,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-37=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-6=0$

$_A(4,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-14=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-22=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-30=0$

$_A(4,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-38=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-7=0$

$_A(4,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-11=0$

$_A(4,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-19=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-23=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-31=0$

$_A(4,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-35=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-8=0$

$_A(4,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-16=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-24=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-32=0$

$_A(4,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-40=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-9=0$

$_A(4,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-13=0$

$_A(4,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-17=0$

$_A(4,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-21=0$

$_A(4,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-29=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-33=0$

$_A(4,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-37=0$

$_A(4,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-41=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-10=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-26=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-34=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-11=0$

$_A(4,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-15=0$

$_A(4,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-19=0$

$_A(4,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-23=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-27=0$

$_A(4,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-31=0$

$_A(4,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-39=0$

$_A(4,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-43=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-12=0$

$_A(4,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-20=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-28=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-36=0$

$_A(4,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-44=0$

$_A(4,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-13=0$

$_A(4,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-17=0$

$_A(4,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-25=0$

$_A(4,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-29=0$

$_A(4,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-37=0$

$_A(4,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-41=0$

$_A(4,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-10=0$

$_A(4,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-14=0$

$_A(4,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-18=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-22=0$

$_A(4,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-26=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-30=0$

$_A(4,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-34=0$

$_A(4,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-38=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-8=0$

$_A(4,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-16=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-24=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-32=0$

$_A(4,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-40=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-10=0$

$_A(4,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-14=0$

$_A(4,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-22=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-26=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-34=0$

$_A(4,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-38=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-12=0$

$_A(4,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-20=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-28=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-36=0$

$_A(4,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-44=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-14=0$

$_A(4,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-18=0$

$_A(4,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-22=0$

$_A(4,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-26=0$

$_A(4,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-34=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-38=0$

$_A(4,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-42=0$

$_A(4,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-46=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-16=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-32=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-40=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-18=0$

$_A(4,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-22=0$

$_A(4,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-26=0$

$_A(4,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-30=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-34=0$

$_A(4,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-38=0$

$_A(4,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-46=0$

$_A(4,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-50=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-20=0$

$_A(4,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-28=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-36=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-44=0$

$_A(4,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-52=0$

$_A(4,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-22=0$

$_A(4,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-26=0$

$_A(4,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-34=0$

$_A(4,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-38=0$

$_A(4,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-46=0$

$_A(4,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-50=0$

$_A(4,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(4,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-15=0$

$_A(4,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-19=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-23=0$

$_A(4,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-27=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-31=0$

$_A(4,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-35=0$

$_A(4,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-39=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(4,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-18=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-26=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-34=0$

$_A(4,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-42=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-13=0$

$_A(4,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-17=0$

$_A(4,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-25=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-29=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-37=0$

$_A(4,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-41=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-16=0$

$_A(4,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-24=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-32=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-40=0$

$_A(4,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-48=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-19=0$

$_A(4,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-23=0$

$_A(4,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-27=0$

$_A(4,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-31=0$

$_A(4,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-39=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-43=0$

$_A(4,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-47=0$

$_A(4,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-51=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-22=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-38=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-46=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-25=0$

$_A(4,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-29=0$

$_A(4,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-33=0$

$_A(4,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-37=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-41=0$

$_A(4,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-45=0$

$_A(4,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-53=0$

$_A(4,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-57=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-28=0$

$_A(4,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-36=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-44=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-52=0$

$_A(4,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-60=0$

$_A(4,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-31=0$

$_A(4,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-35=0$

$_A(4,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-43=0$

$_A(4,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-47=0$

$_A(4,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-55=0$

$_A(4,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-59=0$

$_A(4,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-12=0$

$_A(4,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-16=0$

$_A(4,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-20=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-24=0$

$_A(4,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-28=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-32=0$

$_A(4,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-36=0$

$_A(4,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-40=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-12=0$

$_A(4,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-20=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-28=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-36=0$

$_A(4,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-44=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-16=0$

$_A(4,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-20=0$

$_A(4,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-28=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-32=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-40=0$

$_A(4,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-44=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-20=0$

$_A(4,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-28=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-36=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-44=0$

$_A(4,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-52=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-24=0$

$_A(4,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-28=0$

$_A(4,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-32=0$

$_A(4,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-36=0$

$_A(4,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-44=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-48=0$

$_A(4,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-52=0$

$_A(4,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-56=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-28=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-44=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-52=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-32=0$

$_A(4,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-36=0$

$_A(4,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-40=0$

$_A(4,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-44=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-48=0$

$_A(4,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-52=0$

$_A(4,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-60=0$

$_A(4,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-64=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-36=0$

$_A(4,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-44=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-52=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-60=0$

$_A(4,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-68=0$

$_A(4,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-40=0$

$_A(4,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-44=0$

$_A(4,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-52=0$

$_A(4,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-56=0$

$_A(4,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-64=0$

$_A(4,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-68=0$

$_A(4,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(4,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-17=0$

$_A(4,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-21=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-25=0$

$_A(4,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-29=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-33=0$

$_A(4,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-37=0$

$_A(4,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-41=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-14=0$

$_A(4,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-22=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-30=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-38=0$

$_A(4,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-46=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-19=0$

$_A(4,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-23=0$

$_A(4,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-31=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-35=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-43=0$

$_A(4,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-47=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-24=0$

$_A(4,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-32=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-40=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-48=0$

$_A(4,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-56=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-29=0$

$_A(4,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-33=0$

$_A(4,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-37=0$

$_A(4,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-41=0$

$_A(4,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-49=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-53=0$

$_A(4,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-57=0$

$_A(4,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-61=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-34=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-50=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-58=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-39=0$

$_A(4,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-43=0$

$_A(4,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-47=0$

$_A(4,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-51=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-55=0$

$_A(4,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-59=0$

$_A(4,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-67=0$

$_A(4,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-71=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-44=0$

$_A(4,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-52=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-60=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-68=0$

$_A(4,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-76=0$

$_A(4,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-49=0$

$_A(4,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-53=0$

$_A(4,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-61=0$

$_A(4,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-65=0$

$_A(4,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-73=0$

$_A(4,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-77=0$

$_A(4,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-14=0$

$_A(4,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-18=0$

$_A(4,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-22=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-26=0$

$_A(4,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-30=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-34=0$

$_A(4,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-38=0$

$_A(4,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-42=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-16=0$

$_A(4,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-24=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-32=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-40=0$

$_A(4,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-48=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-22=0$

$_A(4,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-26=0$

$_A(4,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-34=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-38=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-46=0$

$_A(4,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-50=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-28=0$

$_A(4,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-36=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-44=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-52=0$

$_A(4,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-60=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-34=0$

$_A(4,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-38=0$

$_A(4,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-42=0$

$_A(4,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-46=0$

$_A(4,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-54=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-58=0$

$_A(4,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-62=0$

$_A(4,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-66=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-40=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-56=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-64=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-46=0$

$_A(4,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-50=0$

$_A(4,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-54=0$

$_A(4,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-58=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-62=0$

$_A(4,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-66=0$

$_A(4,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-74=0$

$_A(4,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-78=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-52=0$

$_A(4,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-60=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-68=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-76=0$

$_A(4,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-84=0$

$_A(4,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-58=0$

$_A(4,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-62=0$

$_A(4,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-70=0$

$_A(4,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-74=0$

$_A(4,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-82=0$

$_A(4,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-86=0$

$_A(4,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-15=0$

$_A(4,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-19=0$

$_A(4,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-23=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-27=0$

$_A(4,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-31=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-35=0$

$_A(4,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-39=0$

$_A(4,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-43=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-18=0$

$_A(4,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-26=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-34=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-42=0$

$_A(4,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-50=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-25=0$

$_A(4,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-29=0$

$_A(4,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-37=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-41=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-49=0$

$_A(4,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-53=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-32=0$

$_A(4,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-40=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-48=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-56=0$

$_A(4,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-64=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-39=0$

$_A(4,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-43=0$

$_A(4,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-47=0$

$_A(4,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-51=0$

$_A(4,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-59=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-63=0$

$_A(4,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-67=0$

$_A(4,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-71=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-46=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-62=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-70=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-53=0$

$_A(4,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-57=0$

$_A(4,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-61=0$

$_A(4,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-65=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-69=0$

$_A(4,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-73=0$

$_A(4,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-81=0$

$_A(4,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-85=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-60=0$

$_A(4,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-68=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-76=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-84=0$

$_A(4,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-92=0$

$_A(4,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-67=0$

$_A(4,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-71=0$

$_A(4,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-79=0$

$_A(4,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-83=0$

$_A(4,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-91=0$

$_A(4,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-95=0$

$_A(4,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-16=0$

$_A(4,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-20=0$

$_A(4,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-24=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-28=0$

$_A(4,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-32=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-36=0$

$_A(4,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-40=0$

$_A(4,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-44=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-20=0$

$_A(4,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-28=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-36=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-44=0$

$_A(4,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-52=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-28=0$

$_A(4,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-32=0$

$_A(4,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-40=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-44=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-52=0$

$_A(4,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-56=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-36=0$

$_A(4,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-44=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-52=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-60=0$

$_A(4,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-68=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-44=0$

$_A(4,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-48=0$

$_A(4,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-52=0$

$_A(4,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-56=0$

$_A(4,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-64=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-68=0$

$_A(4,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-72=0$

$_A(4,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-76=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-52=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-68=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-76=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-60=0$

$_A(4,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-64=0$

$_A(4,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-68=0$

$_A(4,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-72=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-76=0$

$_A(4,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-80=0$

$_A(4,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-88=0$

$_A(4,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-92=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-68=0$

$_A(4,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-76=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-84=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-92=0$

$_A(4,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-100=0$

$_A(4,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-76=0$

$_A(4,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-80=0$

$_A(4,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-88=0$

$_A(4,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-92=0$

$_A(4,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-100=0$

$_A(4,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-104=0$

$_A(4,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-17=0$

$_A(4,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-21=0$

$_A(4,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-25=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-29=0$

$_A(4,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-33=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-37=0$

$_A(4,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-41=0$

$_A(4,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-45=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-22=0$

$_A(4,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-30=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-38=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-46=0$

$_A(4,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-54=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-31=0$

$_A(4,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-35=0$

$_A(4,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-43=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-47=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-55=0$

$_A(4,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-59=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-40=0$

$_A(4,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-48=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-56=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-64=0$

$_A(4,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-72=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-49=0$

$_A(4,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-53=0$

$_A(4,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-57=0$

$_A(4,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-61=0$

$_A(4,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-69=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-73=0$

$_A(4,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-77=0$

$_A(4,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-81=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-58=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-74=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-82=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-67=0$

$_A(4,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-71=0$

$_A(4,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-75=0$

$_A(4,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-79=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-83=0$

$_A(4,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-87=0$

$_A(4,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-95=0$

$_A(4,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-99=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-76=0$

$_A(4,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-84=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-92=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-100=0$

$_A(4,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-108=0$

$_A(4,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-85=0$

$_A(4,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-89=0$

$_A(4,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-97=0$

$_A(4,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-101=0$

$_A(4,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-109=0$

$_A(4,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-113=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-6=0$

$_A(5,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-11=0$

$_A(5,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-16=0$

$_A(5,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-21=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-26=0$

$_A(5,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-31=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-36=0$

$_A(5,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-41=0$

$_A(5,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-46=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(5,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-17=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-27=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-37=0$

$_A(5,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-47=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-8=0$

$_A(5,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-13=0$

$_A(5,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-23=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-28=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-38=0$

$_A(5,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-43=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-9=0$

$_A(5,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-19=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-29=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-39=0$

$_A(5,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-49=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-10=0$

$_A(5,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-15=0$

$_A(5,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-20=0$

$_A(5,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-25=0$

$_A(5,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-35=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-40=0$

$_A(5,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-45=0$

$_A(5,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-50=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-11=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-31=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-41=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-12=0$

$_A(5,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-17=0$

$_A(5,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-22=0$

$_A(5,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-27=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-32=0$

$_A(5,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-37=0$

$_A(5,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-47=0$

$_A(5,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-52=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-13=0$

$_A(5,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-23=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-33=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-43=0$

$_A(5,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-53=0$

$_A(5,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-14=0$

$_A(5,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-19=0$

$_A(5,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-29=0$

$_A(5,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-34=0$

$_A(5,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-44=0$

$_A(5,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-49=0$

$_A(5,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-12=0$

$_A(5,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-17=0$

$_A(5,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-22=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-27=0$

$_A(5,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-32=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-37=0$

$_A(5,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-42=0$

$_A(5,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-47=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(5,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-19=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-29=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-39=0$

$_A(5,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-49=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-11=0$

$_A(5,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-16=0$

$_A(5,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-26=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-31=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-41=0$

$_A(5,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-46=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-13=0$

$_A(5,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-23=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-33=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-43=0$

$_A(5,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-53=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-15=0$

$_A(5,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-20=0$

$_A(5,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-25=0$

$_A(5,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-30=0$

$_A(5,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-40=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-45=0$

$_A(5,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-50=0$

$_A(5,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-55=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-17=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-37=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-47=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-19=0$

$_A(5,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-24=0$

$_A(5,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-29=0$

$_A(5,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-34=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-39=0$

$_A(5,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-44=0$

$_A(5,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-54=0$

$_A(5,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-59=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-21=0$

$_A(5,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-31=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-41=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-51=0$

$_A(5,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-61=0$

$_A(5,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-23=0$

$_A(5,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-28=0$

$_A(5,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-38=0$

$_A(5,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-43=0$

$_A(5,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-53=0$

$_A(5,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-58=0$

$_A(5,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(5,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-18=0$

$_A(5,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-23=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-28=0$

$_A(5,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-33=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-38=0$

$_A(5,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-43=0$

$_A(5,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-48=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(5,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-21=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-31=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-41=0$

$_A(5,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-51=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-14=0$

$_A(5,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-19=0$

$_A(5,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-29=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-34=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-44=0$

$_A(5,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-49=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-17=0$

$_A(5,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-27=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-37=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-47=0$

$_A(5,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-57=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-20=0$

$_A(5,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-25=0$

$_A(5,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-30=0$

$_A(5,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-35=0$

$_A(5,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-45=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-50=0$

$_A(5,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-55=0$

$_A(5,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-60=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-23=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-43=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-53=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-26=0$

$_A(5,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-31=0$

$_A(5,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-36=0$

$_A(5,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-41=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-46=0$

$_A(5,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-51=0$

$_A(5,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-61=0$

$_A(5,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-66=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-29=0$

$_A(5,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-39=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-49=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-59=0$

$_A(5,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-69=0$

$_A(5,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-32=0$

$_A(5,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-37=0$

$_A(5,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-47=0$

$_A(5,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-52=0$

$_A(5,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-62=0$

$_A(5,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-67=0$

$_A(5,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-14=0$

$_A(5,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-19=0$

$_A(5,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-24=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-29=0$

$_A(5,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-34=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-39=0$

$_A(5,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-44=0$

$_A(5,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-49=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-13=0$

$_A(5,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-23=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-33=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-43=0$

$_A(5,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-53=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-17=0$

$_A(5,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-22=0$

$_A(5,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-32=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-37=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-47=0$

$_A(5,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-52=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-21=0$

$_A(5,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-31=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-41=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-51=0$

$_A(5,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-61=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-25=0$

$_A(5,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-30=0$

$_A(5,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-35=0$

$_A(5,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-40=0$

$_A(5,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-50=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-55=0$

$_A(5,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-60=0$

$_A(5,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-65=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-29=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-49=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-59=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-33=0$

$_A(5,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-38=0$

$_A(5,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-43=0$

$_A(5,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-48=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-53=0$

$_A(5,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-58=0$

$_A(5,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-68=0$

$_A(5,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-73=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-37=0$

$_A(5,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-47=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-57=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-67=0$

$_A(5,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-77=0$

$_A(5,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-41=0$

$_A(5,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-46=0$

$_A(5,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-56=0$

$_A(5,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-61=0$

$_A(5,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-71=0$

$_A(5,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-76=0$

$_A(5,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-15=0$

$_A(5,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-20=0$

$_A(5,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-25=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-30=0$

$_A(5,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-35=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-40=0$

$_A(5,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-45=0$

$_A(5,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-50=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-15=0$

$_A(5,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-25=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-35=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-45=0$

$_A(5,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-55=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-20=0$

$_A(5,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-25=0$

$_A(5,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-35=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-40=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-50=0$

$_A(5,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-55=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-25=0$

$_A(5,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-35=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-45=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-55=0$

$_A(5,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-65=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-30=0$

$_A(5,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-35=0$

$_A(5,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-40=0$

$_A(5,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-45=0$

$_A(5,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-55=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-60=0$

$_A(5,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-65=0$

$_A(5,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-70=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-35=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-55=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-65=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-40=0$

$_A(5,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-45=0$

$_A(5,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-50=0$

$_A(5,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-55=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-60=0$

$_A(5,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-65=0$

$_A(5,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-75=0$

$_A(5,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-80=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-45=0$

$_A(5,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-55=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-65=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-75=0$

$_A(5,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-85=0$

$_A(5,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-50=0$

$_A(5,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-55=0$

$_A(5,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-65=0$

$_A(5,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-70=0$

$_A(5,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-80=0$

$_A(5,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-85=0$

$_A(5,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-16=0$

$_A(5,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-21=0$

$_A(5,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-26=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-31=0$

$_A(5,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-36=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-41=0$

$_A(5,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-46=0$

$_A(5,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-51=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-17=0$

$_A(5,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-27=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-37=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-47=0$

$_A(5,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-57=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-23=0$

$_A(5,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-28=0$

$_A(5,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-38=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-43=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-53=0$

$_A(5,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-58=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-29=0$

$_A(5,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-39=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-49=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-59=0$

$_A(5,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-69=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-35=0$

$_A(5,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-40=0$

$_A(5,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-45=0$

$_A(5,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-50=0$

$_A(5,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-60=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-65=0$

$_A(5,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-70=0$

$_A(5,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-75=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-41=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-61=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-71=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-47=0$

$_A(5,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-52=0$

$_A(5,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-57=0$

$_A(5,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-62=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-67=0$

$_A(5,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-72=0$

$_A(5,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-82=0$

$_A(5,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-87=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-53=0$

$_A(5,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-63=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-73=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-83=0$

$_A(5,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-93=0$

$_A(5,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-59=0$

$_A(5,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-64=0$

$_A(5,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-74=0$

$_A(5,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-79=0$

$_A(5,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-89=0$

$_A(5,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-94=0$

$_A(5,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-17=0$

$_A(5,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-22=0$

$_A(5,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-27=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-32=0$

$_A(5,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-37=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-42=0$

$_A(5,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-47=0$

$_A(5,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-52=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-19=0$

$_A(5,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-29=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-39=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-49=0$

$_A(5,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-59=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-26=0$

$_A(5,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-31=0$

$_A(5,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-41=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-46=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-56=0$

$_A(5,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-61=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-33=0$

$_A(5,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-43=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-53=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-63=0$

$_A(5,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-73=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-40=0$

$_A(5,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-45=0$

$_A(5,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-50=0$

$_A(5,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-55=0$

$_A(5,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-65=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-70=0$

$_A(5,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-75=0$

$_A(5,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-80=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-47=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-67=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-77=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-54=0$

$_A(5,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-59=0$

$_A(5,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-64=0$

$_A(5,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-69=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-74=0$

$_A(5,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-79=0$

$_A(5,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-89=0$

$_A(5,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-94=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-61=0$

$_A(5,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-71=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-81=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-91=0$

$_A(5,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-101=0$

$_A(5,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-68=0$

$_A(5,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-73=0$

$_A(5,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-83=0$

$_A(5,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-88=0$

$_A(5,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-98=0$

$_A(5,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-103=0$

$_A(5,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-18=0$

$_A(5,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-23=0$

$_A(5,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-28=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-33=0$

$_A(5,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-38=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-43=0$

$_A(5,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-48=0$

$_A(5,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-53=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-21=0$

$_A(5,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-31=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-41=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-51=0$

$_A(5,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-61=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-29=0$

$_A(5,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-34=0$

$_A(5,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-44=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-49=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-59=0$

$_A(5,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-64=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-37=0$

$_A(5,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-47=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-57=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-67=0$

$_A(5,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-77=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-45=0$

$_A(5,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-50=0$

$_A(5,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-55=0$

$_A(5,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-60=0$

$_A(5,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-70=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-75=0$

$_A(5,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-80=0$

$_A(5,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-85=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-53=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-73=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-83=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-61=0$

$_A(5,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-66=0$

$_A(5,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-71=0$

$_A(5,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-76=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-81=0$

$_A(5,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-86=0$

$_A(5,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-96=0$

$_A(5,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-101=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-69=0$

$_A(5,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-79=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-89=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-99=0$

$_A(5,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-109=0$

$_A(5,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-77=0$

$_A(5,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-82=0$

$_A(5,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-92=0$

$_A(5,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-97=0$

$_A(5,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-107=0$

$_A(5,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-112=0$

$_A(5,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-19=0$

$_A(5,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-24=0$

$_A(5,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-29=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-34=0$

$_A(5,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-39=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-44=0$

$_A(5,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-49=0$

$_A(5,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-54=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-23=0$

$_A(5,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-33=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-43=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-53=0$

$_A(5,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-63=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-32=0$

$_A(5,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-37=0$

$_A(5,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-47=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-52=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-62=0$

$_A(5,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-67=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-41=0$

$_A(5,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-51=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-61=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-71=0$

$_A(5,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-81=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-50=0$

$_A(5,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-55=0$

$_A(5,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-60=0$

$_A(5,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-65=0$

$_A(5,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-75=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-80=0$

$_A(5,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-85=0$

$_A(5,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-90=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-59=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-79=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-89=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-68=0$

$_A(5,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-73=0$

$_A(5,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-78=0$

$_A(5,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-83=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-88=0$

$_A(5,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-93=0$

$_A(5,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-103=0$

$_A(5,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-108=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-77=0$

$_A(5,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-87=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-97=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-107=0$

$_A(5,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-117=0$

$_A(5,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-86=0$

$_A(5,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-91=0$

$_A(5,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-101=0$

$_A(5,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-106=0$

$_A(5,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-116=0$

$_A(5,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-121=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-7=0$

$_A(6,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-13=0$

$_A(6,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-19=0$

$_A(6,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-25=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-31=0$

$_A(6,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-37=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-43=0$

$_A(6,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-49=0$

$_A(6,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-55=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-8=0$

$_A(6,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-20=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-32=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-44=0$

$_A(6,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-56=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-9=0$

$_A(6,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-15=0$

$_A(6,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-27=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-33=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-45=0$

$_A(6,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-51=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-10=0$

$_A(6,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-22=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-34=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-46=0$

$_A(6,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-58=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-11=0$

$_A(6,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-17=0$

$_A(6,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-23=0$

$_A(6,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-29=0$

$_A(6,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-41=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-47=0$

$_A(6,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-53=0$

$_A(6,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-59=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-12=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-36=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-48=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-13=0$

$_A(6,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-19=0$

$_A(6,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-25=0$

$_A(6,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-31=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-37=0$

$_A(6,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-43=0$

$_A(6,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-55=0$

$_A(6,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-61=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-14=0$

$_A(6,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-26=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-38=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-50=0$

$_A(6,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-62=0$

$_A(6,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-15=0$

$_A(6,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-21=0$

$_A(6,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-33=0$

$_A(6,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-39=0$

$_A(6,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-51=0$

$_A(6,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-57=0$

$_A(6,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-14=0$

$_A(6,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-20=0$

$_A(6,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-26=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-32=0$

$_A(6,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-38=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-44=0$

$_A(6,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-50=0$

$_A(6,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-56=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(6,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-22=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-34=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-46=0$

$_A(6,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-58=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-12=0$

$_A(6,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-18=0$

$_A(6,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-30=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-36=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-48=0$

$_A(6,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-54=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-14=0$

$_A(6,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-26=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-38=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-50=0$

$_A(6,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-62=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-16=0$

$_A(6,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-22=0$

$_A(6,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-28=0$

$_A(6,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-34=0$

$_A(6,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-46=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-52=0$

$_A(6,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-58=0$

$_A(6,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-64=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-18=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-42=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-54=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-20=0$

$_A(6,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-26=0$

$_A(6,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-32=0$

$_A(6,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-38=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-44=0$

$_A(6,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-50=0$

$_A(6,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-62=0$

$_A(6,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-68=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-22=0$

$_A(6,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-34=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-46=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-58=0$

$_A(6,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-70=0$

$_A(6,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-24=0$

$_A(6,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-30=0$

$_A(6,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-42=0$

$_A(6,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-48=0$

$_A(6,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-60=0$

$_A(6,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-66=0$

$_A(6,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-15=0$

$_A(6,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-21=0$

$_A(6,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-27=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-33=0$

$_A(6,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-39=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-45=0$

$_A(6,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-51=0$

$_A(6,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-57=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-12=0$

$_A(6,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-24=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-36=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-48=0$

$_A(6,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-60=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-15=0$

$_A(6,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-21=0$

$_A(6,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-33=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-39=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-51=0$

$_A(6,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-57=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-18=0$

$_A(6,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-30=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-42=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-54=0$

$_A(6,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-66=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-21=0$

$_A(6,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-27=0$

$_A(6,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-33=0$

$_A(6,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-39=0$

$_A(6,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-51=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-57=0$

$_A(6,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-63=0$

$_A(6,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-69=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-24=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-48=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-60=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-27=0$

$_A(6,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-33=0$

$_A(6,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-39=0$

$_A(6,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-45=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-51=0$

$_A(6,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-57=0$

$_A(6,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-69=0$

$_A(6,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-75=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-30=0$

$_A(6,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-42=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-54=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-66=0$

$_A(6,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-78=0$

$_A(6,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-33=0$

$_A(6,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-39=0$

$_A(6,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-51=0$

$_A(6,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-57=0$

$_A(6,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-69=0$

$_A(6,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-75=0$

$_A(6,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-16=0$

$_A(6,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-22=0$

$_A(6,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-28=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-34=0$

$_A(6,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-40=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-46=0$

$_A(6,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-52=0$

$_A(6,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-58=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-14=0$

$_A(6,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-26=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-38=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-50=0$

$_A(6,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-62=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-18=0$

$_A(6,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-24=0$

$_A(6,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-36=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-42=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-54=0$

$_A(6,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-60=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-22=0$

$_A(6,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-34=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-46=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-58=0$

$_A(6,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-70=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-26=0$

$_A(6,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-32=0$

$_A(6,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-38=0$

$_A(6,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-44=0$

$_A(6,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-56=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-62=0$

$_A(6,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-68=0$

$_A(6,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-74=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-30=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-54=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-66=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-34=0$

$_A(6,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-40=0$

$_A(6,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-46=0$

$_A(6,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-52=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-58=0$

$_A(6,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-64=0$

$_A(6,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-76=0$

$_A(6,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-82=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-38=0$

$_A(6,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-50=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-62=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-74=0$

$_A(6,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-86=0$

$_A(6,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-42=0$

$_A(6,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-48=0$

$_A(6,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-60=0$

$_A(6,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-66=0$

$_A(6,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-78=0$

$_A(6,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-84=0$

$_A(6,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-17=0$

$_A(6,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-23=0$

$_A(6,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-29=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-35=0$

$_A(6,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-41=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-47=0$

$_A(6,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-53=0$

$_A(6,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-59=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-16=0$

$_A(6,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-28=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-40=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-52=0$

$_A(6,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-64=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-21=0$

$_A(6,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-27=0$

$_A(6,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-39=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-45=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-57=0$

$_A(6,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-63=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-26=0$

$_A(6,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-38=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-50=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-62=0$

$_A(6,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-74=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-31=0$

$_A(6,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-37=0$

$_A(6,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-43=0$

$_A(6,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-49=0$

$_A(6,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-61=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-67=0$

$_A(6,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-73=0$

$_A(6,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-79=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-36=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-60=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-72=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-41=0$

$_A(6,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-47=0$

$_A(6,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-53=0$

$_A(6,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-59=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-65=0$

$_A(6,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-71=0$

$_A(6,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-83=0$

$_A(6,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-89=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-46=0$

$_A(6,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-58=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-70=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-82=0$

$_A(6,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-94=0$

$_A(6,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-51=0$

$_A(6,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-57=0$

$_A(6,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-69=0$

$_A(6,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-75=0$

$_A(6,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-87=0$

$_A(6,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-93=0$

$_A(6,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-18=0$

$_A(6,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-24=0$

$_A(6,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-30=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-36=0$

$_A(6,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-42=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-48=0$

$_A(6,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-54=0$

$_A(6,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-60=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-18=0$

$_A(6,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-30=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-42=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-54=0$

$_A(6,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-66=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-24=0$

$_A(6,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-30=0$

$_A(6,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-42=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-48=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-60=0$

$_A(6,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-66=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-30=0$

$_A(6,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-42=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-54=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-66=0$

$_A(6,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-78=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-36=0$

$_A(6,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-42=0$

$_A(6,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-48=0$

$_A(6,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-54=0$

$_A(6,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-66=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-72=0$

$_A(6,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-78=0$

$_A(6,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-84=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-42=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-66=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-78=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-48=0$

$_A(6,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-54=0$

$_A(6,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-60=0$

$_A(6,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-66=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-72=0$

$_A(6,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-78=0$

$_A(6,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-90=0$

$_A(6,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-96=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-54=0$

$_A(6,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-66=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-78=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-90=0$

$_A(6,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-102=0$

$_A(6,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-60=0$

$_A(6,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-66=0$

$_A(6,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-78=0$

$_A(6,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-84=0$

$_A(6,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-96=0$

$_A(6,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-102=0$

$_A(6,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-19=0$

$_A(6,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-25=0$

$_A(6,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-31=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-37=0$

$_A(6,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-43=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-49=0$

$_A(6,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-55=0$

$_A(6,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-61=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-20=0$

$_A(6,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-32=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-44=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-56=0$

$_A(6,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-68=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-27=0$

$_A(6,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-33=0$

$_A(6,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-45=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-51=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-63=0$

$_A(6,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-69=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-34=0$

$_A(6,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-46=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-58=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-70=0$

$_A(6,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-82=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-41=0$

$_A(6,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-47=0$

$_A(6,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-53=0$

$_A(6,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-59=0$

$_A(6,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-71=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-77=0$

$_A(6,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-83=0$

$_A(6,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-89=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-48=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-72=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-84=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-55=0$

$_A(6,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-61=0$

$_A(6,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-67=0$

$_A(6,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-73=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-79=0$

$_A(6,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-85=0$

$_A(6,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-97=0$

$_A(6,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-103=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-62=0$

$_A(6,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-74=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-86=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-98=0$

$_A(6,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-110=0$

$_A(6,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-69=0$

$_A(6,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-75=0$

$_A(6,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-87=0$

$_A(6,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-93=0$

$_A(6,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-105=0$

$_A(6,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-111=0$

$_A(6,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-20=0$

$_A(6,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-26=0$

$_A(6,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-32=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-38=0$

$_A(6,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-44=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-50=0$

$_A(6,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-56=0$

$_A(6,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-62=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-22=0$

$_A(6,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-34=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-46=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-58=0$

$_A(6,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-70=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-30=0$

$_A(6,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-36=0$

$_A(6,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-48=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-54=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-66=0$

$_A(6,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-72=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-38=0$

$_A(6,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-50=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-62=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-74=0$

$_A(6,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-86=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-46=0$

$_A(6,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-52=0$

$_A(6,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-58=0$

$_A(6,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-64=0$

$_A(6,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-76=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-82=0$

$_A(6,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-88=0$

$_A(6,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-94=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-54=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-78=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-90=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-62=0$

$_A(6,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-68=0$

$_A(6,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-74=0$

$_A(6,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-80=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-86=0$

$_A(6,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-92=0$

$_A(6,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-104=0$

$_A(6,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-110=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-70=0$

$_A(6,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-82=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-94=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-106=0$

$_A(6,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-118=0$

$_A(6,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-78=0$

$_A(6,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-84=0$

$_A(6,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-96=0$

$_A(6,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-102=0$

$_A(6,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-114=0$

$_A(6,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-120=0$

$_A(6,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-21=0$

$_A(6,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-27=0$

$_A(6,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-33=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-39=0$

$_A(6,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-45=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-51=0$

$_A(6,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-57=0$

$_A(6,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-63=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-24=0$

$_A(6,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-36=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-48=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-60=0$

$_A(6,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-72=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-33=0$

$_A(6,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-39=0$

$_A(6,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-51=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-57=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-69=0$

$_A(6,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-75=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-42=0$

$_A(6,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-54=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-66=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-78=0$

$_A(6,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-90=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-51=0$

$_A(6,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-57=0$

$_A(6,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-63=0$

$_A(6,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-69=0$

$_A(6,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-81=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-87=0$

$_A(6,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-93=0$

$_A(6,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-99=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-60=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-84=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-96=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-69=0$

$_A(6,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-75=0$

$_A(6,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-81=0$

$_A(6,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-87=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-93=0$

$_A(6,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-99=0$

$_A(6,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-111=0$

$_A(6,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-117=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-78=0$

$_A(6,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-90=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-102=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-114=0$

$_A(6,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-126=0$

$_A(6,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-87=0$

$_A(6,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-93=0$

$_A(6,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-105=0$

$_A(6,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-111=0$

$_A(6,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-123=0$

$_A(6,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-129=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-8=0$

$_A(7,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-15=0$

$_A(7,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-22=0$

$_A(7,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-29=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-36=0$

$_A(7,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-43=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-50=0$

$_A(7,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-57=0$

$_A(7,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-64=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(7,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-23=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-37=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-51=0$

$_A(7,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-65=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-10=0$

$_A(7,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-17=0$

$_A(7,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-31=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-38=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-52=0$

$_A(7,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-59=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-11=0$

$_A(7,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-25=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-39=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-53=0$

$_A(7,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-67=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-12=0$

$_A(7,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-19=0$

$_A(7,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-26=0$

$_A(7,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-33=0$

$_A(7,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-47=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-54=0$

$_A(7,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-61=0$

$_A(7,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-68=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-13=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-41=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-55=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-14=0$

$_A(7,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-21=0$

$_A(7,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-28=0$

$_A(7,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-35=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-42=0$

$_A(7,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-49=0$

$_A(7,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-63=0$

$_A(7,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-70=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-15=0$

$_A(7,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-29=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-43=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-57=0$

$_A(7,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-71=0$

$_A(7,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-16=0$

$_A(7,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-23=0$

$_A(7,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-37=0$

$_A(7,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-44=0$

$_A(7,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-58=0$

$_A(7,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-65=0$

$_A(7,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-16=0$

$_A(7,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-23=0$

$_A(7,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-30=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-37=0$

$_A(7,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-44=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-51=0$

$_A(7,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-58=0$

$_A(7,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-65=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(7,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-25=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-39=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-53=0$

$_A(7,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-67=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-13=0$

$_A(7,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-20=0$

$_A(7,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-34=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-41=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-55=0$

$_A(7,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-62=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-15=0$

$_A(7,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-29=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-43=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-57=0$

$_A(7,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-71=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-17=0$

$_A(7,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-24=0$

$_A(7,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-31=0$

$_A(7,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-38=0$

$_A(7,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-52=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-59=0$

$_A(7,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-66=0$

$_A(7,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-73=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-19=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-47=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-61=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-21=0$

$_A(7,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-28=0$

$_A(7,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-35=0$

$_A(7,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-42=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-49=0$

$_A(7,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-56=0$

$_A(7,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-70=0$

$_A(7,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-77=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-23=0$

$_A(7,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-37=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-51=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-65=0$

$_A(7,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-79=0$

$_A(7,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-25=0$

$_A(7,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-32=0$

$_A(7,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-46=0$

$_A(7,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-53=0$

$_A(7,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-67=0$

$_A(7,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-74=0$

$_A(7,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-17=0$

$_A(7,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-24=0$

$_A(7,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-31=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-38=0$

$_A(7,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-45=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-52=0$

$_A(7,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-59=0$

$_A(7,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-66=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-13=0$

$_A(7,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-27=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-41=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-55=0$

$_A(7,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-69=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-16=0$

$_A(7,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-23=0$

$_A(7,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-37=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-44=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-58=0$

$_A(7,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-65=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-19=0$

$_A(7,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-33=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-47=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-61=0$

$_A(7,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-75=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-22=0$

$_A(7,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-29=0$

$_A(7,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-36=0$

$_A(7,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-43=0$

$_A(7,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-57=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-64=0$

$_A(7,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-71=0$

$_A(7,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-78=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-25=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-53=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-67=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-28=0$

$_A(7,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-35=0$

$_A(7,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-42=0$

$_A(7,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-49=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-56=0$

$_A(7,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-63=0$

$_A(7,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-77=0$

$_A(7,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-84=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-31=0$

$_A(7,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-45=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-59=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-73=0$

$_A(7,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-87=0$

$_A(7,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-34=0$

$_A(7,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-41=0$

$_A(7,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-55=0$

$_A(7,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-62=0$

$_A(7,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-76=0$

$_A(7,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-83=0$

$_A(7,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-18=0$

$_A(7,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-25=0$

$_A(7,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-32=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-39=0$

$_A(7,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-46=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-53=0$

$_A(7,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-60=0$

$_A(7,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-67=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-15=0$

$_A(7,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-29=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-43=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-57=0$

$_A(7,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-71=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-19=0$

$_A(7,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-26=0$

$_A(7,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-40=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-47=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-61=0$

$_A(7,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-68=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-23=0$

$_A(7,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-37=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-51=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-65=0$

$_A(7,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-79=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-27=0$

$_A(7,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-34=0$

$_A(7,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-41=0$

$_A(7,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-48=0$

$_A(7,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-62=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-69=0$

$_A(7,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-76=0$

$_A(7,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-83=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-31=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-59=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-73=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-35=0$

$_A(7,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-42=0$

$_A(7,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-49=0$

$_A(7,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-56=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-63=0$

$_A(7,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-70=0$

$_A(7,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-84=0$

$_A(7,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-91=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-39=0$

$_A(7,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-53=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-67=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-81=0$

$_A(7,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-95=0$

$_A(7,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-43=0$

$_A(7,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-50=0$

$_A(7,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-64=0$

$_A(7,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-71=0$

$_A(7,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-85=0$

$_A(7,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-92=0$

$_A(7,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-19=0$

$_A(7,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-26=0$

$_A(7,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-33=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-40=0$

$_A(7,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-47=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-54=0$

$_A(7,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-61=0$

$_A(7,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-68=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-17=0$

$_A(7,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-31=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-45=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-59=0$

$_A(7,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-73=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-22=0$

$_A(7,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-29=0$

$_A(7,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-43=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-50=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-64=0$

$_A(7,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-71=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-27=0$

$_A(7,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-41=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-55=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-69=0$

$_A(7,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-83=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-32=0$

$_A(7,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-39=0$

$_A(7,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-46=0$

$_A(7,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-53=0$

$_A(7,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-67=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-74=0$

$_A(7,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-81=0$

$_A(7,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-88=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-37=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-65=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-79=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-42=0$

$_A(7,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-49=0$

$_A(7,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-56=0$

$_A(7,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-63=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-70=0$

$_A(7,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-77=0$

$_A(7,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-91=0$

$_A(7,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-98=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-47=0$

$_A(7,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-61=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-75=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-89=0$

$_A(7,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-103=0$

$_A(7,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-52=0$

$_A(7,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-59=0$

$_A(7,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-73=0$

$_A(7,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-80=0$

$_A(7,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-94=0$

$_A(7,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-101=0$

$_A(7,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-20=0$

$_A(7,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-27=0$

$_A(7,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-34=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-41=0$

$_A(7,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-48=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-55=0$

$_A(7,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-62=0$

$_A(7,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-69=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-19=0$

$_A(7,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-33=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-47=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-61=0$

$_A(7,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-75=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-25=0$

$_A(7,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-32=0$

$_A(7,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-46=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-53=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-67=0$

$_A(7,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-74=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-31=0$

$_A(7,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-45=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-59=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-73=0$

$_A(7,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-87=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-37=0$

$_A(7,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-44=0$

$_A(7,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-51=0$

$_A(7,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-58=0$

$_A(7,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-72=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-79=0$

$_A(7,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-86=0$

$_A(7,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-93=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-43=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-71=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-85=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-49=0$

$_A(7,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-56=0$

$_A(7,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-63=0$

$_A(7,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-70=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-77=0$

$_A(7,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-84=0$

$_A(7,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-98=0$

$_A(7,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-105=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-55=0$

$_A(7,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-69=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-83=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-97=0$

$_A(7,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-111=0$

$_A(7,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-61=0$

$_A(7,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-68=0$

$_A(7,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-82=0$

$_A(7,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-89=0$

$_A(7,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-103=0$

$_A(7,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-110=0$

$_A(7,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-21=0$

$_A(7,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-28=0$

$_A(7,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-35=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-42=0$

$_A(7,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-49=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-56=0$

$_A(7,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-63=0$

$_A(7,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-70=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-21=0$

$_A(7,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-35=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-49=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-63=0$

$_A(7,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-77=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-28=0$

$_A(7,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-35=0$

$_A(7,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-49=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-56=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-70=0$

$_A(7,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-77=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-35=0$

$_A(7,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-49=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-63=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-77=0$

$_A(7,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-91=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-42=0$

$_A(7,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-49=0$

$_A(7,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-56=0$

$_A(7,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-63=0$

$_A(7,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-77=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-84=0$

$_A(7,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-91=0$

$_A(7,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-98=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-49=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-77=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-91=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-56=0$

$_A(7,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-63=0$

$_A(7,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-70=0$

$_A(7,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-77=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-84=0$

$_A(7,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-91=0$

$_A(7,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-105=0$

$_A(7,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-112=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-63=0$

$_A(7,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-77=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-91=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-105=0$

$_A(7,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-119=0$

$_A(7,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-70=0$

$_A(7,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-77=0$

$_A(7,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-91=0$

$_A(7,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-98=0$

$_A(7,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-112=0$

$_A(7,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-119=0$

$_A(7,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-22=0$

$_A(7,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-29=0$

$_A(7,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-36=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-43=0$

$_A(7,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-50=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-57=0$

$_A(7,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-64=0$

$_A(7,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-71=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-23=0$

$_A(7,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-37=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-51=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-65=0$

$_A(7,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-79=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-31=0$

$_A(7,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-38=0$

$_A(7,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-52=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-59=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-73=0$

$_A(7,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-80=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-39=0$

$_A(7,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-53=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-67=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-81=0$

$_A(7,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-95=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-47=0$

$_A(7,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-54=0$

$_A(7,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-61=0$

$_A(7,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-68=0$

$_A(7,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-82=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-89=0$

$_A(7,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-96=0$

$_A(7,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-103=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-55=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-83=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-97=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-63=0$

$_A(7,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-70=0$

$_A(7,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-77=0$

$_A(7,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-84=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-91=0$

$_A(7,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-98=0$

$_A(7,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-112=0$

$_A(7,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-119=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-71=0$

$_A(7,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-85=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-99=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-113=0$

$_A(7,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-127=0$

$_A(7,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-79=0$

$_A(7,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-86=0$

$_A(7,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-100=0$

$_A(7,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-107=0$

$_A(7,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-121=0$

$_A(7,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-128=0$

$_A(7,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-23=0$

$_A(7,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-30=0$

$_A(7,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-37=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-44=0$

$_A(7,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-51=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-58=0$

$_A(7,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-65=0$

$_A(7,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-72=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-25=0$

$_A(7,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-39=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-53=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-67=0$

$_A(7,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-81=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-34=0$

$_A(7,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-41=0$

$_A(7,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-55=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-62=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-76=0$

$_A(7,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-83=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-43=0$

$_A(7,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-57=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-71=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-85=0$

$_A(7,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-99=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-52=0$

$_A(7,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-59=0$

$_A(7,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-66=0$

$_A(7,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-73=0$

$_A(7,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-87=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-94=0$

$_A(7,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-101=0$

$_A(7,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-108=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-61=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-89=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-103=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-70=0$

$_A(7,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-77=0$

$_A(7,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-84=0$

$_A(7,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-91=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-98=0$

$_A(7,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-105=0$

$_A(7,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-119=0$

$_A(7,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-126=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-79=0$

$_A(7,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-93=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-107=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-121=0$

$_A(7,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-135=0$

$_A(7,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-88=0$

$_A(7,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-95=0$

$_A(7,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-109=0$

$_A(7,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-116=0$

$_A(7,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-130=0$

$_A(7,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-137=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y-9=0$

$_A(8,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-17=0$

$_A(8,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-25=0$

$_A(8,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-33=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-41=0$

$_A(8,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-49=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-57=0$

$_A(8,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-65=0$

$_A(8,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-73=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(8,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-26=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-42=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-58=0$

$_A(8,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-74=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-11=0$

$_A(8,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-19=0$

$_A(8,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-35=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-43=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-59=0$

$_A(8,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-67=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-12=0$

$_A(8,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-28=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-44=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-60=0$

$_A(8,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-76=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-13=0$

$_A(8,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-21=0$

$_A(8,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-29=0$

$_A(8,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-37=0$

$_A(8,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-53=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-61=0$

$_A(8,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-69=0$

$_A(8,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-77=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-14=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-46=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-62=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-15=0$

$_A(8,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-23=0$

$_A(8,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-31=0$

$_A(8,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-39=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-47=0$

$_A(8,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-55=0$

$_A(8,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-71=0$

$_A(8,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-79=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-16=0$

$_A(8,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-32=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-48=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-64=0$

$_A(8,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-80=0$

$_A(8,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-17=0$

$_A(8,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-25=0$

$_A(8,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-41=0$

$_A(8,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-49=0$

$_A(8,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-65=0$

$_A(8,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-73=0$

$_A(8,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-18=0$

$_A(8,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-26=0$

$_A(8,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-34=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-42=0$

$_A(8,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-50=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-58=0$

$_A(8,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-66=0$

$_A(8,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-74=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-12=0$

$_A(8,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-28=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-44=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-60=0$

$_A(8,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-76=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-14=0$

$_A(8,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-22=0$

$_A(8,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-38=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-46=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-62=0$

$_A(8,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-70=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-16=0$

$_A(8,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-32=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-48=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-64=0$

$_A(8,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-80=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-18=0$

$_A(8,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-26=0$

$_A(8,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-34=0$

$_A(8,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-42=0$

$_A(8,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-58=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-66=0$

$_A(8,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-74=0$

$_A(8,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-82=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-20=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-52=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-68=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-22=0$

$_A(8,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-30=0$

$_A(8,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-38=0$

$_A(8,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-46=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-54=0$

$_A(8,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-62=0$

$_A(8,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-78=0$

$_A(8,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-86=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-24=0$

$_A(8,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-40=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-56=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-72=0$

$_A(8,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-88=0$

$_A(8,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-26=0$

$_A(8,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-34=0$

$_A(8,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-50=0$

$_A(8,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-58=0$

$_A(8,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-74=0$

$_A(8,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-82=0$

$_A(8,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-19=0$

$_A(8,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-27=0$

$_A(8,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-35=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-43=0$

$_A(8,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-51=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-59=0$

$_A(8,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-67=0$

$_A(8,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-75=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-14=0$

$_A(8,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-30=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-46=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-62=0$

$_A(8,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-78=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-17=0$

$_A(8,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-25=0$

$_A(8,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-41=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-49=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-65=0$

$_A(8,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-73=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-20=0$

$_A(8,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-36=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-52=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-68=0$

$_A(8,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-84=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-23=0$

$_A(8,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-31=0$

$_A(8,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-39=0$

$_A(8,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-47=0$

$_A(8,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-63=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-71=0$

$_A(8,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-79=0$

$_A(8,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-87=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-26=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-58=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-74=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-29=0$

$_A(8,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-37=0$

$_A(8,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-45=0$

$_A(8,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-53=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-61=0$

$_A(8,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-69=0$

$_A(8,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-85=0$

$_A(8,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-93=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-32=0$

$_A(8,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-48=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-64=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-80=0$

$_A(8,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-96=0$

$_A(8,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-35=0$

$_A(8,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-43=0$

$_A(8,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-59=0$

$_A(8,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-67=0$

$_A(8,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-83=0$

$_A(8,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-91=0$

$_A(8,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-20=0$

$_A(8,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-28=0$

$_A(8,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-36=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-44=0$

$_A(8,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-52=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-60=0$

$_A(8,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-68=0$

$_A(8,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-76=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-16=0$

$_A(8,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-32=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-48=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-64=0$

$_A(8,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-80=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-20=0$

$_A(8,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-28=0$

$_A(8,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-44=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-52=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-68=0$

$_A(8,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-76=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-24=0$

$_A(8,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-40=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-56=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-72=0$

$_A(8,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-88=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-28=0$

$_A(8,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-36=0$

$_A(8,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-44=0$

$_A(8,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-52=0$

$_A(8,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-68=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-76=0$

$_A(8,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-84=0$

$_A(8,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-92=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-32=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-64=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-80=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-36=0$

$_A(8,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-44=0$

$_A(8,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-52=0$

$_A(8,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-60=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-68=0$

$_A(8,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-76=0$

$_A(8,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-92=0$

$_A(8,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-100=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-40=0$

$_A(8,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-56=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-72=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-88=0$

$_A(8,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-104=0$

$_A(8,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-44=0$

$_A(8,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-52=0$

$_A(8,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-68=0$

$_A(8,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-76=0$

$_A(8,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-92=0$

$_A(8,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-100=0$

$_A(8,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-21=0$

$_A(8,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-29=0$

$_A(8,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-37=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-45=0$

$_A(8,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-53=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-61=0$

$_A(8,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-69=0$

$_A(8,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-77=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-18=0$

$_A(8,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-34=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-50=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-66=0$

$_A(8,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-82=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-23=0$

$_A(8,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-31=0$

$_A(8,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-47=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-55=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-71=0$

$_A(8,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-79=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-28=0$

$_A(8,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-44=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-60=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-76=0$

$_A(8,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-92=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-33=0$

$_A(8,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-41=0$

$_A(8,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-49=0$

$_A(8,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-57=0$

$_A(8,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-73=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-81=0$

$_A(8,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-89=0$

$_A(8,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-97=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-38=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-70=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-86=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-43=0$

$_A(8,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-51=0$

$_A(8,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-59=0$

$_A(8,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-67=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-75=0$

$_A(8,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-83=0$

$_A(8,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-99=0$

$_A(8,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-107=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-48=0$

$_A(8,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-64=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-80=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-96=0$

$_A(8,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-112=0$

$_A(8,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-53=0$

$_A(8,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-61=0$

$_A(8,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-77=0$

$_A(8,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-85=0$

$_A(8,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-101=0$

$_A(8,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-109=0$

$_A(8,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-22=0$

$_A(8,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-30=0$

$_A(8,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-38=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-46=0$

$_A(8,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-54=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-62=0$

$_A(8,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-70=0$

$_A(8,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-78=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-20=0$

$_A(8,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-36=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-52=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-68=0$

$_A(8,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-84=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-26=0$

$_A(8,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-34=0$

$_A(8,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-50=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-58=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-74=0$

$_A(8,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-82=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-32=0$

$_A(8,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-48=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-64=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-80=0$

$_A(8,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-96=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-38=0$

$_A(8,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-46=0$

$_A(8,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-54=0$

$_A(8,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-62=0$

$_A(8,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-78=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-86=0$

$_A(8,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-94=0$

$_A(8,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-102=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-44=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-76=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-92=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-50=0$

$_A(8,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-58=0$

$_A(8,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-66=0$

$_A(8,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-74=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-82=0$

$_A(8,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-90=0$

$_A(8,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-106=0$

$_A(8,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-114=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-56=0$

$_A(8,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-72=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-88=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-104=0$

$_A(8,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-120=0$

$_A(8,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-62=0$

$_A(8,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-70=0$

$_A(8,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-86=0$

$_A(8,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-94=0$

$_A(8,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-110=0$

$_A(8,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-118=0$

$_A(8,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-23=0$

$_A(8,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-31=0$

$_A(8,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-39=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-47=0$

$_A(8,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-55=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-63=0$

$_A(8,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-71=0$

$_A(8,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-79=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-22=0$

$_A(8,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-38=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-54=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-70=0$

$_A(8,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-86=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-29=0$

$_A(8,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-37=0$

$_A(8,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-53=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-61=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-77=0$

$_A(8,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-85=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-36=0$

$_A(8,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-52=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-68=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-84=0$

$_A(8,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-100=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-43=0$

$_A(8,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-51=0$

$_A(8,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-59=0$

$_A(8,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-67=0$

$_A(8,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-83=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-91=0$

$_A(8,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-99=0$

$_A(8,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-107=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-50=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-82=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-98=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-57=0$

$_A(8,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-65=0$

$_A(8,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-73=0$

$_A(8,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-81=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-89=0$

$_A(8,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-97=0$

$_A(8,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-113=0$

$_A(8,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-121=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-64=0$

$_A(8,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-80=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-96=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-112=0$

$_A(8,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-128=0$

$_A(8,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-71=0$

$_A(8,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-79=0$

$_A(8,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-95=0$

$_A(8,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-103=0$

$_A(8,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-119=0$

$_A(8,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-127=0$

$_A(8,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-24=0$

$_A(8,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-32=0$

$_A(8,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-40=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-48=0$

$_A(8,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-56=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-64=0$

$_A(8,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-72=0$

$_A(8,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-80=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-24=0$

$_A(8,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-40=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-56=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-72=0$

$_A(8,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-88=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-32=0$

$_A(8,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-40=0$

$_A(8,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-56=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-64=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-80=0$

$_A(8,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-88=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-40=0$

$_A(8,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-56=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-72=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-88=0$

$_A(8,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-104=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-48=0$

$_A(8,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-56=0$

$_A(8,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-64=0$

$_A(8,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-72=0$

$_A(8,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-88=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-96=0$

$_A(8,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-104=0$

$_A(8,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-112=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-56=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-88=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-104=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-64=0$

$_A(8,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-72=0$

$_A(8,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-80=0$

$_A(8,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-88=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-96=0$

$_A(8,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-104=0$

$_A(8,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-120=0$

$_A(8,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-128=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-72=0$

$_A(8,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-88=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-104=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-120=0$

$_A(8,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-136=0$

$_A(8,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-80=0$

$_A(8,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-88=0$

$_A(8,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-104=0$

$_A(8,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-112=0$

$_A(8,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-128=0$

$_A(8,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-136=0$

$_A(8,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-25=0$

$_A(8,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-33=0$

$_A(8,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-41=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-49=0$

$_A(8,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-57=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-65=0$

$_A(8,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-73=0$

$_A(8,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y-81=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-26=0$

$_A(8,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-42=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-58=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-74=0$

$_A(8,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-90=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-35=0$

$_A(8,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-43=0$

$_A(8,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-59=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-67=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-83=0$

$_A(8,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-91=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-44=0$

$_A(8,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-60=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-76=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-92=0$

$_A(8,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-108=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-53=0$

$_A(8,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-61=0$

$_A(8,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-69=0$

$_A(8,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-77=0$

$_A(8,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-93=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-101=0$

$_A(8,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-109=0$

$_A(8,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-117=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-62=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-94=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-110=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-71=0$

$_A(8,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-79=0$

$_A(8,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-87=0$

$_A(8,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-95=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-103=0$

$_A(8,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-111=0$

$_A(8,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-127=0$

$_A(8,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-135=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-80=0$

$_A(8,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-96=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-112=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-128=0$

$_A(8,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-144=0$

$_A(8,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-89=0$

$_A(8,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-97=0$

$_A(8,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-113=0$

$_A(8,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-121=0$

$_A(8,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-137=0$

$_A(8,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-145=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+2=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+3=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+4=0$

$_A(1,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+5=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+6=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+7=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+8=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-1=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+1=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+3=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+5=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+7=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-2=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-1=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+1=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+2=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+4=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+5=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-3=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-1=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+1=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+3=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+5=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-4=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-3=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-2=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-1=0$

$_A(1,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+1=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+2=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+3=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+4=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-5=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-1=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+1=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-6=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-5=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-4=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-3=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-2=0$

$_A(1,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-1=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+1=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+2=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-7=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-5=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-3=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-1=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+1=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-8=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-7=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-5=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-4=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-2=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-1=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+1=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+2=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+3=0$

$_A(1,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+4=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+5=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+6=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+7=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-3=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-1=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+1=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+3=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+5=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-5=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-4=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-2=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-1=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+1=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+2=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-7=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-5=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-3=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-1=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+1=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-9=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-8=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-7=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-6=0$

$_A(1,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-4=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-3=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-2=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-1=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-11=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-7=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-5=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-13=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-12=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-11=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-10=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-9=0$

$_A(1,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-8=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-6=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-5=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-15=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-13=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-11=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-9=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-7=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-17=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-16=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-14=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-13=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-11=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-10=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+1=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+2=0$

$_A(1,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+3=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+4=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+5=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+6=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-5=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-3=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-1=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+1=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+3=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-8=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-7=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-5=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-4=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-2=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-1=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-11=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-9=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-7=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-5=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-3=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-14=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-13=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-12=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-11=0$

$_A(1,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-9=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-8=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-7=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-6=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-17=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-13=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-11=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-20=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-19=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-18=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-17=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-16=0$

$_A(1,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-15=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-13=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-12=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-23=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-21=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-19=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-17=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-15=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-26=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-25=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-23=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-22=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-20=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-19=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-2=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-1=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+1=0$

$_A(1,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+2=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+3=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+4=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+5=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-7=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-5=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-3=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-1=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+1=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-11=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-10=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-8=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-7=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-5=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-4=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-15=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-13=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-11=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-9=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-7=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-19=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-18=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-17=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-16=0$

$_A(1,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-14=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-13=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-12=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-11=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-23=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-19=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-17=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-27=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-26=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-25=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-24=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-23=0$

$_A(1,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-22=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-20=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-19=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-31=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-29=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-27=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-25=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-23=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-35=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-34=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-32=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-31=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-29=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-28=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-2=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-1=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y=0$

$_A(1,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+1=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+2=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+3=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+4=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-7=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-5=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-3=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-1=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-14=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-13=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-11=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-10=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-8=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-7=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-19=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-17=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-15=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-13=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-11=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-24=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-23=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-22=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-21=0$

$_A(1,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-19=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-18=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-17=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-16=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-29=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-25=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-23=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-34=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-33=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-32=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-31=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-30=0$

$_A(1,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-29=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-27=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-26=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-39=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-37=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-35=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-33=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-31=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-44=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-43=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-41=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-40=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-38=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-37=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-4=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-3=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-2=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-1=0$

$_A(1,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+1=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+2=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+3=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-9=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-7=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-5=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-3=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-17=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-16=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-14=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-13=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-11=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-10=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-23=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-21=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-19=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-17=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-15=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-29=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-28=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-27=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-26=0$

$_A(1,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-24=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-23=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-22=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-21=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-35=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-31=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-29=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-41=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-40=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-39=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-38=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-37=0$

$_A(1,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-36=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-34=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-33=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-47=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-45=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-43=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-41=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-39=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-53=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-52=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-50=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-49=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-47=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-46=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-4=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-3=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-2=0$

$_A(1,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-1=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+1=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+2=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-13=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-11=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-9=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-7=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-5=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-20=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-19=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-17=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-16=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-14=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-13=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-27=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-25=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-23=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-21=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-19=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-34=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-33=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-32=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-31=0$

$_A(1,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-29=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-28=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-27=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-26=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-41=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-37=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-35=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-48=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-47=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-46=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-45=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-44=0$

$_A(1,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-43=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-41=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-40=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-55=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-53=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-51=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-49=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-47=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-62=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-61=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-59=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-58=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-56=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-55=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-6=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-5=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-4=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-3=0$

$_A(1,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-2=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-1=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+1=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-15=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-13=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-11=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-9=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-7=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-23=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-22=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-20=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-19=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-17=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-16=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-31=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-29=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-27=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-25=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-23=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-39=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-38=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-37=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-36=0$

$_A(1,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-34=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-33=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-32=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-31=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-47=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-43=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-41=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-55=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-54=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-53=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-52=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-51=0$

$_A(1,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-50=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-48=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-47=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-63=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-61=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-59=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-57=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-55=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-71=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-70=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-68=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-67=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-65=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-64=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-6=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-5=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-4=0$

$_A(1,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-3=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-2=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-1=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-17=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-15=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-13=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-11=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-9=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-26=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-25=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-23=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-22=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-20=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-19=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-35=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-33=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-31=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-29=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-27=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-44=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-43=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-42=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-41=0$

$_A(1,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-39=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-38=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-37=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-36=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-53=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-49=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-47=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-62=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-61=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-60=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-59=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-58=0$

$_A(1,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-57=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-55=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-54=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-71=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-69=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-67=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-65=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-63=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-80=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-79=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-77=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-76=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-74=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-73=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+1=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+5=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+7=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+9=0$

$_A(2,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+11=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+13=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+15=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+17=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+4=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+8=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+12=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+16=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-1=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+1=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+5=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+7=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+11=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+13=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-2=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+2=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+6=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+10=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+14=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-3=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-1=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+1=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+3=0$

$_A(2,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+7=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+9=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+11=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+13=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-4=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+4=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+8=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-5=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-3=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-1=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+1=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+3=0$

$_A(2,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+5=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+9=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+11=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-6=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-2=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+2=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+6=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+10=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-7=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-5=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-1=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+1=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+5=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+7=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+2=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+4=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+6=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+8=0$

$_A(2,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+10=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+12=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+14=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+16=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-2=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+2=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+6=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+10=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+14=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-4=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-2=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+2=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+4=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+8=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+10=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-6=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-2=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+2=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+6=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+10=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-8=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-6=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-4=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-2=0$

$_A(2,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+2=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+4=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+6=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+8=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-10=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-2=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+2=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-12=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-10=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-8=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-6=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-4=0$

$_A(2,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-2=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+2=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+4=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-14=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-10=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-6=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-2=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+2=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-16=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-14=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-10=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-8=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-4=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-2=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+3=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+5=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+7=0$

$_A(2,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+9=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+11=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+13=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+15=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-4=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+4=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+8=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+12=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-7=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-5=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-1=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+1=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+5=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+7=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-10=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-6=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-2=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+2=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+6=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-13=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-11=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-9=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-7=0$

$_A(2,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-3=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-1=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+1=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+3=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-16=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-8=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-4=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-19=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-17=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-15=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-13=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-11=0$

$_A(2,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-9=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-5=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-3=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-22=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-18=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-14=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-10=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-6=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-25=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-23=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-19=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-17=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-13=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-11=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+2=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+4=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+6=0$

$_A(2,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+8=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+10=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+12=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+14=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-6=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-2=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+2=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+6=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+10=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-10=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-8=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-4=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-2=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+2=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+4=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-14=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-10=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-6=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-2=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+2=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-18=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-16=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-14=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-12=0$

$_A(2,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-8=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-6=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-4=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-2=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-22=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-14=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-10=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-26=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-24=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-22=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-20=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-18=0$

$_A(2,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-16=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-12=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-10=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-30=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-26=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-22=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-18=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-14=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-34=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-32=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-28=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-26=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-22=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-20=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+1=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+3=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+5=0$

$_A(2,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+7=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+9=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+11=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+13=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-8=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-4=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+4=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+8=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-13=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-11=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-7=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-5=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-1=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+1=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-18=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-14=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-10=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-6=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-2=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-23=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-21=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-19=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-17=0$

$_A(2,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-13=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-11=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-9=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-7=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-28=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-20=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-16=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-33=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-31=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-29=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-27=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-25=0$

$_A(2,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-23=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-19=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-17=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-38=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-34=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-30=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-26=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-22=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-43=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-41=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-37=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-35=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-31=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-29=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-2=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+2=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+4=0$

$_A(2,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+6=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+8=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+10=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+12=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-6=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-2=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+2=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+6=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-16=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-14=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-10=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-8=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-4=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-2=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-22=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-18=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-14=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-10=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-6=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-28=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-26=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-24=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-22=0$

$_A(2,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-18=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-16=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-14=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-12=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-34=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-26=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-22=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-40=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-38=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-36=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-34=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-32=0$

$_A(2,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-30=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-26=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-24=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-46=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-42=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-38=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-34=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-30=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-52=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-50=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-46=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-44=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-40=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-38=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-1=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+1=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+3=0$

$_A(2,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+5=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+7=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+9=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+11=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-12=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-8=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-4=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+4=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-19=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-17=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-13=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-11=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-7=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-5=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-26=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-22=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-18=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-14=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-10=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-33=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-31=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-29=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-27=0$

$_A(2,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-23=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-21=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-19=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-17=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-40=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-32=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-28=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-47=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-45=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-43=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-41=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-39=0$

$_A(2,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-37=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-33=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-31=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-54=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-50=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-46=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-42=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-38=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-61=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-59=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-55=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-53=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-49=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-47=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-4=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-2=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+2=0$

$_A(2,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+4=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+6=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+8=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+10=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-14=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-10=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-6=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-2=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+2=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-22=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-20=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-16=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-14=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-10=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-8=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-30=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-26=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-22=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-18=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-14=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-38=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-36=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-34=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-32=0$

$_A(2,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-28=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-26=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-24=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-22=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-46=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-38=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-34=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-54=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-52=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-50=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-48=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-46=0$

$_A(2,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-44=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-40=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-38=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-62=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-58=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-54=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-50=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-46=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-70=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-68=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-64=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-62=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-58=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-56=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-3=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-1=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+1=0$

$_A(2,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+3=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+5=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+7=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+9=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-16=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-12=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-8=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-4=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-25=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-23=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-19=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-17=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-13=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-11=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-34=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-30=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-26=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-22=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-18=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-43=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-41=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-39=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-37=0$

$_A(2,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-33=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-31=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-29=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-27=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-52=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-44=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-40=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-61=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-59=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-57=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-55=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-53=0$

$_A(2,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-51=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-47=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-45=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-70=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-66=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-62=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-58=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-54=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-79=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-77=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-73=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-71=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-67=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-65=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+2=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+8=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+11=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+14=0$

$_A(3,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+17=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+20=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+23=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+26=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+1=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+7=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+13=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+19=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+25=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+3=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+9=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+12=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+18=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+21=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-1=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+5=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+11=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+17=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+23=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-2=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+1=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+4=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+7=0$

$_A(3,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+13=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+16=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+19=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+22=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-3=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+9=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+15=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-4=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-1=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+2=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+5=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+8=0$

$_A(3,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+11=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+17=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+20=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-5=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+1=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+7=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+13=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+19=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-6=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-3=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+3=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+6=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+12=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+15=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+4=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+7=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+10=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+13=0$

$_A(3,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+16=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+19=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+22=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+25=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-1=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+5=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+11=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+17=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+23=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-3=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+6=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+9=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+15=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+18=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-5=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+1=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+7=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+13=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+19=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-7=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-4=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-1=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+2=0$

$_A(3,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+8=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+11=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+14=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+17=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-9=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+3=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+9=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-11=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-8=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-5=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-2=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+1=0$

$_A(3,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+4=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+10=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+13=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-13=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-7=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-1=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+5=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+11=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-15=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-12=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-6=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-3=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+3=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+6=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+6=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+9=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+12=0$

$_A(3,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+15=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+18=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+21=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+24=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-3=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+3=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+9=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+15=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+21=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-6=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-3=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+3=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+6=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+12=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+15=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-9=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-3=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+3=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+9=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+15=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-12=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-9=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-6=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-3=0$

$_A(3,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+3=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+6=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+9=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+12=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-15=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-3=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+3=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-18=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-15=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-12=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-9=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-6=0$

$_A(3,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-3=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+3=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+6=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-21=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-15=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-9=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-3=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+3=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-24=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-21=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-15=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-12=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-6=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-3=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+2=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+5=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+8=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+11=0$

$_A(3,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+14=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+17=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+20=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+23=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-5=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+1=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+7=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+13=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+19=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-9=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-6=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+3=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+9=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+12=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-13=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-7=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-1=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+5=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+11=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-17=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-14=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-11=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-8=0$

$_A(3,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-2=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+1=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+4=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+7=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-21=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-9=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-3=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-25=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-22=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-19=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-16=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-13=0$

$_A(3,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-10=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-4=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-1=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-29=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-23=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-17=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-11=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-5=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-33=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-30=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-24=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-21=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-15=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-12=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+4=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+7=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+10=0$

$_A(3,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+13=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+16=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+19=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+22=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-7=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-1=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+5=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+11=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+17=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-12=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-9=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-3=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+6=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+9=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-17=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-11=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-5=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+1=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+7=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-22=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-19=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-16=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-13=0$

$_A(3,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-7=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-4=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-1=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+2=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-27=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-15=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-9=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-32=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-29=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-26=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-23=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-20=0$

$_A(3,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-17=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-11=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-8=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-37=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-31=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-25=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-19=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-13=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-42=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-39=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-33=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-30=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-24=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-21=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+3=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+6=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+9=0$

$_A(3,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+12=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+15=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+18=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+21=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-3=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+3=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+9=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+15=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-15=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-12=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-6=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-3=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+3=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+6=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-21=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-15=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-9=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-3=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+3=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-27=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-24=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-21=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-18=0$

$_A(3,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-12=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-9=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-6=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-3=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-33=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-21=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-15=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-39=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-36=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-33=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-30=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-27=0$

$_A(3,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-24=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-18=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-15=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-45=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-39=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-33=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-27=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-21=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-51=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-48=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-42=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-39=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-33=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-30=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+2=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+5=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+8=0$

$_A(3,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+11=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+14=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+17=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+20=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-5=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+1=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+7=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+13=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-18=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-15=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-9=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-6=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+3=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-25=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-19=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-13=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-7=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-1=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-32=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-29=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-26=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-23=0$

$_A(3,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-17=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-14=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-11=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-8=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-39=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-27=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-21=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-46=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-43=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-40=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-37=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-34=0$

$_A(3,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-31=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-25=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-22=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-53=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-47=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-41=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-35=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-29=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-60=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-57=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-51=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-48=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-42=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-39=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-2=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+1=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+4=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+7=0$

$_A(3,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+10=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+13=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+16=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+19=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-13=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-7=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-1=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+5=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+11=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-21=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-18=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-12=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-9=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-3=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-29=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-23=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-17=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-11=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-5=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-37=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-34=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-31=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-28=0$

$_A(3,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-22=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-19=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-16=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-13=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-45=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-33=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-27=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-53=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-50=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-47=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-44=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-41=0$

$_A(3,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-38=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-32=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-29=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-61=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-55=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-49=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-43=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-37=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-69=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-66=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-60=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-57=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-51=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-48=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+3=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+6=0$

$_A(3,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+9=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+12=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+15=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+18=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-15=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-9=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-3=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+3=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+9=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-24=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-21=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-15=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-12=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-6=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-3=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-33=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-27=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-21=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-15=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-9=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-42=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-39=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-36=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-33=0$

$_A(3,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-27=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-24=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-21=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-18=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-51=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-39=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-33=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-60=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-57=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-54=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-51=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-48=0$

$_A(3,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-45=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-39=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-36=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-69=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-63=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-57=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-51=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-45=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-78=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-75=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-69=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-66=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-60=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-57=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+3=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+11=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+15=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+19=0$

$_A(4,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+23=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+27=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+31=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+35=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+2=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+10=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+18=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+26=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+34=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+1=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+5=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+13=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+17=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+25=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+29=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+8=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+16=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+24=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+32=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-1=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+3=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+7=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+11=0$

$_A(4,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+19=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+23=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+27=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+31=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-2=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+14=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+22=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-3=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+1=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+5=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+9=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+13=0$

$_A(4,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+17=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+25=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+29=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-4=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+4=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+12=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+20=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+28=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-5=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-1=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+7=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+11=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+19=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+23=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+6=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+10=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+14=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+18=0$

$_A(4,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+22=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+26=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+30=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+34=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+8=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+16=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+24=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+32=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-2=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+2=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+10=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+14=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+22=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+26=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-4=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+4=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+12=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+20=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+28=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-6=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-2=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+2=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+6=0$

$_A(4,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+14=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+18=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+22=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+26=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-8=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+8=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+16=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-10=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-6=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-2=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+2=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+6=0$

$_A(4,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+10=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+18=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+22=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-12=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-4=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+4=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+12=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+20=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-14=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-10=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-2=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+2=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+10=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+14=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+9=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+13=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+17=0$

$_A(4,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+21=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+25=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+29=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+33=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-2=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+6=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+14=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+22=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+30=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-5=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-1=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+7=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+11=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+19=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+23=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-8=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+8=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+16=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+24=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-11=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-7=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-3=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+1=0$

$_A(4,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+9=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+13=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+17=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+21=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-14=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+2=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+10=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-17=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-13=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-9=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-5=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-1=0$

$_A(4,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+3=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+11=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+15=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-20=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-12=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-4=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+4=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+12=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-23=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-19=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-11=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-7=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+1=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+5=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+4=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+8=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+12=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+16=0$

$_A(4,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+20=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+24=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+28=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+32=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-4=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+4=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+12=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+20=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+28=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-8=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-4=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+4=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+8=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+16=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+20=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-12=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-4=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+4=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+12=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+20=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-16=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-12=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-8=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-4=0$

$_A(4,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+4=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+8=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+12=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+16=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-20=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-4=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+4=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-24=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-20=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-16=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-12=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-8=0$

$_A(4,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-4=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+4=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+8=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-28=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-20=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-12=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-4=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+4=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-32=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-28=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-20=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-16=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-8=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-4=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+7=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+11=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+15=0$

$_A(4,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+19=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+23=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+27=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+31=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-6=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+2=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+10=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+18=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+26=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-11=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-7=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+1=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+5=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+13=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+17=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-16=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-8=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+8=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+16=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-21=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-17=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-13=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-9=0$

$_A(4,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-1=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+3=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+7=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+11=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-26=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-10=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-2=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-31=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-27=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-23=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-19=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-15=0$

$_A(4,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-11=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-3=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+1=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-36=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-28=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-20=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-12=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-4=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-41=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-37=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-29=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-25=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-17=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-13=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+2=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+6=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+10=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+14=0$

$_A(4,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+18=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+22=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+26=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+30=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-8=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+8=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+16=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+24=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-14=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-10=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-2=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+2=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+10=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+14=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-20=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-12=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-4=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+4=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+12=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-26=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-22=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-18=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-14=0$

$_A(4,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-6=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-2=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+2=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+6=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-32=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-16=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-8=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-38=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-34=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-30=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-26=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-22=0$

$_A(4,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-18=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-10=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-6=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-44=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-36=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-28=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-20=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-12=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-50=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-46=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-38=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-34=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-26=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-22=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+5=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+9=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+13=0$

$_A(4,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+17=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+21=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+25=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+29=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-2=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+6=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+14=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+22=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-17=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-13=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-5=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-1=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+7=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+11=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-24=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-16=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-8=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+8=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-31=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-27=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-23=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-19=0$

$_A(4,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-11=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-7=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-3=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+1=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-38=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-22=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-14=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-45=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-41=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-37=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-33=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-29=0$

$_A(4,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-25=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-17=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-13=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-52=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-44=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-36=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-28=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-20=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-59=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-55=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-47=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-43=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-35=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-31=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+4=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+8=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+12=0$

$_A(4,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+16=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+20=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+24=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+28=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-12=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-4=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+4=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+12=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+20=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-20=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-16=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-8=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-4=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+4=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+8=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-28=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-20=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-12=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-4=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+4=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-36=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-32=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-28=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-24=0$

$_A(4,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-16=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-12=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-8=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-4=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-44=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-28=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-20=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-52=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-48=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-44=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-40=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-36=0$

$_A(4,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-32=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-24=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-20=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-60=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-52=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-44=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-36=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-28=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-68=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-64=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-56=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-52=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-44=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-40=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+3=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+7=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+11=0$

$_A(4,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+15=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+19=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+23=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+27=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-14=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-6=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+2=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+10=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+18=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-23=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-19=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-11=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-7=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+1=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+5=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-32=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-24=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-16=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-8=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-41=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-37=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-33=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-29=0$

$_A(4,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-21=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-17=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-13=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-9=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-50=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-34=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-26=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-59=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-55=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-51=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-47=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-43=0$

$_A(4,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-39=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-31=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-27=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-68=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-60=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-52=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-44=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-36=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-77=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-73=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-65=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-61=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-53=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-49=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+4=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+14=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+19=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+24=0$

$_A(5,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+29=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+34=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+39=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+44=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+3=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+13=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+23=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+33=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+43=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+2=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+7=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+17=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+22=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+32=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+37=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+1=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+11=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+21=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+31=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+41=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+5=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+10=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+15=0$

$_A(5,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+25=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+30=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+35=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+40=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-1=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+19=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+29=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-2=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+3=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+8=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+13=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+18=0$

$_A(5,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+23=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+33=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+38=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-3=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+7=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+17=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+27=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+37=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-4=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+1=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+11=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+16=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+26=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+31=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+8=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+13=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+18=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+23=0$

$_A(5,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+28=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+33=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+38=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+43=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+1=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+11=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+21=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+31=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+41=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-1=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+4=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+14=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+19=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+29=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+34=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-3=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+7=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+17=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+27=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+37=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-5=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+5=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+10=0$

$_A(5,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+20=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+25=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+30=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+35=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-7=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+13=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+23=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-9=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-4=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+1=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+6=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+11=0$

$_A(5,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+16=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+26=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+31=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-11=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-1=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+9=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+19=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+29=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-13=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-8=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+2=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+7=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+17=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+22=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+12=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+17=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+22=0$

$_A(5,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+27=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+32=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+37=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+42=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-1=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+9=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+19=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+29=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+39=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-4=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+1=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+11=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+16=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+26=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+31=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-7=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+3=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+13=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+23=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+33=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-10=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-5=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+5=0$

$_A(5,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+15=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+20=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+25=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+30=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-13=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+7=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+17=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-16=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-11=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-6=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-1=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+4=0$

$_A(5,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+9=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+19=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+24=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-19=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-9=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+1=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+11=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+21=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-22=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-17=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-7=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-2=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+8=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+13=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+6=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+11=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+16=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+21=0$

$_A(5,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+26=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+31=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+36=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+41=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-3=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+7=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+17=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+27=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+37=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-7=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-2=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+8=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+13=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+23=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+28=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-11=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-1=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+9=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+19=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+29=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-15=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-10=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-5=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y=0$

$_A(5,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+10=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+15=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+20=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+25=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-19=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+1=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+11=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-23=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-18=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-13=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-8=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-3=0$

$_A(5,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+2=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+12=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+17=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-27=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-17=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-7=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+3=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+13=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-31=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-26=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-16=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-11=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-1=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+4=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+10=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+15=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+20=0$

$_A(5,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+25=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+30=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+35=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+40=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-5=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+5=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+15=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+25=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+35=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-10=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-5=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+5=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+10=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+20=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+25=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-15=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-5=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+5=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+15=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+25=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-20=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-15=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-10=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-5=0$

$_A(5,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+5=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+10=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+15=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+20=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-25=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-5=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+5=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-30=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-25=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-20=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-15=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-10=0$

$_A(5,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-5=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+5=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+10=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-35=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-25=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-15=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-5=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+5=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-40=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-35=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-25=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-20=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-10=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-5=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+4=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+9=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+14=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+19=0$

$_A(5,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+24=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+29=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+34=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+39=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-7=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+3=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+13=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+23=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+33=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-13=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-8=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+2=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+7=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+17=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+22=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-19=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-9=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+1=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+11=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+21=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-25=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-20=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-15=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-10=0$

$_A(5,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+5=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+10=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+15=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-31=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-11=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-1=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-37=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-32=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-27=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-22=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-17=0$

$_A(5,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-12=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-2=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+3=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-43=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-33=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-23=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-13=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-3=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-49=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-44=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-34=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-29=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-19=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-14=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+8=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+13=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+18=0$

$_A(5,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+23=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+28=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+33=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+38=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+1=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+11=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+21=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+31=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-16=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-11=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-1=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+4=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+14=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+19=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-23=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-13=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-3=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+7=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+17=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-30=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-25=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-20=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-15=0$

$_A(5,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-5=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+5=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+10=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-37=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-17=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-7=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-44=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-39=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-34=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-29=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-24=0$

$_A(5,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-19=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-9=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-4=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-51=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-41=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-31=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-21=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-11=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-58=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-53=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-43=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-38=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-28=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-23=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+2=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+7=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+12=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+17=0$

$_A(5,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+22=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+27=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+32=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+37=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-1=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+9=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+19=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+29=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-19=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-14=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-4=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+1=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+11=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+16=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-27=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-17=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-7=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+3=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+13=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-35=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-30=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-25=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-20=0$

$_A(5,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-10=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-5=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+5=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-43=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-23=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-13=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-51=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-46=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-41=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-36=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-31=0$

$_A(5,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-26=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-16=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-11=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-59=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-49=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-39=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-29=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-19=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-67=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-62=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-52=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-47=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-37=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-32=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+6=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+11=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+16=0$

$_A(5,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+21=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+26=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+31=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+36=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-13=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-3=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+7=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+17=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+27=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-22=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-17=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-7=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-2=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+8=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+13=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-31=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-21=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-11=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-1=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+9=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-40=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-35=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-30=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-25=0$

$_A(5,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-15=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-10=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-5=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-49=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-29=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-19=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-58=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-53=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-48=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-43=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-38=0$

$_A(5,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-33=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-23=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-18=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-67=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-57=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-47=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-37=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-27=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-76=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-71=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-61=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-56=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-46=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-41=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+5=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+17=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+23=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+29=0$

$_A(6,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+35=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+41=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+47=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+53=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+4=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+16=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+28=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+40=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+52=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+3=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+9=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+21=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+27=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+39=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+45=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+2=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+14=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+26=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+38=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+50=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+1=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+7=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+13=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+19=0$

$_A(6,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+31=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+37=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+43=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+49=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+24=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+36=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-1=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+5=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+11=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+17=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+23=0$

$_A(6,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+29=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+41=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+47=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-2=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+10=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+22=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+34=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+46=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-3=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+3=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+15=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+21=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+33=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+39=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+10=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+16=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+22=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+28=0$

$_A(6,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+34=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+40=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+46=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+52=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+2=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+14=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+26=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+38=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+50=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+6=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+18=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+24=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+36=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+42=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-2=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+10=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+22=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+34=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+46=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-4=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+2=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+8=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+14=0$

$_A(6,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+26=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+32=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+38=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+44=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-6=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+18=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+30=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-8=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-2=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+4=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+10=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+16=0$

$_A(6,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+22=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+34=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+40=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-10=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+2=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+14=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+26=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+38=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-12=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-6=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+6=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+12=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+24=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+30=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+15=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+21=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+27=0$

$_A(6,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+33=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+39=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+45=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+51=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+12=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+24=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+36=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+48=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-3=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+3=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+15=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+21=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+33=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+39=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-6=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+6=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+18=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+30=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+42=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-9=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-3=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+3=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+9=0$

$_A(6,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+21=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+27=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+33=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+39=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-12=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+12=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+24=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-15=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-9=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-3=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+3=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+9=0$

$_A(6,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+15=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+27=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+33=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-18=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-6=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+6=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+18=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+30=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-21=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-15=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-3=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+3=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+15=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+21=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+8=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+14=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+20=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+26=0$

$_A(6,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+32=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+38=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+44=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+50=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-2=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+10=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+22=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+34=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+46=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-6=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+12=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+18=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+30=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+36=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-10=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+2=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+14=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+26=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+38=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-14=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-8=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-2=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+4=0$

$_A(6,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+16=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+22=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+28=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+34=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-18=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+6=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+18=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-22=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-16=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-10=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-4=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+2=0$

$_A(6,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+8=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+20=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+26=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-26=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-14=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-2=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+10=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+22=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-30=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-24=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-12=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-6=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+6=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+12=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+13=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+19=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+25=0$

$_A(6,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+31=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+37=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+43=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+49=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-4=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+8=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+20=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+32=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+44=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-9=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-3=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+9=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+15=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+27=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+33=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-14=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-2=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+10=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+22=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+34=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-19=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-13=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-7=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-1=0$

$_A(6,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+11=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+17=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+23=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+29=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-24=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+12=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-29=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-23=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-17=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-11=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-5=0$

$_A(6,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+1=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+13=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+19=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-34=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-22=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-10=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+2=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+14=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-39=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-33=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-21=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-15=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-3=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+3=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+6=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+12=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+18=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+24=0$

$_A(6,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+30=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+36=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+42=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+48=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-6=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+6=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+18=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+30=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+42=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-12=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-6=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+6=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+12=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+24=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+30=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-18=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-6=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+6=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+18=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+30=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-24=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-18=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-12=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-6=0$

$_A(6,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+6=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+12=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+18=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+24=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-30=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-6=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+6=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-36=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-30=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-24=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-18=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-12=0$

$_A(6,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-6=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+6=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+12=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-42=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-30=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-18=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-6=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+6=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-48=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-42=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-30=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-24=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-12=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-6=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+11=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+17=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+23=0$

$_A(6,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+29=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+35=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+41=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+47=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-8=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+4=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+16=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+28=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+40=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-15=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-9=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+3=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+9=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+21=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+27=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-22=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-10=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+2=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+14=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+26=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-29=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-23=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-17=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-11=0$

$_A(6,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+1=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+7=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+13=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+19=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-36=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-12=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-43=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-37=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-31=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-25=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-19=0$

$_A(6,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-13=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-1=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+5=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-50=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-38=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-26=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-14=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-2=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-57=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-51=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-39=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-33=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-21=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-15=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+4=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+10=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+16=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+22=0$

$_A(6,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+28=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+34=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+40=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+46=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+2=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+14=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+26=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+38=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-18=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-12=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+6=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+18=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+24=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-26=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-14=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-2=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+10=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+22=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-34=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-28=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-22=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-16=0$

$_A(6,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-4=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+2=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+8=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+14=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-42=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-18=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-6=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-50=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-44=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-38=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-32=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-26=0$

$_A(6,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-20=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-8=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-2=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-58=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-46=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-34=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-22=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-10=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-66=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-60=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-48=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-42=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-30=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-24=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+9=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+15=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+21=0$

$_A(6,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+27=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+33=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+39=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+45=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-12=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+12=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+24=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+36=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-21=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-15=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-3=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+3=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+15=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+21=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-30=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-18=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-6=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+6=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+18=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-39=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-33=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-27=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-21=0$

$_A(6,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-9=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-3=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+3=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+9=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-48=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-24=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-12=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-57=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-51=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-45=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-39=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-33=0$

$_A(6,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-27=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-15=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-9=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-66=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-54=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-42=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-30=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-18=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-75=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-69=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-57=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-51=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-39=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-33=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+6=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+13=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+20=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+27=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+34=0$

$_A(7,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+41=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+48=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+55=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+62=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+5=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+19=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+33=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+47=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+61=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+4=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+11=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+25=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+32=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+46=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+53=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+3=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+17=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+31=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+45=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+59=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+2=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+9=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+16=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+23=0$

$_A(7,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+37=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+44=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+51=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+58=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+1=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+29=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+43=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+7=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+14=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+21=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+28=0$

$_A(7,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+35=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+49=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+56=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-1=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+13=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+27=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+41=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+55=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-2=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+5=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+19=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+26=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+40=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+47=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+12=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+19=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+26=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+33=0$

$_A(7,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+40=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+47=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+54=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+61=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+3=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+17=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+31=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+45=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+59=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+1=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+8=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+22=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+29=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+43=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+50=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-1=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+13=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+27=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+41=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+55=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-3=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+4=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+11=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+18=0$

$_A(7,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+32=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+39=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+46=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+53=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-5=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+23=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+37=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-7=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+7=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+14=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+21=0$

$_A(7,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+28=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+42=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+49=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-9=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+5=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+19=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+33=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+47=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-11=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-4=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+10=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+17=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+31=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+38=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+18=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+25=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+32=0$

$_A(7,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+39=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+46=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+53=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+60=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+1=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+15=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+29=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+43=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+57=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-2=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+5=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+19=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+26=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+40=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+47=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-5=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+9=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+23=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+37=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+51=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-8=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-1=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+6=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+13=0$

$_A(7,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+27=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+34=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+41=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+48=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-11=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+17=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+31=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-14=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-7=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+7=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+14=0$

$_A(7,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+21=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+35=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+42=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-17=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-3=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+11=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+25=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+39=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-20=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-13=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+1=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+8=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+22=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+29=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+10=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+17=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+24=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+31=0$

$_A(7,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+38=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+45=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+52=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+59=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-1=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+13=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+27=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+41=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+55=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-5=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+2=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+16=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+23=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+37=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+44=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-9=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+5=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+19=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+33=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+47=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-13=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-6=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+1=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+8=0$

$_A(7,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+22=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+29=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+36=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+43=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-17=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+11=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+25=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-21=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-14=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-7=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+7=0$

$_A(7,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+14=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+28=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+35=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-25=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-11=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+3=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+17=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+31=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-29=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-22=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-8=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-1=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+13=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+20=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+16=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+23=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+30=0$

$_A(7,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+37=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+44=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+51=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+58=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-3=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+11=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+25=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+39=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+53=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-8=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-1=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+13=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+20=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+34=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+41=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-13=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+1=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+15=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+29=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+43=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-18=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-11=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-4=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+3=0$

$_A(7,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+17=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+24=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+31=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+38=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-23=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+5=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+19=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-28=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-21=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-14=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-7=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y=0$

$_A(7,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+7=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+21=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+28=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-33=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-19=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-5=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+9=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+23=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-38=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-31=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-17=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-10=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+4=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+11=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+8=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+15=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+22=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+29=0$

$_A(7,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+36=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+43=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+50=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+57=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-5=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+9=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+23=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+37=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+51=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-11=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-4=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+10=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+17=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+31=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+38=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-17=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-3=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+11=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+25=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+39=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-23=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-16=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-9=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-2=0$

$_A(7,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+12=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+19=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+26=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+33=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-29=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-1=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+13=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-35=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-28=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-21=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-14=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-7=0$

$_A(7,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+14=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+21=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-41=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-27=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-13=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+1=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+15=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-47=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-40=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-26=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-19=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-5=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+2=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+14=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+21=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+28=0$

$_A(7,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+35=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+42=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+49=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+56=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-7=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+7=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+21=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+35=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+49=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-14=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-7=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+7=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+14=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+28=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+35=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-21=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-7=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+7=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+21=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+35=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-28=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-21=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-14=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-7=0$

$_A(7,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+7=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+14=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+21=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+28=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-35=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-7=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+7=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-42=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-35=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-28=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-21=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-14=0$

$_A(7,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-7=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+7=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+14=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-49=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-35=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-21=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-7=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+7=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-56=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-49=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-35=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-28=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-14=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-7=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+6=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+13=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+20=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+27=0$

$_A(7,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+34=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+41=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+48=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+55=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+5=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+19=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+33=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+47=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-17=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-10=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+4=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+11=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+25=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+32=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-25=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-11=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+3=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+17=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+31=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-33=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-26=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-19=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-12=0$

$_A(7,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+2=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+9=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+16=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+23=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-41=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-13=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+1=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-49=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-42=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-35=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-28=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-21=0$

$_A(7,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-14=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+7=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-57=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-43=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-29=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-15=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-1=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-65=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-58=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-44=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-37=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-23=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-16=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+12=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+19=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+26=0$

$_A(7,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+33=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+40=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+47=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+54=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+3=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+17=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+31=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+45=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-20=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-13=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+1=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+8=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+22=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+29=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-29=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-15=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-1=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+13=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+27=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-38=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-31=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-24=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-17=0$

$_A(7,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-3=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+4=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+11=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+18=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-47=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-19=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-5=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-56=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-49=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-42=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-35=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-28=0$

$_A(7,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-21=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-7=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-65=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-51=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-37=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-23=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-9=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-74=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-67=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-53=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-46=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-32=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-25=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y+7=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+15=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+23=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+31=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+39=0$

$_A(8,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+47=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+55=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+63=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+71=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+6=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+22=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+38=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+54=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+70=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+5=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+13=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+29=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+37=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+53=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+61=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+4=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+20=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+36=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+52=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+68=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+3=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+11=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+19=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+27=0$

$_A(8,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+43=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+51=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+59=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+67=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+2=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+34=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+50=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+1=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+9=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+17=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+25=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+33=0$

$_A(8,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+41=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+57=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+65=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+16=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+32=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+48=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+64=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-1=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+7=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+23=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+31=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+47=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+55=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+14=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+22=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+30=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+38=0$

$_A(8,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+46=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+54=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+62=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+70=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+4=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+20=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+36=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+52=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+68=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+2=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+10=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+26=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+34=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+50=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+58=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+16=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+32=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+48=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+64=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-2=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+6=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+14=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+22=0$

$_A(8,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+38=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+46=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+54=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+62=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-4=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+28=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+44=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-6=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+2=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+10=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+18=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+26=0$

$_A(8,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+34=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+50=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+58=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-8=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+8=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+24=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+40=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+56=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-10=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-2=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+14=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+22=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+38=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+46=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+13=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+21=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+29=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+37=0$

$_A(8,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+45=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+53=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+61=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+69=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+2=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+18=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+34=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+50=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+66=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-1=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+7=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+23=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+31=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+47=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+55=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-4=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+12=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+28=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+44=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+60=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-7=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+1=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+9=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+17=0$

$_A(8,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+33=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+41=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+49=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+57=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-10=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+22=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+38=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-13=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-5=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+3=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+11=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+19=0$

$_A(8,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+27=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+43=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+51=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-16=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+16=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+32=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+48=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-19=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-11=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+5=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+13=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+29=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+37=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+12=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+20=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+28=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+36=0$

$_A(8,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+44=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+52=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+60=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+68=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+16=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+32=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+48=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+64=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-4=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+4=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+20=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+28=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+44=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+52=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-8=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+8=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+24=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+40=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+56=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-12=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-4=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+4=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+12=0$

$_A(8,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+28=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+36=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+44=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+52=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-16=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+16=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+32=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-20=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-12=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-4=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+4=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+12=0$

$_A(8,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+20=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+36=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+44=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-24=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-8=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+8=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+24=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+40=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-28=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-20=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-4=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+4=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+20=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+28=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+11=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+19=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+27=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+35=0$

$_A(8,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+43=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+51=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+59=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+67=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-2=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+14=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+30=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+46=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+62=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-7=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+1=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+17=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+25=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+41=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+49=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-12=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+4=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+20=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+36=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+52=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-17=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-9=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-1=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+7=0$

$_A(8,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+23=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+31=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+39=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+47=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-22=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+10=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+26=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-27=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-19=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-11=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-3=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+5=0$

$_A(8,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+13=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+29=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+37=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-32=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-16=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+16=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+32=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-37=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-29=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-13=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-5=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+11=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+19=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+10=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+18=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+26=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+34=0$

$_A(8,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+42=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+50=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+58=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+66=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-4=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+12=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+28=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+44=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+60=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-10=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-2=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+14=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+22=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+38=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+46=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-16=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+16=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+32=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+48=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-22=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-14=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-6=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+2=0$

$_A(8,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+18=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+26=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+34=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+42=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-28=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+4=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+20=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-34=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-26=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-18=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-10=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-2=0$

$_A(8,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+6=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+22=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+30=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-40=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-24=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-8=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+8=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+24=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-46=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-38=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-22=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-14=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+2=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+10=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+9=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+17=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+25=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+33=0$

$_A(8,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+41=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+49=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+57=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+65=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-6=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+10=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+26=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+42=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+58=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-13=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-5=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+11=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+19=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+35=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+43=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-20=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-4=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+12=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+28=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+44=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-27=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-19=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-11=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-3=0$

$_A(8,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+13=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+21=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+29=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+37=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-34=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-2=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+14=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-41=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-33=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-25=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-17=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-9=0$

$_A(8,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-1=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+15=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+23=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-48=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-32=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-16=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+16=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-55=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-47=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-31=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-23=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-7=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+1=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+8=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+16=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+24=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+32=0$

$_A(8,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+40=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+48=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+56=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+64=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-8=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+8=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+24=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+40=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+56=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-16=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-8=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+8=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+16=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+32=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+40=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-24=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-8=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+8=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+24=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+40=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-32=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-24=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-16=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-8=0$

$_A(8,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+8=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+16=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+24=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+32=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-40=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-8=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+8=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-48=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-40=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-32=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-24=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-16=0$

$_A(8,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-8=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+8=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+16=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-56=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-40=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-24=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-8=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+8=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-64=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-56=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-40=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-32=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-16=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-8=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+15=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+23=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+31=0$

$_A(8,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+39=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+47=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+55=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y+63=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+6=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+22=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+38=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+54=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-19=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-11=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+5=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+13=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+29=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+37=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-28=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-12=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+4=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+20=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+36=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-37=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-29=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-21=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-13=0$

$_A(8,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+3=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+11=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+19=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+27=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-46=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-14=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+2=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-55=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-47=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-39=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-31=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-23=0$

$_A(8,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-15=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+1=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+9=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-64=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-48=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-32=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-16=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-73=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-65=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-49=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-41=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-25=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-17=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+2=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+4=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+5=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+6=0$

$_A(1,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+7=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+8=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+9=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+10=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+3=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+5=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+7=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+9=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+11=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+4=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+5=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+7=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+8=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+10=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+11=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+5=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+7=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+9=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+11=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+13=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+6=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+7=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+8=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+9=0$

$_A(1,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+11=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+12=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+13=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+14=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+7=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+11=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+13=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+8=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+9=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+10=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+11=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+12=0$

$_A(1,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+13=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+15=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+16=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+9=0$

$_A(1,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+11=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+13=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+15=0$

$_A(1,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+17=0$

$_A(1,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+10=0$

$_A(1,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+11=0$

$_A(1,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+13=0$

$_A(1,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+14=0$

$_A(1,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+16=0$

$_A(1,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+17=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+4=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+5=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+6=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+7=0$

$_A(1,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+8=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+9=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+10=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+11=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+5=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+7=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+9=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+11=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+13=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+7=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+8=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+10=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+11=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+13=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+14=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+9=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+11=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+13=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+15=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+17=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+11=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+12=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+13=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+14=0$

$_A(1,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+16=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+17=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+18=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+19=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+13=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+17=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+19=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+15=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+16=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+17=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+18=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+19=0$

$_A(1,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+20=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+22=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+23=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+17=0$

$_A(1,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+19=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+21=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+23=0$

$_A(1,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+25=0$

$_A(1,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+19=0$

$_A(1,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+20=0$

$_A(1,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+22=0$

$_A(1,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+23=0$

$_A(1,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+25=0$

$_A(1,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+26=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+6=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+7=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+8=0$

$_A(1,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+9=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+10=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+11=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+12=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+7=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+9=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+11=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+13=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+15=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+10=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+11=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+13=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+14=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+16=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+17=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+13=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+15=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+17=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+19=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+21=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+16=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+17=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+18=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+19=0$

$_A(1,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+21=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+22=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+23=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+24=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+19=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+23=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+25=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+22=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+23=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+24=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+25=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+26=0$

$_A(1,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+27=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+29=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+30=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+25=0$

$_A(1,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+27=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+29=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+31=0$

$_A(1,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+33=0$

$_A(1,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+28=0$

$_A(1,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+29=0$

$_A(1,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+31=0$

$_A(1,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+32=0$

$_A(1,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+34=0$

$_A(1,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+35=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+6=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+7=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+8=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+9=0$

$_A(1,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+10=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+11=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+12=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+13=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+11=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+13=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+15=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+17=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+13=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+14=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+16=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+17=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+19=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+20=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+17=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+19=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+21=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+23=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+25=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+21=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+22=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+23=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+24=0$

$_A(1,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+26=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+27=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+28=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+29=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+25=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+29=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+31=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+29=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+30=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+31=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+32=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+33=0$

$_A(1,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+34=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+36=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+37=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+33=0$

$_A(1,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+35=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+37=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+39=0$

$_A(1,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+41=0$

$_A(1,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+37=0$

$_A(1,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+38=0$

$_A(1,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+40=0$

$_A(1,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+41=0$

$_A(1,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+43=0$

$_A(1,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+44=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+8=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+9=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+10=0$

$_A(1,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+11=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+12=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+13=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+14=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+13=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+15=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+17=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+19=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+16=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+17=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+19=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+20=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+22=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+23=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+21=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+23=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+25=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+27=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+29=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+26=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+27=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+28=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+29=0$

$_A(1,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+31=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+32=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+33=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+34=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+31=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+35=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+37=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+36=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+37=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+38=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+39=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+40=0$

$_A(1,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+41=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+43=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+44=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+41=0$

$_A(1,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+43=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+45=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+47=0$

$_A(1,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+49=0$

$_A(1,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+46=0$

$_A(1,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+47=0$

$_A(1,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+49=0$

$_A(1,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+50=0$

$_A(1,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+52=0$

$_A(1,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+53=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+8=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+9=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+10=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+11=0$

$_A(1,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+12=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+13=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+14=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+15=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+13=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+15=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+17=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+19=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+21=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+19=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+20=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+22=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+23=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+25=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+26=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+25=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+27=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+29=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+31=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+33=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+31=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+32=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+33=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+34=0$

$_A(1,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+36=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+37=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+38=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+39=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+37=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+41=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+43=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+43=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+44=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+45=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+46=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+47=0$

$_A(1,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+48=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+50=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+51=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+49=0$

$_A(1,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+51=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+53=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+55=0$

$_A(1,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+57=0$

$_A(1,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+55=0$

$_A(1,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+56=0$

$_A(1,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+58=0$

$_A(1,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+59=0$

$_A(1,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+61=0$

$_A(1,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+62=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+10=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+11=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+12=0$

$_A(1,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+13=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+14=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+15=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+16=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+15=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+17=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+19=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+21=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+23=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+22=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+23=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+25=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+26=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+28=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+29=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+29=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+31=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+33=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+35=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+37=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+36=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+37=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+38=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+39=0$

$_A(1,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+41=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+42=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+43=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+44=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+43=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+47=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+49=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+50=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+51=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+52=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+53=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+54=0$

$_A(1,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+55=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+57=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+58=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+57=0$

$_A(1,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+59=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+61=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+63=0$

$_A(1,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+65=0$

$_A(1,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+64=0$

$_A(1,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+65=0$

$_A(1,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+67=0$

$_A(1,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+68=0$

$_A(1,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+70=0$

$_A(1,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+71=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+10=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+11=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+12=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+13=0$

$_A(1,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+14=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+15=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+16=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+17=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+17=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+19=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+21=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+23=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+25=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+25=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+26=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+28=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+29=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+31=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+32=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+33=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+35=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+37=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+39=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+41=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+41=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+42=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+43=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+44=0$

$_A(1,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+46=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+47=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+48=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+49=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+49=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+53=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+55=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+57=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+58=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+59=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+60=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+61=0$

$_A(1,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+62=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+64=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+65=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+65=0$

$_A(1,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+67=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+69=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+71=0$

$_A(1,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+73=0$

$_A(1,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+73=0$

$_A(1,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+74=0$

$_A(1,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+76=0$

$_A(1,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+77=0$

$_A(1,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+79=0$

$_A(1,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+80=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+12=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+13=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+14=0$

$_A(1,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+15=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+16=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+17=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+18=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+19=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+21=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+23=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+25=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+27=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+28=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+29=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+31=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+32=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+34=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+35=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+37=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+39=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+41=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+43=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+45=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+46=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+47=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+48=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+49=0$

$_A(1,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+51=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+52=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+53=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+54=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+55=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+59=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+61=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+64=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+65=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+66=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+67=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+68=0$

$_A(1,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+69=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+71=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+72=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+73=0$

$_A(1,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+75=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+77=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+79=0$

$_A(1,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+81=0$

$_A(1,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+82=0$

$_A(1,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+83=0$

$_A(1,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+85=0$

$_A(1,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+86=0$

$_A(1,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+88=0$

$_A(1,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+89=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+3=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+7=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+9=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+11=0$

$_A(2,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+13=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+15=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+17=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+19=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+4=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+8=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+12=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+16=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+20=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+5=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+7=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+11=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+13=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+17=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+19=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+6=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+10=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+14=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+18=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+22=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+7=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+9=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+11=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+13=0$

$_A(2,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+17=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+19=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+21=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+23=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+8=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+16=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+20=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+9=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+11=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+13=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+15=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+17=0$

$_A(2,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+19=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+23=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+25=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+10=0$

$_A(2,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+14=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+18=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+22=0$

$_A(2,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+26=0$

$_A(2,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+11=0$

$_A(2,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+13=0$

$_A(2,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+17=0$

$_A(2,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+19=0$

$_A(2,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+23=0$

$_A(2,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+25=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+6=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+8=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+10=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+12=0$

$_A(2,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+14=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+16=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+18=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+20=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+6=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+10=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+14=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+18=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+22=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+8=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+10=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+14=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+16=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+20=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+22=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+10=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+14=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+18=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+22=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+26=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+12=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+14=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+16=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+18=0$

$_A(2,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+22=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+24=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+26=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+28=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+14=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+22=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+26=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+16=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+18=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+20=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+22=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+24=0$

$_A(2,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+26=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+30=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+32=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+18=0$

$_A(2,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+22=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+26=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+30=0$

$_A(2,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+34=0$

$_A(2,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+20=0$

$_A(2,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+22=0$

$_A(2,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+26=0$

$_A(2,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+28=0$

$_A(2,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+32=0$

$_A(2,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+34=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+9=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+11=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+13=0$

$_A(2,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+15=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+17=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+19=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+21=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+8=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+12=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+16=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+20=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+24=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+11=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+13=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+17=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+19=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+23=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+25=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+14=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+18=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+22=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+26=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+30=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+17=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+19=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+21=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+23=0$

$_A(2,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+27=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+29=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+31=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+33=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+20=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+28=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+32=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+23=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+25=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+27=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+29=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+31=0$

$_A(2,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+33=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+37=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+39=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+26=0$

$_A(2,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+30=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+34=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+38=0$

$_A(2,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+42=0$

$_A(2,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+29=0$

$_A(2,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+31=0$

$_A(2,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+35=0$

$_A(2,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+37=0$

$_A(2,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+41=0$

$_A(2,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+43=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+8=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+10=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+12=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+14=0$

$_A(2,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+16=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+18=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+20=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+22=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+14=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+18=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+22=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+26=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+14=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+16=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+20=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+22=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+26=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+28=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+18=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+22=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+26=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+30=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+34=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+22=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+24=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+26=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+28=0$

$_A(2,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+32=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+34=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+36=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+38=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+26=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+34=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+38=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+30=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+32=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+34=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+36=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+38=0$

$_A(2,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+40=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+44=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+46=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+34=0$

$_A(2,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+38=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+42=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+46=0$

$_A(2,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+50=0$

$_A(2,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+38=0$

$_A(2,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+40=0$

$_A(2,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+44=0$

$_A(2,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+46=0$

$_A(2,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+50=0$

$_A(2,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+52=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+11=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+13=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+15=0$

$_A(2,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+17=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+19=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+21=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+23=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+12=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+16=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+20=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+24=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+28=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+17=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+19=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+23=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+25=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+29=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+31=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+22=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+26=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+30=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+34=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+38=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+27=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+29=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+31=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+33=0$

$_A(2,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+37=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+39=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+41=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+43=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+32=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+40=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+44=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+37=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+39=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+41=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+43=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+45=0$

$_A(2,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+47=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+51=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+53=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+42=0$

$_A(2,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+46=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+50=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+54=0$

$_A(2,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+58=0$

$_A(2,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+47=0$

$_A(2,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+49=0$

$_A(2,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+53=0$

$_A(2,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+55=0$

$_A(2,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+59=0$

$_A(2,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+61=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+10=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+12=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+14=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+16=0$

$_A(2,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+18=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+20=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+22=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+24=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+14=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+18=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+22=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+26=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+30=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+20=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+22=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+26=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+28=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+32=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+34=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+26=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+30=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+34=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+38=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+42=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+32=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+34=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+36=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+38=0$

$_A(2,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+42=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+44=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+46=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+48=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+38=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+46=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+50=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+44=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+46=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+48=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+50=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+52=0$

$_A(2,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+54=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+58=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+60=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+50=0$

$_A(2,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+54=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+58=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+62=0$

$_A(2,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+66=0$

$_A(2,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+56=0$

$_A(2,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+58=0$

$_A(2,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+62=0$

$_A(2,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+64=0$

$_A(2,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+68=0$

$_A(2,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+70=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+13=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+15=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+17=0$

$_A(2,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+19=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+21=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+23=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+25=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+16=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+20=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+24=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+28=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+32=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+23=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+25=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+29=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+31=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+35=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+37=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+30=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+34=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+38=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+42=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+46=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+37=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+39=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+41=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+43=0$

$_A(2,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+47=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+49=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+51=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+53=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+44=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+52=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+56=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+51=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+53=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+55=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+57=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+59=0$

$_A(2,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+61=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+65=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+67=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+58=0$

$_A(2,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+62=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+66=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+70=0$

$_A(2,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+74=0$

$_A(2,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+65=0$

$_A(2,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+67=0$

$_A(2,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+71=0$

$_A(2,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+73=0$

$_A(2,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+77=0$

$_A(2,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+79=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+12=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+14=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+16=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+18=0$

$_A(2,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+20=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+22=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+24=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+26=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+18=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+22=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+26=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+30=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+34=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+26=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+28=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+32=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+34=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+38=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+40=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+34=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+38=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+42=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+46=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+50=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+42=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+44=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+46=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+48=0$

$_A(2,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+52=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+54=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+56=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+58=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+50=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+58=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+62=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+58=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+60=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+62=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+64=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+66=0$

$_A(2,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+68=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+72=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+74=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+66=0$

$_A(2,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+70=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+74=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+78=0$

$_A(2,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+82=0$

$_A(2,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+74=0$

$_A(2,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+76=0$

$_A(2,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+80=0$

$_A(2,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+82=0$

$_A(2,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+86=0$

$_A(2,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+88=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+13=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+15=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+17=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+19=0$

$_A(2,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+21=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+23=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+25=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+27=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+20=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+24=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+28=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+32=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+36=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+29=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+31=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+35=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+37=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+41=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+43=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+38=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+42=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+46=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+50=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+54=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+47=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+49=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+51=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+53=0$

$_A(2,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+57=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+59=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+61=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+63=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+56=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+64=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+68=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+65=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+67=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+69=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+71=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+73=0$

$_A(2,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+75=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+79=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+81=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+74=0$

$_A(2,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+78=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+82=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+86=0$

$_A(2,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+90=0$

$_A(2,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+83=0$

$_A(2,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+85=0$

$_A(2,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+89=0$

$_A(2,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+91=0$

$_A(2,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+95=0$

$_A(2,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+97=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+4=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+10=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+13=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+16=0$

$_A(3,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+19=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+22=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+25=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+28=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+5=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+11=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+17=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+23=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+29=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+6=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+9=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+15=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+18=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+24=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+27=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+7=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+13=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+19=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+25=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+31=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+8=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+11=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+14=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+17=0$

$_A(3,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+23=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+26=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+29=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+32=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+9=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+21=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+27=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+10=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+13=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+16=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+19=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+22=0$

$_A(3,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+25=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+31=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+34=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+11=0$

$_A(3,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+17=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+23=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+29=0$

$_A(3,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+35=0$

$_A(3,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+12=0$

$_A(3,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+15=0$

$_A(3,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+21=0$

$_A(3,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+24=0$

$_A(3,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+30=0$

$_A(3,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+33=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+8=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+11=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+14=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+17=0$

$_A(3,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+20=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+23=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+26=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+29=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+7=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+13=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+19=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+25=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+31=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+9=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+12=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+18=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+21=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+27=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+30=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+11=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+17=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+23=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+29=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+35=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+13=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+16=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+19=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+22=0$

$_A(3,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+28=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+31=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+34=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+37=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+15=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+27=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+33=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+17=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+20=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+23=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+26=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+29=0$

$_A(3,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+32=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+38=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+41=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+19=0$

$_A(3,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+25=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+31=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+37=0$

$_A(3,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+43=0$

$_A(3,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+21=0$

$_A(3,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+24=0$

$_A(3,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+30=0$

$_A(3,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+33=0$

$_A(3,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+39=0$

$_A(3,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+42=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+12=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+15=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+18=0$

$_A(3,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+21=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+24=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+27=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+30=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+15=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+21=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+27=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+33=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+12=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+15=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+21=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+24=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+30=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+33=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+15=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+21=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+27=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+33=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+39=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+18=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+21=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+24=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+27=0$

$_A(3,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+33=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+36=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+39=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+42=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+21=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+33=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+39=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+24=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+27=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+30=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+33=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+36=0$

$_A(3,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+39=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+45=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+48=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+27=0$

$_A(3,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+33=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+39=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+45=0$

$_A(3,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+51=0$

$_A(3,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+30=0$

$_A(3,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+33=0$

$_A(3,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+39=0$

$_A(3,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+42=0$

$_A(3,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+48=0$

$_A(3,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+51=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+10=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+13=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+16=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+19=0$

$_A(3,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+22=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+25=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+28=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+31=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+17=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+23=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+29=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+35=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+15=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+18=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+24=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+27=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+33=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+36=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+19=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+25=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+31=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+37=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+43=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+23=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+26=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+29=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+32=0$

$_A(3,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+38=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+41=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+44=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+47=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+27=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+39=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+45=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+31=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+34=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+37=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+40=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+43=0$

$_A(3,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+46=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+52=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+55=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+35=0$

$_A(3,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+41=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+47=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+53=0$

$_A(3,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+59=0$

$_A(3,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+39=0$

$_A(3,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+42=0$

$_A(3,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+48=0$

$_A(3,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+51=0$

$_A(3,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+57=0$

$_A(3,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+60=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+14=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+17=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+20=0$

$_A(3,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+23=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+26=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+29=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+32=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+13=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+19=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+25=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+31=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+37=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+18=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+21=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+27=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+30=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+36=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+39=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+23=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+29=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+35=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+41=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+47=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+28=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+31=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+34=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+37=0$

$_A(3,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+43=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+46=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+49=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+52=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+33=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+45=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+51=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+38=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+41=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+44=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+47=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+50=0$

$_A(3,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+53=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+59=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+62=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+43=0$

$_A(3,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+49=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+55=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+61=0$

$_A(3,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+67=0$

$_A(3,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+48=0$

$_A(3,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+51=0$

$_A(3,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+57=0$

$_A(3,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+60=0$

$_A(3,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+66=0$

$_A(3,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+69=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+12=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+15=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+18=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+21=0$

$_A(3,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+24=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+27=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+30=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+33=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+15=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+21=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+27=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+33=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+39=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+21=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+24=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+30=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+33=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+39=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+42=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+27=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+33=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+39=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+45=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+51=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+33=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+36=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+39=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+42=0$

$_A(3,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+48=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+51=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+54=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+57=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+39=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+51=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+57=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+45=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+48=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+51=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+54=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+57=0$

$_A(3,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+60=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+66=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+69=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+51=0$

$_A(3,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+57=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+63=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+69=0$

$_A(3,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+75=0$

$_A(3,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+57=0$

$_A(3,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+60=0$

$_A(3,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+66=0$

$_A(3,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+69=0$

$_A(3,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+75=0$

$_A(3,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+78=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+13=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+16=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+19=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+22=0$

$_A(3,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+25=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+28=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+31=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+34=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+17=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+23=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+29=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+35=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+41=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+24=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+27=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+33=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+36=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+42=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+45=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+31=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+37=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+43=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+49=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+55=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+38=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+41=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+44=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+47=0$

$_A(3,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+53=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+56=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+59=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+62=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+45=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+57=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+63=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+52=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+55=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+58=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+61=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+64=0$

$_A(3,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+67=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+73=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+76=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+59=0$

$_A(3,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+65=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+71=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+77=0$

$_A(3,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+83=0$

$_A(3,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+66=0$

$_A(3,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+69=0$

$_A(3,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+75=0$

$_A(3,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+78=0$

$_A(3,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+84=0$

$_A(3,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+87=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+14=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+17=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+20=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+23=0$

$_A(3,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+26=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+29=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+32=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+35=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+19=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+25=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+31=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+37=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+43=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+27=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+30=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+36=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+39=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+45=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+48=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+35=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+41=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+47=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+53=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+59=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+43=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+46=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+49=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+52=0$

$_A(3,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+58=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+61=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+64=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+67=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+51=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+63=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+69=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+59=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+62=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+65=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+68=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+71=0$

$_A(3,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+74=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+80=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+83=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+67=0$

$_A(3,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+73=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+79=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+85=0$

$_A(3,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+91=0$

$_A(3,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+75=0$

$_A(3,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+78=0$

$_A(3,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+84=0$

$_A(3,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+87=0$

$_A(3,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+93=0$

$_A(3,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+96=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+15=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+18=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+21=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+24=0$

$_A(3,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+27=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+30=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+33=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+36=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+21=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+27=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+33=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+39=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+45=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+30=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+33=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+39=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+42=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+48=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+51=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+39=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+45=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+51=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+57=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+63=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+48=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+51=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+54=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+57=0$

$_A(3,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+63=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+66=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+69=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+72=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+57=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+69=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+75=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+66=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+69=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+72=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+75=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+78=0$

$_A(3,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+81=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+87=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+90=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+75=0$

$_A(3,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+81=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+87=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+93=0$

$_A(3,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+99=0$

$_A(3,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+84=0$

$_A(3,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+87=0$

$_A(3,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+93=0$

$_A(3,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+96=0$

$_A(3,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+102=0$

$_A(3,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+105=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+5=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+9=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+13=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+17=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+21=0$

$_A(4,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+25=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+29=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+33=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+37=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+6=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+14=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+22=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+30=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+38=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+7=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+11=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+19=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+23=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+31=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+35=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+8=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+16=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+24=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+32=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+40=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+9=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+13=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+17=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+21=0$

$_A(4,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+29=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+33=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+37=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+41=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+10=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+26=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+34=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+11=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+15=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+19=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+23=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+27=0$

$_A(4,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+31=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+39=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+43=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+12=0$

$_A(4,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+20=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+28=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+36=0$

$_A(4,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+44=0$

$_A(4,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+13=0$

$_A(4,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+17=0$

$_A(4,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+25=0$

$_A(4,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+29=0$

$_A(4,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+37=0$

$_A(4,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+41=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+10=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+14=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+18=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+22=0$

$_A(4,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+26=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+30=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+34=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+38=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+8=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+16=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+24=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+32=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+40=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+10=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+14=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+22=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+26=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+34=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+38=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+12=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+20=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+28=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+36=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+44=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+14=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+18=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+22=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+26=0$

$_A(4,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+34=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+38=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+42=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+46=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+16=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+32=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+40=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+18=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+22=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+26=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+30=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+34=0$

$_A(4,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+38=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+46=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+50=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+20=0$

$_A(4,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+28=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+36=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+44=0$

$_A(4,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+52=0$

$_A(4,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+22=0$

$_A(4,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+26=0$

$_A(4,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+34=0$

$_A(4,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+38=0$

$_A(4,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+46=0$

$_A(4,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+50=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+15=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+19=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+23=0$

$_A(4,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+27=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+31=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+35=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+39=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+18=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+26=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+34=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+42=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+13=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+17=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+25=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+29=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+37=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+41=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+16=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+24=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+32=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+40=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+48=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+19=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+23=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+27=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+31=0$

$_A(4,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+39=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+43=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+47=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+51=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+22=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+38=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+46=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+25=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+29=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+33=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+37=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+41=0$

$_A(4,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+45=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+53=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+57=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+28=0$

$_A(4,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+36=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+44=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+52=0$

$_A(4,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+60=0$

$_A(4,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+31=0$

$_A(4,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+35=0$

$_A(4,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+43=0$

$_A(4,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+47=0$

$_A(4,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+55=0$

$_A(4,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+59=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+12=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+16=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+20=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+24=0$

$_A(4,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+28=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+32=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+36=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+40=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+12=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+20=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+28=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+36=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+44=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+16=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+20=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+28=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+32=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+40=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+44=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+20=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+28=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+36=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+44=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+52=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+24=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+28=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+32=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+36=0$

$_A(4,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+44=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+48=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+52=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+56=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+28=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+44=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+52=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+32=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+36=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+40=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+44=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+48=0$

$_A(4,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+52=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+60=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+64=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+36=0$

$_A(4,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+44=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+52=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+60=0$

$_A(4,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+68=0$

$_A(4,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+40=0$

$_A(4,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+44=0$

$_A(4,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+52=0$

$_A(4,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+56=0$

$_A(4,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+64=0$

$_A(4,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+68=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+13=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+17=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+21=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+25=0$

$_A(4,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+29=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+33=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+37=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+41=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+14=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+22=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+30=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+38=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+46=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+19=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+23=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+31=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+35=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+43=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+47=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+24=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+32=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+40=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+48=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+56=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+29=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+33=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+37=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+41=0$

$_A(4,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+49=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+53=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+57=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+61=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+34=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+50=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+58=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+39=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+43=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+47=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+51=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+55=0$

$_A(4,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+59=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+67=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+71=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+44=0$

$_A(4,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+52=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+60=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+68=0$

$_A(4,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+76=0$

$_A(4,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+49=0$

$_A(4,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+53=0$

$_A(4,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+61=0$

$_A(4,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+65=0$

$_A(4,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+73=0$

$_A(4,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+77=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+14=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+18=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+22=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+26=0$

$_A(4,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+30=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+34=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+38=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+42=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+16=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+24=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+32=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+40=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+48=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+22=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+26=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+34=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+38=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+46=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+50=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+28=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+36=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+44=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+52=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+60=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+34=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+38=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+42=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+46=0$

$_A(4,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+54=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+58=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+62=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+66=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+40=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+56=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+64=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+46=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+50=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+54=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+58=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+62=0$

$_A(4,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+66=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+74=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+78=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+52=0$

$_A(4,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+60=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+68=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+76=0$

$_A(4,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+84=0$

$_A(4,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+58=0$

$_A(4,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+62=0$

$_A(4,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+70=0$

$_A(4,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+74=0$

$_A(4,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+82=0$

$_A(4,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+86=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+15=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+19=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+23=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+27=0$

$_A(4,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+31=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+35=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+39=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+43=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+18=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+26=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+34=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+42=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+50=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+25=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+29=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+37=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+41=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+49=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+53=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+32=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+40=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+48=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+56=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+64=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+39=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+43=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+47=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+51=0$

$_A(4,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+59=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+63=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+67=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+71=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+46=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+62=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+70=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+53=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+57=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+61=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+65=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+69=0$

$_A(4,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+73=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+81=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+85=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+60=0$

$_A(4,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+68=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+76=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+84=0$

$_A(4,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+92=0$

$_A(4,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+67=0$

$_A(4,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+71=0$

$_A(4,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+79=0$

$_A(4,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+83=0$

$_A(4,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+91=0$

$_A(4,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+95=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+16=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+20=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+24=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+28=0$

$_A(4,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+32=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+36=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+40=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+44=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+20=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+28=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+36=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+44=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+52=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+28=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+32=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+40=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+44=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+52=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+56=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+36=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+44=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+52=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+60=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+68=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+44=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+48=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+52=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+56=0$

$_A(4,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+64=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+68=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+72=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+76=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+52=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+68=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+76=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+60=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+64=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+68=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+72=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+76=0$

$_A(4,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+80=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+88=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+92=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+68=0$

$_A(4,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+76=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+84=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+92=0$

$_A(4,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+100=0$

$_A(4,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+76=0$

$_A(4,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+80=0$

$_A(4,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+88=0$

$_A(4,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+92=0$

$_A(4,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+100=0$

$_A(4,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+104=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+17=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+21=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+25=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+29=0$

$_A(4,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+33=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+37=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+41=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+45=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+22=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+30=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+38=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+46=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+54=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+31=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+35=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+43=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+47=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+55=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+59=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+40=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+48=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+56=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+64=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+72=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+49=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+53=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+57=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+61=0$

$_A(4,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+69=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+73=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+77=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+81=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+58=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+74=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+82=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+67=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+71=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+75=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+79=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+83=0$

$_A(4,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+87=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+95=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+99=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+76=0$

$_A(4,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+84=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+92=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+100=0$

$_A(4,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+108=0$

$_A(4,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+85=0$

$_A(4,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+89=0$

$_A(4,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+97=0$

$_A(4,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+101=0$

$_A(4,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+109=0$

$_A(4,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+113=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+6=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+11=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+16=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+21=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+26=0$

$_A(5,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+31=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+36=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+41=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+46=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+7=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+17=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+27=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+37=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+47=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+8=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+13=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+23=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+28=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+38=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+43=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+9=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+19=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+29=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+39=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+49=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+10=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+15=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+20=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+25=0$

$_A(5,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+35=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+40=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+45=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+50=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+11=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+31=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+41=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+12=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+17=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+22=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+27=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+32=0$

$_A(5,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+37=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+47=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+52=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+13=0$

$_A(5,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+23=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+33=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+43=0$

$_A(5,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+53=0$

$_A(5,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+14=0$

$_A(5,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+19=0$

$_A(5,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+29=0$

$_A(5,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+34=0$

$_A(5,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+44=0$

$_A(5,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+49=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+12=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+17=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+22=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+27=0$

$_A(5,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+32=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+37=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+42=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+47=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+19=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+29=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+39=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+49=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+11=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+16=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+26=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+31=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+41=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+46=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+13=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+23=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+33=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+43=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+53=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+15=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+20=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+25=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+30=0$

$_A(5,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+40=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+45=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+50=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+55=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+17=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+37=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+47=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+19=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+24=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+29=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+34=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+39=0$

$_A(5,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+44=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+54=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+59=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+21=0$

$_A(5,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+31=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+41=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+51=0$

$_A(5,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+61=0$

$_A(5,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+23=0$

$_A(5,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+28=0$

$_A(5,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+38=0$

$_A(5,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+43=0$

$_A(5,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+53=0$

$_A(5,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+58=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+13=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+18=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+23=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+28=0$

$_A(5,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+33=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+38=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+43=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+48=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+21=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+31=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+41=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+51=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+14=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+19=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+29=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+34=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+44=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+49=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+17=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+27=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+37=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+47=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+57=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+20=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+25=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+30=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+35=0$

$_A(5,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+45=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+50=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+55=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+60=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+23=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+43=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+53=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+26=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+31=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+36=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+41=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+46=0$

$_A(5,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+51=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+61=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+66=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+29=0$

$_A(5,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+39=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+49=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+59=0$

$_A(5,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+69=0$

$_A(5,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+32=0$

$_A(5,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+37=0$

$_A(5,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+47=0$

$_A(5,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+52=0$

$_A(5,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+62=0$

$_A(5,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+67=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+14=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+19=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+24=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+29=0$

$_A(5,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+34=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+39=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+44=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+49=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+13=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+23=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+33=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+43=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+53=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+17=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+22=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+32=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+37=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+47=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+52=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+21=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+31=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+41=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+51=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+61=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+25=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+30=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+35=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+40=0$

$_A(5,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+50=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+55=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+60=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+65=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+29=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+49=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+59=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+33=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+38=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+43=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+48=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+53=0$

$_A(5,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+58=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+68=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+73=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+37=0$

$_A(5,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+47=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+57=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+67=0$

$_A(5,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+77=0$

$_A(5,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+41=0$

$_A(5,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+46=0$

$_A(5,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+56=0$

$_A(5,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+61=0$

$_A(5,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+71=0$

$_A(5,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+76=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+15=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+20=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+25=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+30=0$

$_A(5,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+35=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+40=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+45=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+50=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+15=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+25=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+35=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+45=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+55=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+20=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+25=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+35=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+40=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+50=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+55=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+25=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+35=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+45=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+55=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+65=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+30=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+35=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+40=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+45=0$

$_A(5,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+55=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+60=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+65=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+70=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+35=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+55=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+65=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+40=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+45=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+50=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+55=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+60=0$

$_A(5,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+65=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+75=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+80=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+45=0$

$_A(5,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+55=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+65=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+75=0$

$_A(5,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+85=0$

$_A(5,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+50=0$

$_A(5,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+55=0$

$_A(5,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+65=0$

$_A(5,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+70=0$

$_A(5,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+80=0$

$_A(5,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+85=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+16=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+21=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+26=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+31=0$

$_A(5,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+36=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+41=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+46=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+51=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+17=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+27=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+37=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+47=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+57=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+23=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+28=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+38=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+43=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+53=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+58=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+29=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+39=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+49=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+59=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+69=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+35=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+40=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+45=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+50=0$

$_A(5,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+60=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+65=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+70=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+75=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+41=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+61=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+71=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+47=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+52=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+57=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+62=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+67=0$

$_A(5,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+72=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+82=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+87=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+53=0$

$_A(5,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+63=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+73=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+83=0$

$_A(5,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+93=0$

$_A(5,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+59=0$

$_A(5,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+64=0$

$_A(5,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+74=0$

$_A(5,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+79=0$

$_A(5,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+89=0$

$_A(5,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+94=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+17=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+22=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+27=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+32=0$

$_A(5,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+37=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+42=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+47=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+52=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+19=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+29=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+39=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+49=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+59=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+26=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+31=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+41=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+46=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+56=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+61=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+33=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+43=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+53=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+63=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+73=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+40=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+45=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+50=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+55=0$

$_A(5,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+65=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+70=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+75=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+80=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+47=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+67=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+77=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+54=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+59=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+64=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+69=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+74=0$

$_A(5,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+79=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+89=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+94=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+61=0$

$_A(5,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+71=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+81=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+91=0$

$_A(5,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+101=0$

$_A(5,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+68=0$

$_A(5,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+73=0$

$_A(5,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+83=0$

$_A(5,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+88=0$

$_A(5,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+98=0$

$_A(5,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+103=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+18=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+23=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+28=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+33=0$

$_A(5,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+38=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+43=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+48=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+53=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+21=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+31=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+41=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+51=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+61=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+29=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+34=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+44=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+49=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+59=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+64=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+37=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+47=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+57=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+67=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+77=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+45=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+50=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+55=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+60=0$

$_A(5,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+70=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+75=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+80=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+85=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+53=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+73=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+83=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+61=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+66=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+71=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+76=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+81=0$

$_A(5,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+86=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+96=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+101=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+69=0$

$_A(5,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+79=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+89=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+99=0$

$_A(5,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+109=0$

$_A(5,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+77=0$

$_A(5,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+82=0$

$_A(5,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+92=0$

$_A(5,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+97=0$

$_A(5,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+107=0$

$_A(5,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+112=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+19=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+24=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+29=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+34=0$

$_A(5,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+39=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+44=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+49=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+54=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+23=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+33=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+43=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+53=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+63=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+32=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+37=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+47=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+52=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+62=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+67=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+41=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+51=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+61=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+71=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+81=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+50=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+55=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+60=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+65=0$

$_A(5,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+75=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+80=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+85=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+90=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+59=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+79=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+89=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+68=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+73=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+78=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+83=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+88=0$

$_A(5,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+93=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+103=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+108=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+77=0$

$_A(5,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+87=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+97=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+107=0$

$_A(5,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+117=0$

$_A(5,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+86=0$

$_A(5,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+91=0$

$_A(5,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+101=0$

$_A(5,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+106=0$

$_A(5,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+116=0$

$_A(5,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+121=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+7=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+13=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+19=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+25=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+31=0$

$_A(6,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+37=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+43=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+49=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+55=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+8=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+20=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+32=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+44=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+56=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+9=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+15=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+27=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+33=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+45=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+51=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+10=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+22=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+34=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+46=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+58=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+11=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+17=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+23=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+29=0$

$_A(6,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+41=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+47=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+53=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+59=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+12=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+36=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+48=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+13=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+19=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+25=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+31=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+37=0$

$_A(6,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+43=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+55=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+61=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+14=0$

$_A(6,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+26=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+38=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+50=0$

$_A(6,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+62=0$

$_A(6,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+15=0$

$_A(6,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+21=0$

$_A(6,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+33=0$

$_A(6,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+39=0$

$_A(6,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+51=0$

$_A(6,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+57=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+14=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+20=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+26=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+32=0$

$_A(6,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+38=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+44=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+50=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+56=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+22=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+34=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+46=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+58=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+12=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+18=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+30=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+36=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+48=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+54=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+14=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+26=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+38=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+50=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+62=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+16=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+22=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+28=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+34=0$

$_A(6,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+46=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+52=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+58=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+64=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+18=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+42=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+54=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+20=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+26=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+32=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+38=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+44=0$

$_A(6,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+50=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+62=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+68=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+22=0$

$_A(6,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+34=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+46=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+58=0$

$_A(6,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+70=0$

$_A(6,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+24=0$

$_A(6,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+30=0$

$_A(6,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+42=0$

$_A(6,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+48=0$

$_A(6,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+60=0$

$_A(6,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+66=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+15=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+21=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+27=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+33=0$

$_A(6,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+39=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+45=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+51=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+57=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+12=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+24=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+36=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+48=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+60=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+15=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+21=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+33=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+39=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+51=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+57=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+18=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+30=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+42=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+54=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+66=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+21=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+27=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+33=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+39=0$

$_A(6,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+51=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+57=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+63=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+69=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+24=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+48=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+60=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+27=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+33=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+39=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+45=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+51=0$

$_A(6,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+57=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+69=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+75=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+30=0$

$_A(6,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+42=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+54=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+66=0$

$_A(6,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+78=0$

$_A(6,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+33=0$

$_A(6,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+39=0$

$_A(6,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+51=0$

$_A(6,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+57=0$

$_A(6,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+69=0$

$_A(6,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+75=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+16=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+22=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+28=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+34=0$

$_A(6,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+40=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+46=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+52=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+58=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+14=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+26=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+38=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+50=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+62=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+18=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+24=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+36=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+42=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+54=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+60=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+22=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+34=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+46=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+58=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+70=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+26=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+32=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+38=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+44=0$

$_A(6,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+56=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+62=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+68=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+74=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+30=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+54=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+66=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+34=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+40=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+46=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+52=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+58=0$

$_A(6,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+64=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+76=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+82=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+38=0$

$_A(6,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+50=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+62=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+74=0$

$_A(6,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+86=0$

$_A(6,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+42=0$

$_A(6,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+48=0$

$_A(6,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+60=0$

$_A(6,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+66=0$

$_A(6,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+78=0$

$_A(6,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+84=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+17=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+23=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+29=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+35=0$

$_A(6,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+41=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+47=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+53=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+59=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+16=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+28=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+40=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+52=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+64=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+21=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+27=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+39=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+45=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+57=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+63=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+26=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+38=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+50=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+62=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+74=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+31=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+37=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+43=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+49=0$

$_A(6,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+61=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+67=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+73=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+79=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+36=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+60=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+72=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+41=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+47=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+53=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+59=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+65=0$

$_A(6,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+71=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+83=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+89=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+46=0$

$_A(6,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+58=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+70=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+82=0$

$_A(6,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+94=0$

$_A(6,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+51=0$

$_A(6,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+57=0$

$_A(6,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+69=0$

$_A(6,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+75=0$

$_A(6,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+87=0$

$_A(6,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+93=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+18=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+24=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+30=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+36=0$

$_A(6,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+42=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+48=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+54=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+60=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+18=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+30=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+42=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+54=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+66=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+24=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+30=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+42=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+48=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+60=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+66=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+30=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+42=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+54=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+66=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+78=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+36=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+42=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+48=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+54=0$

$_A(6,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+66=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+72=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+78=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+84=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+42=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+66=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+78=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+48=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+54=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+60=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+66=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+72=0$

$_A(6,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+78=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+90=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+96=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+54=0$

$_A(6,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+66=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+78=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+90=0$

$_A(6,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+102=0$

$_A(6,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+60=0$

$_A(6,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+66=0$

$_A(6,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+78=0$

$_A(6,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+84=0$

$_A(6,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+96=0$

$_A(6,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+102=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+19=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+25=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+31=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+37=0$

$_A(6,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+43=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+49=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+55=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+61=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+20=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+32=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+44=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+56=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+68=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+27=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+33=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+45=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+51=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+63=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+69=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+34=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+46=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+58=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+70=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+82=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+41=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+47=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+53=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+59=0$

$_A(6,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+71=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+77=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+83=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+89=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+48=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+72=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+84=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+55=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+61=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+67=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+73=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+79=0$

$_A(6,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+85=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+97=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+103=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+62=0$

$_A(6,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+74=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+86=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+98=0$

$_A(6,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+110=0$

$_A(6,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+69=0$

$_A(6,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+75=0$

$_A(6,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+87=0$

$_A(6,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+93=0$

$_A(6,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+105=0$

$_A(6,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+111=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+20=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+26=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+32=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+38=0$

$_A(6,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+44=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+50=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+56=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+62=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+22=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+34=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+46=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+58=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+70=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+30=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+36=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+48=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+54=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+66=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+72=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+38=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+50=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+62=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+74=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+86=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+46=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+52=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+58=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+64=0$

$_A(6,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+76=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+82=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+88=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+94=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+54=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+78=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+90=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+62=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+68=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+74=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+80=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+86=0$

$_A(6,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+92=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+104=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+110=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+70=0$

$_A(6,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+82=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+94=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+106=0$

$_A(6,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+118=0$

$_A(6,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+78=0$

$_A(6,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+84=0$

$_A(6,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+96=0$

$_A(6,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+102=0$

$_A(6,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+114=0$

$_A(6,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+120=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+21=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+27=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+33=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+39=0$

$_A(6,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+45=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+51=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+57=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+63=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+24=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+36=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+48=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+60=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+72=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+33=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+39=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+51=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+57=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+69=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+75=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+42=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+54=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+66=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+78=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+90=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+51=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+57=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+63=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+69=0$

$_A(6,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+81=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+87=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+93=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+99=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+60=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+84=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+96=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+69=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+75=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+81=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+87=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+93=0$

$_A(6,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+99=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+111=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+117=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+78=0$

$_A(6,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+90=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+102=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+114=0$

$_A(6,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+126=0$

$_A(6,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+87=0$

$_A(6,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+93=0$

$_A(6,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+105=0$

$_A(6,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+111=0$

$_A(6,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+123=0$

$_A(6,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+129=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+8=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+15=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+22=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+29=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+36=0$

$_A(7,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+43=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+50=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+57=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+64=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+23=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+37=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+51=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+65=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+10=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+17=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+31=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+38=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+52=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+59=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+11=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+25=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+39=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+53=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+67=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+12=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+19=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+26=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+33=0$

$_A(7,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+47=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+54=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+61=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+68=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+13=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+41=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+55=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+14=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+21=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+28=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+35=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+42=0$

$_A(7,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+49=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+63=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+70=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+15=0$

$_A(7,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+29=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+43=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+57=0$

$_A(7,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+71=0$

$_A(7,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+16=0$

$_A(7,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+23=0$

$_A(7,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+37=0$

$_A(7,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+44=0$

$_A(7,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+58=0$

$_A(7,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+65=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+16=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+23=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+30=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+37=0$

$_A(7,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+44=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+51=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+58=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+65=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+25=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+39=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+53=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+67=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+13=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+20=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+34=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+41=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+55=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+62=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+15=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+29=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+43=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+57=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+71=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+17=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+24=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+31=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+38=0$

$_A(7,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+52=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+59=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+66=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+73=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+19=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+47=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+61=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+21=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+28=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+35=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+42=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+49=0$

$_A(7,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+56=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+70=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+77=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+23=0$

$_A(7,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+37=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+51=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+65=0$

$_A(7,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+79=0$

$_A(7,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+25=0$

$_A(7,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+32=0$

$_A(7,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+46=0$

$_A(7,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+53=0$

$_A(7,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+67=0$

$_A(7,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+74=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+17=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+24=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+31=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+38=0$

$_A(7,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+45=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+52=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+59=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+66=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+13=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+27=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+41=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+55=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+69=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+16=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+23=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+37=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+44=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+58=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+65=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+19=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+33=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+47=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+61=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+75=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+22=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+29=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+36=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+43=0$

$_A(7,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+57=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+64=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+71=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+78=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+25=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+53=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+67=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+28=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+35=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+42=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+49=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+56=0$

$_A(7,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+63=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+77=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+84=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+31=0$

$_A(7,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+45=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+59=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+73=0$

$_A(7,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+87=0$

$_A(7,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+34=0$

$_A(7,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+41=0$

$_A(7,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+55=0$

$_A(7,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+62=0$

$_A(7,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+76=0$

$_A(7,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+83=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+18=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+25=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+32=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+39=0$

$_A(7,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+46=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+53=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+60=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+67=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+15=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+29=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+43=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+57=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+71=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+19=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+26=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+40=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+47=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+61=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+68=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+23=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+37=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+51=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+65=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+79=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+27=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+34=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+41=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+48=0$

$_A(7,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+62=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+69=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+76=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+83=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+31=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+59=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+73=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+35=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+42=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+49=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+56=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+63=0$

$_A(7,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+70=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+84=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+91=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+39=0$

$_A(7,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+53=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+67=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+81=0$

$_A(7,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+95=0$

$_A(7,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+43=0$

$_A(7,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+50=0$

$_A(7,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+64=0$

$_A(7,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+71=0$

$_A(7,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+85=0$

$_A(7,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+92=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+19=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+26=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+33=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+40=0$

$_A(7,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+47=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+54=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+61=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+68=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+17=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+31=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+45=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+59=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+73=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+22=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+29=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+43=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+50=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+64=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+71=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+27=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+41=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+55=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+69=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+83=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+32=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+39=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+46=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+53=0$

$_A(7,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+67=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+74=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+81=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+88=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+37=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+65=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+79=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+42=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+49=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+56=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+63=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+70=0$

$_A(7,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+77=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+91=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+98=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+47=0$

$_A(7,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+61=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+75=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+89=0$

$_A(7,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+103=0$

$_A(7,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+52=0$

$_A(7,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+59=0$

$_A(7,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+73=0$

$_A(7,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+80=0$

$_A(7,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+94=0$

$_A(7,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+101=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+20=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+27=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+34=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+41=0$

$_A(7,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+48=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+55=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+62=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+69=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+19=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+33=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+47=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+61=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+75=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+25=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+32=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+46=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+53=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+67=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+74=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+31=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+45=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+59=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+73=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+87=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+37=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+44=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+51=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+58=0$

$_A(7,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+72=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+79=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+86=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+93=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+43=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+71=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+85=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+49=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+56=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+63=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+70=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+77=0$

$_A(7,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+84=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+98=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+105=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+55=0$

$_A(7,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+69=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+83=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+97=0$

$_A(7,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+111=0$

$_A(7,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+61=0$

$_A(7,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+68=0$

$_A(7,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+82=0$

$_A(7,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+89=0$

$_A(7,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+103=0$

$_A(7,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+110=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+21=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+28=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+35=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+42=0$

$_A(7,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+49=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+56=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+63=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+70=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+21=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+35=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+49=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+63=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+77=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+28=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+35=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+49=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+56=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+70=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+77=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+35=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+49=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+63=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+77=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+91=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+42=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+49=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+56=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+63=0$

$_A(7,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+77=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+84=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+91=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+98=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+49=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+77=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+91=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+56=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+63=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+70=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+77=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+84=0$

$_A(7,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+91=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+105=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+112=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+63=0$

$_A(7,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+77=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+91=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+105=0$

$_A(7,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+119=0$

$_A(7,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+70=0$

$_A(7,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+77=0$

$_A(7,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+91=0$

$_A(7,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+98=0$

$_A(7,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+112=0$

$_A(7,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+119=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+22=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+29=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+36=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+43=0$

$_A(7,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+50=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+57=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+64=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+71=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+23=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+37=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+51=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+65=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+79=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+31=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+38=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+52=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+59=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+73=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+80=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+39=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+53=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+67=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+81=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+95=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+47=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+54=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+61=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+68=0$

$_A(7,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+82=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+89=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+96=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+103=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+55=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+83=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+97=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+63=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+70=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+77=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+84=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+91=0$

$_A(7,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+98=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+112=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+119=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+71=0$

$_A(7,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+85=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+99=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+113=0$

$_A(7,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+127=0$

$_A(7,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+79=0$

$_A(7,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+86=0$

$_A(7,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+100=0$

$_A(7,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+107=0$

$_A(7,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+121=0$

$_A(7,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+128=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+23=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+30=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+37=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+44=0$

$_A(7,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+51=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+58=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+65=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+72=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+25=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+39=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+53=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+67=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+81=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+34=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+41=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+55=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+62=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+76=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+83=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+43=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+57=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+71=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+85=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+99=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+52=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+59=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+66=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+73=0$

$_A(7,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+87=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+94=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+101=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+108=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+61=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+89=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+103=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+70=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+77=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+84=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+91=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+98=0$

$_A(7,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+105=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+119=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+126=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+79=0$

$_A(7,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+93=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+107=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+121=0$

$_A(7,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+135=0$

$_A(7,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+88=0$

$_A(7,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+95=0$

$_A(7,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+109=0$

$_A(7,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+116=0$

$_A(7,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+130=0$

$_A(7,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+137=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y+9=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+17=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+25=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+33=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+41=0$

$_A(8,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+49=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+57=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+65=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+73=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+26=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+42=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+58=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+74=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+11=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+19=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+35=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+43=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+59=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+67=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+12=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+28=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+44=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+60=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+76=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+13=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+21=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+29=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+37=0$

$_A(8,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+53=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+61=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+69=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+77=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+14=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+46=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+62=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+15=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+23=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+31=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+39=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+47=0$

$_A(8,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+55=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+71=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+79=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+16=0$

$_A(8,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+32=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+48=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+64=0$

$_A(8,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+80=0$

$_A(8,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+17=0$

$_A(8,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+25=0$

$_A(8,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+41=0$

$_A(8,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+49=0$

$_A(8,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+65=0$

$_A(8,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+73=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+18=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+26=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+34=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+42=0$

$_A(8,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+50=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+58=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+66=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+74=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+12=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+28=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+44=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+60=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+76=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+14=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+22=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+38=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+46=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+62=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+70=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+16=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+32=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+48=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+64=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+80=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+18=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+26=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+34=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+42=0$

$_A(8,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+58=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+66=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+74=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+82=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+20=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+52=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+68=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+22=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+30=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+38=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+46=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+54=0$

$_A(8,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+62=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+78=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+86=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+24=0$

$_A(8,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+40=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+56=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+72=0$

$_A(8,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+88=0$

$_A(8,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+26=0$

$_A(8,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+34=0$

$_A(8,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+50=0$

$_A(8,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+58=0$

$_A(8,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+74=0$

$_A(8,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+82=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+19=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+27=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+35=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+43=0$

$_A(8,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+51=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+59=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+67=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+75=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+14=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+30=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+46=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+62=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+78=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+17=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+25=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+41=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+49=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+65=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+73=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+20=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+36=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+52=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+68=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+84=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+23=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+31=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+39=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+47=0$

$_A(8,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+63=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+71=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+79=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+87=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+26=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+58=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+74=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+29=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+37=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+45=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+53=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+61=0$

$_A(8,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+69=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+85=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+93=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+32=0$

$_A(8,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+48=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+64=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+80=0$

$_A(8,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+96=0$

$_A(8,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+35=0$

$_A(8,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+43=0$

$_A(8,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+59=0$

$_A(8,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+67=0$

$_A(8,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+83=0$

$_A(8,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+91=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+20=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+28=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+36=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+44=0$

$_A(8,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+52=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+60=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+68=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+76=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+16=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+32=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+48=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+64=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+80=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+20=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+28=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+44=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+52=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+68=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+76=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+24=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+40=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+56=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+72=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+88=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+28=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+36=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+44=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+52=0$

$_A(8,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+68=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+76=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+84=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+92=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+32=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+64=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+80=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+36=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+44=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+52=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+60=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+68=0$

$_A(8,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+76=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+92=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+100=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+40=0$

$_A(8,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+56=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+72=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+88=0$

$_A(8,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+104=0$

$_A(8,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+44=0$

$_A(8,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+52=0$

$_A(8,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+68=0$

$_A(8,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+76=0$

$_A(8,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+92=0$

$_A(8,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+100=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+21=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+29=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+37=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+45=0$

$_A(8,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+53=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+61=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+69=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+77=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+18=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+34=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+50=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+66=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+82=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+23=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+31=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+47=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+55=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+71=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+79=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+28=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+44=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+60=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+76=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+92=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+33=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+41=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+49=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+57=0$

$_A(8,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+73=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+81=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+89=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+97=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+38=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+70=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+86=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+43=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+51=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+59=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+67=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+75=0$

$_A(8,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+83=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+99=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+107=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+48=0$

$_A(8,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+64=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+80=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+96=0$

$_A(8,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+112=0$

$_A(8,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+53=0$

$_A(8,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+61=0$

$_A(8,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+77=0$

$_A(8,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+85=0$

$_A(8,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+101=0$

$_A(8,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+109=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+22=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+30=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+38=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+46=0$

$_A(8,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+54=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+62=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+70=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+78=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+20=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+36=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+52=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+68=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+84=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+26=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+34=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+50=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+58=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+74=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+82=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+32=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+48=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+64=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+80=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+96=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+38=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+46=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+54=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+62=0$

$_A(8,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+78=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+86=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+94=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+102=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+44=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+76=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+92=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+50=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+58=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+66=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+74=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+82=0$

$_A(8,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+90=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+106=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+114=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+56=0$

$_A(8,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+72=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+88=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+104=0$

$_A(8,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+120=0$

$_A(8,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+62=0$

$_A(8,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+70=0$

$_A(8,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+86=0$

$_A(8,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+94=0$

$_A(8,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+110=0$

$_A(8,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+118=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+23=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+31=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+39=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+47=0$

$_A(8,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+55=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+63=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+71=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+79=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+22=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+38=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+54=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+70=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+86=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+29=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+37=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+53=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+61=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+77=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+85=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+36=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+52=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+68=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+84=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+100=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+43=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+51=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+59=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+67=0$

$_A(8,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+83=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+91=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+99=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+107=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+50=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+82=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+98=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+57=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+65=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+73=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+81=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+89=0$

$_A(8,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+97=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+113=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+121=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+64=0$

$_A(8,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+80=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+96=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+112=0$

$_A(8,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+128=0$

$_A(8,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+71=0$

$_A(8,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+79=0$

$_A(8,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+95=0$

$_A(8,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+103=0$

$_A(8,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+119=0$

$_A(8,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+127=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+24=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+32=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+40=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+48=0$

$_A(8,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+56=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+64=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+72=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+80=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+24=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+40=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+56=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+72=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+88=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+32=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+40=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+56=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+64=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+80=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+88=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+40=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+56=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+72=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+88=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+104=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+48=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+56=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+64=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+72=0$

$_A(8,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+88=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+96=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+104=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+112=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+56=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+88=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+104=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+64=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+72=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+80=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+88=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+96=0$

$_A(8,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+104=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+120=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+128=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+72=0$

$_A(8,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+88=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+104=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+120=0$

$_A(8,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+136=0$

$_A(8,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+80=0$

$_A(8,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+88=0$

$_A(8,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+104=0$

$_A(8,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+112=0$

$_A(8,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+128=0$

$_A(8,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+136=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+25=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+33=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+41=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+49=0$

$_A(8,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+57=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+65=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+73=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y+81=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+26=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+42=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+58=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+74=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+90=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+35=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+43=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+59=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+67=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+83=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+91=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+44=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+60=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+76=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+92=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+108=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+53=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+61=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+69=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+77=0$

$_A(8,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+93=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+101=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+109=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+117=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+62=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+94=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+110=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+71=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+79=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+87=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+95=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+103=0$

$_A(8,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+111=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+127=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+135=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+80=0$

$_A(8,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+96=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+112=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+128=0$

$_A(8,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+144=0$

$_A(8,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+89=0$

$_A(8,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+97=0$

$_A(8,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+113=0$

$_A(8,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+121=0$

$_A(8,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+137=0$

$_A(8,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+145=0$

$_A(1,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y=0$

$_A(1,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(1,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-2=0$

$_A(1,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-3=0$

$_A(1,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-4=0$

$_A(1,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-5=0$

$_A(1,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-6=0$

$_A(1,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-7=0$

$_A(1,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-8=0$

$_A(1,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+1=0$

$_A(1,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-1=0$

$_A(1,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-3=0$

$_A(1,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-5=0$

$_A(1,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-7=0$

$_A(1,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+2=0$

$_A(1,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+1=0$

$_A(1,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-1=0$

$_A(1,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-2=0$

$_A(1,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-4=0$

$_A(1,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-5=0$

$_A(1,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+3=0$

$_A(1,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+1=0$

$_A(1,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-1=0$

$_A(1,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-3=0$

$_A(1,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-5=0$

$_A(1,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+4=0$

$_A(1,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+3=0$

$_A(1,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+2=0$

$_A(1,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+1=0$

$_A(1,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-1=0$

$_A(1,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-2=0$

$_A(1,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-3=0$

$_A(1,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-4=0$

$_A(1,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+5=0$

$_A(1,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+1=0$

$_A(1,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-1=0$

$_A(1,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+6=0$

$_A(1,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+5=0$

$_A(1,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+4=0$

$_A(1,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+3=0$

$_A(1,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+2=0$

$_A(1,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+1=0$

$_A(1,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-1=0$

$_A(1,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-2=0$

$_A(1,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+7=0$

$_A(1,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+5=0$

$_A(1,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+3=0$

$_A(1,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+1=0$

$_A(1,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-1=0$

$_A(1,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+8=0$

$_A(1,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+7=0$

$_A(1,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+5=0$

$_A(1,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+4=0$

$_A(1,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+2=0$

$_A(1,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+1=0$

$_A(1,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(1,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-1=0$

$_A(1,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-2=0$

$_A(1,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-3=0$

$_A(1,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-4=0$

$_A(1,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-5=0$

$_A(1,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-6=0$

$_A(1,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-7=0$

$_A(1,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+3=0$

$_A(1,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+1=0$

$_A(1,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-1=0$

$_A(1,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-3=0$

$_A(1,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-5=0$

$_A(1,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+5=0$

$_A(1,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+4=0$

$_A(1,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+2=0$

$_A(1,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+1=0$

$_A(1,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-1=0$

$_A(1,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-2=0$

$_A(1,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+7=0$

$_A(1,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+5=0$

$_A(1,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+3=0$

$_A(1,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+1=0$

$_A(1,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-1=0$

$_A(1,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+9=0$

$_A(1,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+8=0$

$_A(1,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+7=0$

$_A(1,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+6=0$

$_A(1,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+4=0$

$_A(1,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+3=0$

$_A(1,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+2=0$

$_A(1,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+1=0$

$_A(1,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+11=0$

$_A(1,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+7=0$

$_A(1,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+5=0$

$_A(1,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+13=0$

$_A(1,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+12=0$

$_A(1,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+11=0$

$_A(1,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+10=0$

$_A(1,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+9=0$

$_A(1,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+8=0$

$_A(1,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+6=0$

$_A(1,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+5=0$

$_A(1,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+15=0$

$_A(1,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+13=0$

$_A(1,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+11=0$

$_A(1,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+9=0$

$_A(1,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+7=0$

$_A(1,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+17=0$

$_A(1,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+16=0$

$_A(1,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+14=0$

$_A(1,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+13=0$

$_A(1,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+11=0$

$_A(1,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+10=0$

$_A(1,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(1,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y=0$

$_A(1,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-1=0$

$_A(1,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-2=0$

$_A(1,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-3=0$

$_A(1,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-4=0$

$_A(1,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-5=0$

$_A(1,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-6=0$

$_A(1,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+5=0$

$_A(1,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+3=0$

$_A(1,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+1=0$

$_A(1,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-1=0$

$_A(1,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-3=0$

$_A(1,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+8=0$

$_A(1,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+7=0$

$_A(1,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+5=0$

$_A(1,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+4=0$

$_A(1,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+2=0$

$_A(1,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+1=0$

$_A(1,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+11=0$

$_A(1,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+9=0$

$_A(1,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+7=0$

$_A(1,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+5=0$

$_A(1,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+3=0$

$_A(1,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+14=0$

$_A(1,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+13=0$

$_A(1,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+12=0$

$_A(1,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+11=0$

$_A(1,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+9=0$

$_A(1,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+8=0$

$_A(1,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+7=0$

$_A(1,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+6=0$

$_A(1,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+17=0$

$_A(1,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+13=0$

$_A(1,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+11=0$

$_A(1,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+20=0$

$_A(1,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+19=0$

$_A(1,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+18=0$

$_A(1,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+17=0$

$_A(1,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+16=0$

$_A(1,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+15=0$

$_A(1,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+13=0$

$_A(1,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+12=0$

$_A(1,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+23=0$

$_A(1,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+21=0$

$_A(1,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+19=0$

$_A(1,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+17=0$

$_A(1,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+15=0$

$_A(1,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+26=0$

$_A(1,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+25=0$

$_A(1,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+23=0$

$_A(1,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+22=0$

$_A(1,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+20=0$

$_A(1,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+19=0$

$_A(1,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+2=0$

$_A(1,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+1=0$

$_A(1,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y=0$

$_A(1,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-1=0$

$_A(1,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-2=0$

$_A(1,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-3=0$

$_A(1,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-4=0$

$_A(1,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-5=0$

$_A(1,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+7=0$

$_A(1,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+5=0$

$_A(1,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+3=0$

$_A(1,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+1=0$

$_A(1,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-1=0$

$_A(1,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+11=0$

$_A(1,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+10=0$

$_A(1,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+8=0$

$_A(1,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+7=0$

$_A(1,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+5=0$

$_A(1,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+4=0$

$_A(1,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+15=0$

$_A(1,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+13=0$

$_A(1,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+11=0$

$_A(1,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+9=0$

$_A(1,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+7=0$

$_A(1,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+19=0$

$_A(1,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+18=0$

$_A(1,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+17=0$

$_A(1,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+16=0$

$_A(1,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+14=0$

$_A(1,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+13=0$

$_A(1,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+12=0$

$_A(1,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+11=0$

$_A(1,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+23=0$

$_A(1,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+19=0$

$_A(1,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+17=0$

$_A(1,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+27=0$

$_A(1,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+26=0$

$_A(1,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+25=0$

$_A(1,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+24=0$

$_A(1,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+23=0$

$_A(1,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+22=0$

$_A(1,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+20=0$

$_A(1,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+19=0$

$_A(1,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+31=0$

$_A(1,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+29=0$

$_A(1,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+27=0$

$_A(1,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+25=0$

$_A(1,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+23=0$

$_A(1,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+35=0$

$_A(1,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+34=0$

$_A(1,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+32=0$

$_A(1,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+31=0$

$_A(1,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+29=0$

$_A(1,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+28=0$

$_A(1,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(1,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+2=0$

$_A(1,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+1=0$

$_A(1,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y=0$

$_A(1,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-1=0$

$_A(1,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-2=0$

$_A(1,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-3=0$

$_A(1,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-4=0$

$_A(1,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(1,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+7=0$

$_A(1,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+5=0$

$_A(1,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+3=0$

$_A(1,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+1=0$

$_A(1,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+14=0$

$_A(1,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+13=0$

$_A(1,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+11=0$

$_A(1,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+10=0$

$_A(1,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+8=0$

$_A(1,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+7=0$

$_A(1,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+19=0$

$_A(1,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+17=0$

$_A(1,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+15=0$

$_A(1,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+13=0$

$_A(1,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+11=0$

$_A(1,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+24=0$

$_A(1,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+23=0$

$_A(1,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+22=0$

$_A(1,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+21=0$

$_A(1,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+19=0$

$_A(1,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+18=0$

$_A(1,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+17=0$

$_A(1,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+16=0$

$_A(1,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+29=0$

$_A(1,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+25=0$

$_A(1,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+23=0$

$_A(1,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+34=0$

$_A(1,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+33=0$

$_A(1,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+32=0$

$_A(1,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+31=0$

$_A(1,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+30=0$

$_A(1,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+29=0$

$_A(1,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+27=0$

$_A(1,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+26=0$

$_A(1,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+39=0$

$_A(1,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+37=0$

$_A(1,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+35=0$

$_A(1,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+33=0$

$_A(1,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+31=0$

$_A(1,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+44=0$

$_A(1,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+43=0$

$_A(1,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+41=0$

$_A(1,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+40=0$

$_A(1,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+38=0$

$_A(1,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+37=0$

$_A(1,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+4=0$

$_A(1,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+3=0$

$_A(1,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+2=0$

$_A(1,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+1=0$

$_A(1,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y=0$

$_A(1,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-1=0$

$_A(1,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-2=0$

$_A(1,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-3=0$

$_A(1,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(1,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+9=0$

$_A(1,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+7=0$

$_A(1,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+5=0$

$_A(1,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+3=0$

$_A(1,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+17=0$

$_A(1,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+16=0$

$_A(1,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+14=0$

$_A(1,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+13=0$

$_A(1,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+11=0$

$_A(1,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+10=0$

$_A(1,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+23=0$

$_A(1,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+21=0$

$_A(1,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+19=0$

$_A(1,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+17=0$

$_A(1,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+15=0$

$_A(1,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+29=0$

$_A(1,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+28=0$

$_A(1,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+27=0$

$_A(1,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+26=0$

$_A(1,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+24=0$

$_A(1,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+23=0$

$_A(1,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+22=0$

$_A(1,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+21=0$

$_A(1,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+35=0$

$_A(1,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+31=0$

$_A(1,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+29=0$

$_A(1,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+41=0$

$_A(1,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+40=0$

$_A(1,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+39=0$

$_A(1,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+38=0$

$_A(1,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+37=0$

$_A(1,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+36=0$

$_A(1,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+34=0$

$_A(1,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+33=0$

$_A(1,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+47=0$

$_A(1,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+45=0$

$_A(1,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+43=0$

$_A(1,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+41=0$

$_A(1,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+39=0$

$_A(1,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+53=0$

$_A(1,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+52=0$

$_A(1,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+50=0$

$_A(1,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+49=0$

$_A(1,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+47=0$

$_A(1,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+46=0$

$_A(1,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(1,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+4=0$

$_A(1,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+3=0$

$_A(1,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+2=0$

$_A(1,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+1=0$

$_A(1,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y=0$

$_A(1,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-1=0$

$_A(1,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-2=0$

$_A(1,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+13=0$

$_A(1,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+11=0$

$_A(1,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+9=0$

$_A(1,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+7=0$

$_A(1,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+5=0$

$_A(1,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+20=0$

$_A(1,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+19=0$

$_A(1,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+17=0$

$_A(1,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+16=0$

$_A(1,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+14=0$

$_A(1,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+13=0$

$_A(1,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+27=0$

$_A(1,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+25=0$

$_A(1,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+23=0$

$_A(1,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+21=0$

$_A(1,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+19=0$

$_A(1,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+34=0$

$_A(1,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+33=0$

$_A(1,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+32=0$

$_A(1,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+31=0$

$_A(1,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+29=0$

$_A(1,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+28=0$

$_A(1,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+27=0$

$_A(1,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+26=0$

$_A(1,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+41=0$

$_A(1,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+37=0$

$_A(1,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+35=0$

$_A(1,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+48=0$

$_A(1,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+47=0$

$_A(1,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+46=0$

$_A(1,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+45=0$

$_A(1,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+44=0$

$_A(1,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+43=0$

$_A(1,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+41=0$

$_A(1,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+40=0$

$_A(1,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+55=0$

$_A(1,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+53=0$

$_A(1,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+51=0$

$_A(1,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+49=0$

$_A(1,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+47=0$

$_A(1,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+62=0$

$_A(1,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+61=0$

$_A(1,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+59=0$

$_A(1,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+58=0$

$_A(1,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+56=0$

$_A(1,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+55=0$

$_A(1,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+6=0$

$_A(1,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+5=0$

$_A(1,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+4=0$

$_A(1,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+3=0$

$_A(1,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+2=0$

$_A(1,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+1=0$

$_A(1,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y=0$

$_A(1,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-1=0$

$_A(1,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+15=0$

$_A(1,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+13=0$

$_A(1,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+11=0$

$_A(1,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+9=0$

$_A(1,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+7=0$

$_A(1,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+23=0$

$_A(1,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+22=0$

$_A(1,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+20=0$

$_A(1,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+19=0$

$_A(1,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+17=0$

$_A(1,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+16=0$

$_A(1,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+31=0$

$_A(1,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+29=0$

$_A(1,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+27=0$

$_A(1,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+25=0$

$_A(1,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+23=0$

$_A(1,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+39=0$

$_A(1,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+38=0$

$_A(1,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+37=0$

$_A(1,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+36=0$

$_A(1,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+34=0$

$_A(1,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+33=0$

$_A(1,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+32=0$

$_A(1,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+31=0$

$_A(1,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+47=0$

$_A(1,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+43=0$

$_A(1,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+41=0$

$_A(1,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+55=0$

$_A(1,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+54=0$

$_A(1,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+53=0$

$_A(1,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+52=0$

$_A(1,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+51=0$

$_A(1,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+50=0$

$_A(1,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+48=0$

$_A(1,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+47=0$

$_A(1,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+63=0$

$_A(1,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+61=0$

$_A(1,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+59=0$

$_A(1,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+57=0$

$_A(1,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+55=0$

$_A(1,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+71=0$

$_A(1,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+70=0$

$_A(1,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+68=0$

$_A(1,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+67=0$

$_A(1,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+65=0$

$_A(1,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+64=0$

$_A(1,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(1,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+6=0$

$_A(1,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+5=0$

$_A(1,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+4=0$

$_A(1,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+3=0$

$_A(1,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+2=0$

$_A(1,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+1=0$

$_A(1,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y=0$

$_A(1,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+17=0$

$_A(1,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+15=0$

$_A(1,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+13=0$

$_A(1,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+11=0$

$_A(1,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+9=0$

$_A(1,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+26=0$

$_A(1,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+25=0$

$_A(1,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+23=0$

$_A(1,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+22=0$

$_A(1,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+20=0$

$_A(1,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+19=0$

$_A(1,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+35=0$

$_A(1,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+33=0$

$_A(1,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+31=0$

$_A(1,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+29=0$

$_A(1,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+27=0$

$_A(1,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+44=0$

$_A(1,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+43=0$

$_A(1,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+42=0$

$_A(1,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+41=0$

$_A(1,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+39=0$

$_A(1,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+38=0$

$_A(1,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+37=0$

$_A(1,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+36=0$

$_A(1,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+53=0$

$_A(1,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+49=0$

$_A(1,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+47=0$

$_A(1,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+62=0$

$_A(1,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+61=0$

$_A(1,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+60=0$

$_A(1,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+59=0$

$_A(1,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+58=0$

$_A(1,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+57=0$

$_A(1,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+55=0$

$_A(1,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+54=0$

$_A(1,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+71=0$

$_A(1,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+69=0$

$_A(1,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+67=0$

$_A(1,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+65=0$

$_A(1,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+63=0$

$_A(1,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+80=0$

$_A(1,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+79=0$

$_A(1,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+77=0$

$_A(1,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+76=0$

$_A(1,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+74=0$

$_A(1,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+73=0$

$_A(2,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-1=0$

$_A(2,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(2,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-5=0$

$_A(2,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-7=0$

$_A(2,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-9=0$

$_A(2,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-11=0$

$_A(2,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-13=0$

$_A(2,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-15=0$

$_A(2,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-17=0$

$_A(2,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(2,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-4=0$

$_A(2,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-8=0$

$_A(2,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-12=0$

$_A(2,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-16=0$

$_A(2,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+1=0$

$_A(2,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-1=0$

$_A(2,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-5=0$

$_A(2,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-7=0$

$_A(2,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-11=0$

$_A(2,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-13=0$

$_A(2,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+2=0$

$_A(2,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-2=0$

$_A(2,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-6=0$

$_A(2,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-10=0$

$_A(2,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-14=0$

$_A(2,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+3=0$

$_A(2,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+1=0$

$_A(2,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-1=0$

$_A(2,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-3=0$

$_A(2,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-7=0$

$_A(2,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-9=0$

$_A(2,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-11=0$

$_A(2,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-13=0$

$_A(2,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+4=0$

$_A(2,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-4=0$

$_A(2,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-8=0$

$_A(2,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+5=0$

$_A(2,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+3=0$

$_A(2,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+1=0$

$_A(2,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-1=0$

$_A(2,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-3=0$

$_A(2,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-5=0$

$_A(2,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-9=0$

$_A(2,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-11=0$

$_A(2,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+6=0$

$_A(2,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+2=0$

$_A(2,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-2=0$

$_A(2,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-6=0$

$_A(2,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-10=0$

$_A(2,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+7=0$

$_A(2,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+5=0$

$_A(2,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+1=0$

$_A(2,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-1=0$

$_A(2,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-5=0$

$_A(2,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-7=0$

$_A(2,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-2=0$

$_A(2,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-4=0$

$_A(2,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-6=0$

$_A(2,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-8=0$

$_A(2,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-10=0$

$_A(2,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-12=0$

$_A(2,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-14=0$

$_A(2,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-16=0$

$_A(2,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+2=0$

$_A(2,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-2=0$

$_A(2,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-6=0$

$_A(2,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-10=0$

$_A(2,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-14=0$

$_A(2,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+4=0$

$_A(2,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+2=0$

$_A(2,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-2=0$

$_A(2,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-4=0$

$_A(2,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-8=0$

$_A(2,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-10=0$

$_A(2,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+6=0$

$_A(2,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+2=0$

$_A(2,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-2=0$

$_A(2,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-6=0$

$_A(2,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-10=0$

$_A(2,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+8=0$

$_A(2,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+6=0$

$_A(2,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+4=0$

$_A(2,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+2=0$

$_A(2,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-2=0$

$_A(2,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-4=0$

$_A(2,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-6=0$

$_A(2,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-8=0$

$_A(2,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+10=0$

$_A(2,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+2=0$

$_A(2,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-2=0$

$_A(2,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+12=0$

$_A(2,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+10=0$

$_A(2,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+8=0$

$_A(2,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+6=0$

$_A(2,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+4=0$

$_A(2,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+2=0$

$_A(2,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-2=0$

$_A(2,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-4=0$

$_A(2,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+14=0$

$_A(2,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+10=0$

$_A(2,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+6=0$

$_A(2,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+2=0$

$_A(2,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-2=0$

$_A(2,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+16=0$

$_A(2,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+14=0$

$_A(2,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+10=0$

$_A(2,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+8=0$

$_A(2,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+4=0$

$_A(2,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+2=0$

$_A(2,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(2,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-3=0$

$_A(2,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-5=0$

$_A(2,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-7=0$

$_A(2,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-9=0$

$_A(2,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-11=0$

$_A(2,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-13=0$

$_A(2,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-15=0$

$_A(2,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+4=0$

$_A(2,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y=0$

$_A(2,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-4=0$

$_A(2,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-8=0$

$_A(2,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-12=0$

$_A(2,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+7=0$

$_A(2,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+5=0$

$_A(2,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+1=0$

$_A(2,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-1=0$

$_A(2,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-5=0$

$_A(2,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-7=0$

$_A(2,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+10=0$

$_A(2,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+6=0$

$_A(2,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+2=0$

$_A(2,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-2=0$

$_A(2,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-6=0$

$_A(2,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+13=0$

$_A(2,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+11=0$

$_A(2,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+9=0$

$_A(2,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+7=0$

$_A(2,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+3=0$

$_A(2,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+1=0$

$_A(2,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-1=0$

$_A(2,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-3=0$

$_A(2,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+16=0$

$_A(2,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+8=0$

$_A(2,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+4=0$

$_A(2,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+19=0$

$_A(2,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+17=0$

$_A(2,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+15=0$

$_A(2,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+13=0$

$_A(2,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+11=0$

$_A(2,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+9=0$

$_A(2,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+5=0$

$_A(2,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+3=0$

$_A(2,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+22=0$

$_A(2,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+18=0$

$_A(2,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+14=0$

$_A(2,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+10=0$

$_A(2,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+6=0$

$_A(2,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+25=0$

$_A(2,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+23=0$

$_A(2,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+19=0$

$_A(2,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+17=0$

$_A(2,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+13=0$

$_A(2,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+11=0$

$_A(2,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(2,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-2=0$

$_A(2,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-4=0$

$_A(2,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-6=0$

$_A(2,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-8=0$

$_A(2,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-10=0$

$_A(2,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-12=0$

$_A(2,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-14=0$

$_A(2,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+6=0$

$_A(2,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+2=0$

$_A(2,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-2=0$

$_A(2,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-6=0$

$_A(2,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-10=0$

$_A(2,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+10=0$

$_A(2,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+8=0$

$_A(2,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+4=0$

$_A(2,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+2=0$

$_A(2,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-2=0$

$_A(2,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-4=0$

$_A(2,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+14=0$

$_A(2,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+10=0$

$_A(2,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+6=0$

$_A(2,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+2=0$

$_A(2,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-2=0$

$_A(2,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+18=0$

$_A(2,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+16=0$

$_A(2,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+14=0$

$_A(2,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+12=0$

$_A(2,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+8=0$

$_A(2,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+6=0$

$_A(2,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+4=0$

$_A(2,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+2=0$

$_A(2,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+22=0$

$_A(2,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+14=0$

$_A(2,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+10=0$

$_A(2,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+26=0$

$_A(2,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+24=0$

$_A(2,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+22=0$

$_A(2,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+20=0$

$_A(2,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+18=0$

$_A(2,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+16=0$

$_A(2,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+12=0$

$_A(2,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+10=0$

$_A(2,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+30=0$

$_A(2,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+26=0$

$_A(2,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+22=0$

$_A(2,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+18=0$

$_A(2,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+14=0$

$_A(2,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+34=0$

$_A(2,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+32=0$

$_A(2,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+28=0$

$_A(2,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+26=0$

$_A(2,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+22=0$

$_A(2,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+20=0$

$_A(2,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(2,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-1=0$

$_A(2,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-3=0$

$_A(2,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-5=0$

$_A(2,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-7=0$

$_A(2,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-9=0$

$_A(2,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-11=0$

$_A(2,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-13=0$

$_A(2,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+8=0$

$_A(2,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+4=0$

$_A(2,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y=0$

$_A(2,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-4=0$

$_A(2,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-8=0$

$_A(2,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+13=0$

$_A(2,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+11=0$

$_A(2,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+7=0$

$_A(2,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+5=0$

$_A(2,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+1=0$

$_A(2,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-1=0$

$_A(2,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+18=0$

$_A(2,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+14=0$

$_A(2,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+10=0$

$_A(2,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+6=0$

$_A(2,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+2=0$

$_A(2,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+23=0$

$_A(2,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+21=0$

$_A(2,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+19=0$

$_A(2,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+17=0$

$_A(2,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+13=0$

$_A(2,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+11=0$

$_A(2,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+9=0$

$_A(2,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+7=0$

$_A(2,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+28=0$

$_A(2,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+20=0$

$_A(2,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+16=0$

$_A(2,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+33=0$

$_A(2,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+31=0$

$_A(2,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+29=0$

$_A(2,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+27=0$

$_A(2,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+25=0$

$_A(2,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+23=0$

$_A(2,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+19=0$

$_A(2,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+17=0$

$_A(2,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+38=0$

$_A(2,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+34=0$

$_A(2,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+30=0$

$_A(2,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+26=0$

$_A(2,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+22=0$

$_A(2,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+43=0$

$_A(2,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+41=0$

$_A(2,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+37=0$

$_A(2,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+35=0$

$_A(2,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+31=0$

$_A(2,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+29=0$

$_A(2,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+2=0$

$_A(2,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y=0$

$_A(2,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-2=0$

$_A(2,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-4=0$

$_A(2,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-6=0$

$_A(2,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-8=0$

$_A(2,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-10=0$

$_A(2,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-12=0$

$_A(2,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(2,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+6=0$

$_A(2,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+2=0$

$_A(2,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-2=0$

$_A(2,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-6=0$

$_A(2,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+16=0$

$_A(2,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+14=0$

$_A(2,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+10=0$

$_A(2,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+8=0$

$_A(2,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+4=0$

$_A(2,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+2=0$

$_A(2,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+22=0$

$_A(2,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+18=0$

$_A(2,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+14=0$

$_A(2,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+10=0$

$_A(2,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+6=0$

$_A(2,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+28=0$

$_A(2,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+26=0$

$_A(2,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+24=0$

$_A(2,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+22=0$

$_A(2,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+18=0$

$_A(2,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+16=0$

$_A(2,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+14=0$

$_A(2,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+12=0$

$_A(2,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+34=0$

$_A(2,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+26=0$

$_A(2,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+22=0$

$_A(2,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+40=0$

$_A(2,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+38=0$

$_A(2,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+36=0$

$_A(2,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+34=0$

$_A(2,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+32=0$

$_A(2,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+30=0$

$_A(2,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+26=0$

$_A(2,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+24=0$

$_A(2,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+46=0$

$_A(2,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+42=0$

$_A(2,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+38=0$

$_A(2,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+34=0$

$_A(2,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+30=0$

$_A(2,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+52=0$

$_A(2,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+50=0$

$_A(2,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+46=0$

$_A(2,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+44=0$

$_A(2,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+40=0$

$_A(2,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+38=0$

$_A(2,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(2,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+1=0$

$_A(2,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-1=0$

$_A(2,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-3=0$

$_A(2,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-5=0$

$_A(2,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-7=0$

$_A(2,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-9=0$

$_A(2,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-11=0$

$_A(2,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+12=0$

$_A(2,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+8=0$

$_A(2,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+4=0$

$_A(2,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y=0$

$_A(2,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-4=0$

$_A(2,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+19=0$

$_A(2,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+17=0$

$_A(2,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+13=0$

$_A(2,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+11=0$

$_A(2,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+7=0$

$_A(2,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+5=0$

$_A(2,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+26=0$

$_A(2,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+22=0$

$_A(2,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+18=0$

$_A(2,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+14=0$

$_A(2,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+10=0$

$_A(2,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+33=0$

$_A(2,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+31=0$

$_A(2,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+29=0$

$_A(2,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+27=0$

$_A(2,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+23=0$

$_A(2,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+21=0$

$_A(2,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+19=0$

$_A(2,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+17=0$

$_A(2,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+40=0$

$_A(2,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+32=0$

$_A(2,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+28=0$

$_A(2,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+47=0$

$_A(2,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+45=0$

$_A(2,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+43=0$

$_A(2,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+41=0$

$_A(2,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+39=0$

$_A(2,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+37=0$

$_A(2,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+33=0$

$_A(2,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+31=0$

$_A(2,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+54=0$

$_A(2,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+50=0$

$_A(2,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+46=0$

$_A(2,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+42=0$

$_A(2,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+38=0$

$_A(2,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+61=0$

$_A(2,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+59=0$

$_A(2,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+55=0$

$_A(2,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+53=0$

$_A(2,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+49=0$

$_A(2,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+47=0$

$_A(2,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+4=0$

$_A(2,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+2=0$

$_A(2,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y=0$

$_A(2,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-2=0$

$_A(2,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-4=0$

$_A(2,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-6=0$

$_A(2,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-8=0$

$_A(2,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-10=0$

$_A(2,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+14=0$

$_A(2,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+10=0$

$_A(2,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+6=0$

$_A(2,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+2=0$

$_A(2,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-2=0$

$_A(2,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+22=0$

$_A(2,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+20=0$

$_A(2,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+16=0$

$_A(2,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+14=0$

$_A(2,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+10=0$

$_A(2,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+8=0$

$_A(2,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+30=0$

$_A(2,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+26=0$

$_A(2,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+22=0$

$_A(2,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+18=0$

$_A(2,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+14=0$

$_A(2,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+38=0$

$_A(2,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+36=0$

$_A(2,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+34=0$

$_A(2,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+32=0$

$_A(2,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+28=0$

$_A(2,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+26=0$

$_A(2,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+24=0$

$_A(2,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+22=0$

$_A(2,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+46=0$

$_A(2,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+38=0$

$_A(2,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+34=0$

$_A(2,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+54=0$

$_A(2,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+52=0$

$_A(2,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+50=0$

$_A(2,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+48=0$

$_A(2,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+46=0$

$_A(2,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+44=0$

$_A(2,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+40=0$

$_A(2,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+38=0$

$_A(2,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+62=0$

$_A(2,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+58=0$

$_A(2,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+54=0$

$_A(2,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+50=0$

$_A(2,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+46=0$

$_A(2,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+70=0$

$_A(2,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+68=0$

$_A(2,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+64=0$

$_A(2,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+62=0$

$_A(2,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+58=0$

$_A(2,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+56=0$

$_A(2,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(2,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+3=0$

$_A(2,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+1=0$

$_A(2,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-1=0$

$_A(2,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-3=0$

$_A(2,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-5=0$

$_A(2,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-7=0$

$_A(2,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-9=0$

$_A(2,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+16=0$

$_A(2,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+12=0$

$_A(2,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+8=0$

$_A(2,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+4=0$

$_A(2,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y=0$

$_A(2,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+25=0$

$_A(2,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+23=0$

$_A(2,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+19=0$

$_A(2,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+17=0$

$_A(2,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+13=0$

$_A(2,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+11=0$

$_A(2,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+34=0$

$_A(2,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+30=0$

$_A(2,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+26=0$

$_A(2,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+22=0$

$_A(2,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+18=0$

$_A(2,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+43=0$

$_A(2,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+41=0$

$_A(2,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+39=0$

$_A(2,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+37=0$

$_A(2,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+33=0$

$_A(2,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+31=0$

$_A(2,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+29=0$

$_A(2,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+27=0$

$_A(2,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+52=0$

$_A(2,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+44=0$

$_A(2,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+40=0$

$_A(2,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+61=0$

$_A(2,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+59=0$

$_A(2,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+57=0$

$_A(2,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+55=0$

$_A(2,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+53=0$

$_A(2,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+51=0$

$_A(2,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+47=0$

$_A(2,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+45=0$

$_A(2,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+70=0$

$_A(2,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+66=0$

$_A(2,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+62=0$

$_A(2,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+58=0$

$_A(2,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+54=0$

$_A(2,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+79=0$

$_A(2,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+77=0$

$_A(2,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+73=0$

$_A(2,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+71=0$

$_A(2,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+67=0$

$_A(2,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+65=0$

$_A(3,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-2=0$

$_A(3,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(3,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-8=0$

$_A(3,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-11=0$

$_A(3,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-14=0$

$_A(3,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-17=0$

$_A(3,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-20=0$

$_A(3,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-23=0$

$_A(3,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-26=0$

$_A(3,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-1=0$

$_A(3,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-7=0$

$_A(3,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-13=0$

$_A(3,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-19=0$

$_A(3,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-25=0$

$_A(3,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y=0$

$_A(3,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-3=0$

$_A(3,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-9=0$

$_A(3,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-12=0$

$_A(3,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-18=0$

$_A(3,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-21=0$

$_A(3,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+1=0$

$_A(3,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-5=0$

$_A(3,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-11=0$

$_A(3,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-17=0$

$_A(3,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-23=0$

$_A(3,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+2=0$

$_A(3,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-1=0$

$_A(3,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-4=0$

$_A(3,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-7=0$

$_A(3,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-13=0$

$_A(3,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-16=0$

$_A(3,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-19=0$

$_A(3,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-22=0$

$_A(3,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+3=0$

$_A(3,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-9=0$

$_A(3,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-15=0$

$_A(3,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+4=0$

$_A(3,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+1=0$

$_A(3,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-2=0$

$_A(3,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-5=0$

$_A(3,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-8=0$

$_A(3,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-11=0$

$_A(3,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-17=0$

$_A(3,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-20=0$

$_A(3,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+5=0$

$_A(3,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-1=0$

$_A(3,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-7=0$

$_A(3,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-13=0$

$_A(3,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-19=0$

$_A(3,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+6=0$

$_A(3,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+3=0$

$_A(3,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-3=0$

$_A(3,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-6=0$

$_A(3,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-12=0$

$_A(3,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-15=0$

$_A(3,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-4=0$

$_A(3,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-7=0$

$_A(3,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-10=0$

$_A(3,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-13=0$

$_A(3,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-16=0$

$_A(3,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-19=0$

$_A(3,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-22=0$

$_A(3,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-25=0$

$_A(3,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+1=0$

$_A(3,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-5=0$

$_A(3,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-11=0$

$_A(3,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-17=0$

$_A(3,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-23=0$

$_A(3,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+3=0$

$_A(3,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y=0$

$_A(3,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-6=0$

$_A(3,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-9=0$

$_A(3,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-15=0$

$_A(3,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-18=0$

$_A(3,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+5=0$

$_A(3,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-1=0$

$_A(3,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-7=0$

$_A(3,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-13=0$

$_A(3,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-19=0$

$_A(3,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+7=0$

$_A(3,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+4=0$

$_A(3,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+1=0$

$_A(3,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-2=0$

$_A(3,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-8=0$

$_A(3,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-11=0$

$_A(3,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-14=0$

$_A(3,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-17=0$

$_A(3,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+9=0$

$_A(3,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-3=0$

$_A(3,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-9=0$

$_A(3,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+11=0$

$_A(3,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+8=0$

$_A(3,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+5=0$

$_A(3,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+2=0$

$_A(3,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-1=0$

$_A(3,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-4=0$

$_A(3,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-10=0$

$_A(3,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-13=0$

$_A(3,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+13=0$

$_A(3,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+7=0$

$_A(3,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+1=0$

$_A(3,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-5=0$

$_A(3,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-11=0$

$_A(3,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+15=0$

$_A(3,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+12=0$

$_A(3,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+6=0$

$_A(3,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+3=0$

$_A(3,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-3=0$

$_A(3,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-6=0$

$_A(3,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(3,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-6=0$

$_A(3,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-9=0$

$_A(3,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-12=0$

$_A(3,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-15=0$

$_A(3,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-18=0$

$_A(3,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-21=0$

$_A(3,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-24=0$

$_A(3,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+3=0$

$_A(3,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-3=0$

$_A(3,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-9=0$

$_A(3,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-15=0$

$_A(3,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-21=0$

$_A(3,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+6=0$

$_A(3,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+3=0$

$_A(3,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-3=0$

$_A(3,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-6=0$

$_A(3,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-12=0$

$_A(3,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-15=0$

$_A(3,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+9=0$

$_A(3,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+3=0$

$_A(3,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-3=0$

$_A(3,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-9=0$

$_A(3,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-15=0$

$_A(3,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+12=0$

$_A(3,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+9=0$

$_A(3,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+6=0$

$_A(3,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+3=0$

$_A(3,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-3=0$

$_A(3,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-6=0$

$_A(3,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-9=0$

$_A(3,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-12=0$

$_A(3,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+15=0$

$_A(3,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+3=0$

$_A(3,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-3=0$

$_A(3,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+18=0$

$_A(3,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+15=0$

$_A(3,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+12=0$

$_A(3,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+9=0$

$_A(3,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+6=0$

$_A(3,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+3=0$

$_A(3,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-3=0$

$_A(3,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-6=0$

$_A(3,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+21=0$

$_A(3,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+15=0$

$_A(3,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+9=0$

$_A(3,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+3=0$

$_A(3,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-3=0$

$_A(3,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+24=0$

$_A(3,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+21=0$

$_A(3,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+15=0$

$_A(3,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+12=0$

$_A(3,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+6=0$

$_A(3,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+3=0$

$_A(3,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-2=0$

$_A(3,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-5=0$

$_A(3,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-8=0$

$_A(3,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-11=0$

$_A(3,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-14=0$

$_A(3,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-17=0$

$_A(3,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-20=0$

$_A(3,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-23=0$

$_A(3,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+5=0$

$_A(3,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-1=0$

$_A(3,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-7=0$

$_A(3,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-13=0$

$_A(3,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-19=0$

$_A(3,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+9=0$

$_A(3,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+6=0$

$_A(3,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y=0$

$_A(3,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-3=0$

$_A(3,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-9=0$

$_A(3,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-12=0$

$_A(3,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+13=0$

$_A(3,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+7=0$

$_A(3,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+1=0$

$_A(3,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-5=0$

$_A(3,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-11=0$

$_A(3,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+17=0$

$_A(3,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+14=0$

$_A(3,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+11=0$

$_A(3,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+8=0$

$_A(3,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+2=0$

$_A(3,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-1=0$

$_A(3,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-4=0$

$_A(3,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-7=0$

$_A(3,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+21=0$

$_A(3,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+9=0$

$_A(3,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+3=0$

$_A(3,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+25=0$

$_A(3,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+22=0$

$_A(3,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+19=0$

$_A(3,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+16=0$

$_A(3,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+13=0$

$_A(3,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+10=0$

$_A(3,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+4=0$

$_A(3,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+1=0$

$_A(3,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+29=0$

$_A(3,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+23=0$

$_A(3,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+17=0$

$_A(3,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+11=0$

$_A(3,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+5=0$

$_A(3,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+33=0$

$_A(3,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+30=0$

$_A(3,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+24=0$

$_A(3,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+21=0$

$_A(3,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+15=0$

$_A(3,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+12=0$

$_A(3,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(3,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-4=0$

$_A(3,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-7=0$

$_A(3,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-10=0$

$_A(3,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-13=0$

$_A(3,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-16=0$

$_A(3,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-19=0$

$_A(3,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-22=0$

$_A(3,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+7=0$

$_A(3,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+1=0$

$_A(3,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-5=0$

$_A(3,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-11=0$

$_A(3,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-17=0$

$_A(3,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+12=0$

$_A(3,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+9=0$

$_A(3,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+3=0$

$_A(3,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y=0$

$_A(3,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-6=0$

$_A(3,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-9=0$

$_A(3,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+17=0$

$_A(3,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+11=0$

$_A(3,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+5=0$

$_A(3,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-1=0$

$_A(3,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-7=0$

$_A(3,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+22=0$

$_A(3,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+19=0$

$_A(3,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+16=0$

$_A(3,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+13=0$

$_A(3,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+7=0$

$_A(3,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+4=0$

$_A(3,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+1=0$

$_A(3,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-2=0$

$_A(3,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+27=0$

$_A(3,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+15=0$

$_A(3,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+9=0$

$_A(3,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+32=0$

$_A(3,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+29=0$

$_A(3,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+26=0$

$_A(3,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+23=0$

$_A(3,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+20=0$

$_A(3,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+17=0$

$_A(3,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+11=0$

$_A(3,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+8=0$

$_A(3,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+37=0$

$_A(3,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+31=0$

$_A(3,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+25=0$

$_A(3,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+19=0$

$_A(3,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+13=0$

$_A(3,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+42=0$

$_A(3,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+39=0$

$_A(3,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+33=0$

$_A(3,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+30=0$

$_A(3,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+24=0$

$_A(3,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+21=0$

$_A(3,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(3,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-3=0$

$_A(3,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-6=0$

$_A(3,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-9=0$

$_A(3,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-12=0$

$_A(3,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-15=0$

$_A(3,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-18=0$

$_A(3,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-21=0$

$_A(3,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(3,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+3=0$

$_A(3,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-3=0$

$_A(3,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-9=0$

$_A(3,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-15=0$

$_A(3,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+15=0$

$_A(3,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+12=0$

$_A(3,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+6=0$

$_A(3,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+3=0$

$_A(3,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-3=0$

$_A(3,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-6=0$

$_A(3,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+21=0$

$_A(3,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+15=0$

$_A(3,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+9=0$

$_A(3,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+3=0$

$_A(3,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-3=0$

$_A(3,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+27=0$

$_A(3,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+24=0$

$_A(3,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+21=0$

$_A(3,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+18=0$

$_A(3,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+12=0$

$_A(3,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+9=0$

$_A(3,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+6=0$

$_A(3,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+3=0$

$_A(3,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+33=0$

$_A(3,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+21=0$

$_A(3,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+15=0$

$_A(3,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+39=0$

$_A(3,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+36=0$

$_A(3,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+33=0$

$_A(3,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+30=0$

$_A(3,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+27=0$

$_A(3,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+24=0$

$_A(3,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+18=0$

$_A(3,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+15=0$

$_A(3,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+45=0$

$_A(3,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+39=0$

$_A(3,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+33=0$

$_A(3,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+27=0$

$_A(3,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+21=0$

$_A(3,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+51=0$

$_A(3,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+48=0$

$_A(3,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+42=0$

$_A(3,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+39=0$

$_A(3,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+33=0$

$_A(3,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+30=0$

$_A(3,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(3,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-2=0$

$_A(3,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-5=0$

$_A(3,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-8=0$

$_A(3,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-11=0$

$_A(3,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-14=0$

$_A(3,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-17=0$

$_A(3,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-20=0$

$_A(3,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(3,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+5=0$

$_A(3,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-1=0$

$_A(3,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-7=0$

$_A(3,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-13=0$

$_A(3,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+18=0$

$_A(3,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+15=0$

$_A(3,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+9=0$

$_A(3,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+6=0$

$_A(3,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y=0$

$_A(3,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-3=0$

$_A(3,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+25=0$

$_A(3,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+19=0$

$_A(3,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+13=0$

$_A(3,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+7=0$

$_A(3,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+1=0$

$_A(3,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+32=0$

$_A(3,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+29=0$

$_A(3,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+26=0$

$_A(3,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+23=0$

$_A(3,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+17=0$

$_A(3,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+14=0$

$_A(3,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+11=0$

$_A(3,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+8=0$

$_A(3,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+39=0$

$_A(3,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+27=0$

$_A(3,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+21=0$

$_A(3,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+46=0$

$_A(3,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+43=0$

$_A(3,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+40=0$

$_A(3,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+37=0$

$_A(3,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+34=0$

$_A(3,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+31=0$

$_A(3,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+25=0$

$_A(3,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+22=0$

$_A(3,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+53=0$

$_A(3,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+47=0$

$_A(3,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+41=0$

$_A(3,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+35=0$

$_A(3,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+29=0$

$_A(3,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+60=0$

$_A(3,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+57=0$

$_A(3,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+51=0$

$_A(3,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+48=0$

$_A(3,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+42=0$

$_A(3,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+39=0$

$_A(3,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+2=0$

$_A(3,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-1=0$

$_A(3,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-4=0$

$_A(3,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-7=0$

$_A(3,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-10=0$

$_A(3,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-13=0$

$_A(3,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-16=0$

$_A(3,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-19=0$

$_A(3,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+13=0$

$_A(3,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+7=0$

$_A(3,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+1=0$

$_A(3,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-5=0$

$_A(3,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-11=0$

$_A(3,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+21=0$

$_A(3,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+18=0$

$_A(3,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+12=0$

$_A(3,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+9=0$

$_A(3,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+3=0$

$_A(3,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y=0$

$_A(3,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+29=0$

$_A(3,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+23=0$

$_A(3,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+17=0$

$_A(3,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+11=0$

$_A(3,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+5=0$

$_A(3,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+37=0$

$_A(3,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+34=0$

$_A(3,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+31=0$

$_A(3,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+28=0$

$_A(3,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+22=0$

$_A(3,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+19=0$

$_A(3,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+16=0$

$_A(3,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+13=0$

$_A(3,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+45=0$

$_A(3,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+33=0$

$_A(3,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+27=0$

$_A(3,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+53=0$

$_A(3,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+50=0$

$_A(3,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+47=0$

$_A(3,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+44=0$

$_A(3,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+41=0$

$_A(3,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+38=0$

$_A(3,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+32=0$

$_A(3,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+29=0$

$_A(3,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+61=0$

$_A(3,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+55=0$

$_A(3,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+49=0$

$_A(3,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+43=0$

$_A(3,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+37=0$

$_A(3,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+69=0$

$_A(3,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+66=0$

$_A(3,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+60=0$

$_A(3,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+57=0$

$_A(3,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+51=0$

$_A(3,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+48=0$

$_A(3,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(3,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y=0$

$_A(3,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-3=0$

$_A(3,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-6=0$

$_A(3,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-9=0$

$_A(3,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-12=0$

$_A(3,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-15=0$

$_A(3,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-18=0$

$_A(3,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+15=0$

$_A(3,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+9=0$

$_A(3,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+3=0$

$_A(3,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-3=0$

$_A(3,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-9=0$

$_A(3,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+24=0$

$_A(3,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+21=0$

$_A(3,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+15=0$

$_A(3,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+12=0$

$_A(3,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+6=0$

$_A(3,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+3=0$

$_A(3,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+33=0$

$_A(3,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+27=0$

$_A(3,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+21=0$

$_A(3,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+15=0$

$_A(3,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+9=0$

$_A(3,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+42=0$

$_A(3,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+39=0$

$_A(3,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+36=0$

$_A(3,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+33=0$

$_A(3,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+27=0$

$_A(3,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+24=0$

$_A(3,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+21=0$

$_A(3,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+18=0$

$_A(3,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+51=0$

$_A(3,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+39=0$

$_A(3,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+33=0$

$_A(3,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+60=0$

$_A(3,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+57=0$

$_A(3,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+54=0$

$_A(3,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+51=0$

$_A(3,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+48=0$

$_A(3,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+45=0$

$_A(3,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+39=0$

$_A(3,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+36=0$

$_A(3,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+69=0$

$_A(3,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+63=0$

$_A(3,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+57=0$

$_A(3,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+51=0$

$_A(3,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+45=0$

$_A(3,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+78=0$

$_A(3,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+75=0$

$_A(3,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+69=0$

$_A(3,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+66=0$

$_A(3,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+60=0$

$_A(3,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+57=0$

$_A(4,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-3=0$

$_A(4,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(4,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-11=0$

$_A(4,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-15=0$

$_A(4,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-19=0$

$_A(4,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-23=0$

$_A(4,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-27=0$

$_A(4,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-31=0$

$_A(4,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-35=0$

$_A(4,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-2=0$

$_A(4,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-10=0$

$_A(4,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-18=0$

$_A(4,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-26=0$

$_A(4,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-34=0$

$_A(4,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-1=0$

$_A(4,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-5=0$

$_A(4,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-13=0$

$_A(4,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-17=0$

$_A(4,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-25=0$

$_A(4,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-29=0$

$_A(4,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y=0$

$_A(4,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-8=0$

$_A(4,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-16=0$

$_A(4,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-24=0$

$_A(4,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-32=0$

$_A(4,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+1=0$

$_A(4,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-3=0$

$_A(4,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-7=0$

$_A(4,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-11=0$

$_A(4,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-19=0$

$_A(4,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-23=0$

$_A(4,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-27=0$

$_A(4,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-31=0$

$_A(4,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+2=0$

$_A(4,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-14=0$

$_A(4,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-22=0$

$_A(4,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+3=0$

$_A(4,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-1=0$

$_A(4,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-5=0$

$_A(4,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-9=0$

$_A(4,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-13=0$

$_A(4,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-17=0$

$_A(4,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-25=0$

$_A(4,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-29=0$

$_A(4,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+4=0$

$_A(4,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-4=0$

$_A(4,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-12=0$

$_A(4,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-20=0$

$_A(4,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-28=0$

$_A(4,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+5=0$

$_A(4,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+1=0$

$_A(4,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-7=0$

$_A(4,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-11=0$

$_A(4,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-19=0$

$_A(4,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-23=0$

$_A(4,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-6=0$

$_A(4,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-10=0$

$_A(4,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-14=0$

$_A(4,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-18=0$

$_A(4,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-22=0$

$_A(4,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-26=0$

$_A(4,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-30=0$

$_A(4,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-34=0$

$_A(4,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(4,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-8=0$

$_A(4,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-16=0$

$_A(4,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-24=0$

$_A(4,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-32=0$

$_A(4,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+2=0$

$_A(4,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-2=0$

$_A(4,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-10=0$

$_A(4,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-14=0$

$_A(4,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-22=0$

$_A(4,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-26=0$

$_A(4,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+4=0$

$_A(4,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-4=0$

$_A(4,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-12=0$

$_A(4,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-20=0$

$_A(4,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-28=0$

$_A(4,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+6=0$

$_A(4,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+2=0$

$_A(4,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-2=0$

$_A(4,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-6=0$

$_A(4,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-14=0$

$_A(4,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-18=0$

$_A(4,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-22=0$

$_A(4,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-26=0$

$_A(4,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+8=0$

$_A(4,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-8=0$

$_A(4,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-16=0$

$_A(4,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+10=0$

$_A(4,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+6=0$

$_A(4,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+2=0$

$_A(4,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-2=0$

$_A(4,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-6=0$

$_A(4,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-10=0$

$_A(4,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-18=0$

$_A(4,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-22=0$

$_A(4,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+12=0$

$_A(4,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+4=0$

$_A(4,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-4=0$

$_A(4,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-12=0$

$_A(4,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-20=0$

$_A(4,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+14=0$

$_A(4,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+10=0$

$_A(4,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+2=0$

$_A(4,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-2=0$

$_A(4,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-10=0$

$_A(4,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-14=0$

$_A(4,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(4,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-9=0$

$_A(4,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-13=0$

$_A(4,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-17=0$

$_A(4,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-21=0$

$_A(4,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-25=0$

$_A(4,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-29=0$

$_A(4,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-33=0$

$_A(4,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+2=0$

$_A(4,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-6=0$

$_A(4,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-14=0$

$_A(4,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-22=0$

$_A(4,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-30=0$

$_A(4,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+5=0$

$_A(4,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+1=0$

$_A(4,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-7=0$

$_A(4,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-11=0$

$_A(4,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-19=0$

$_A(4,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-23=0$

$_A(4,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+8=0$

$_A(4,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y=0$

$_A(4,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-8=0$

$_A(4,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-16=0$

$_A(4,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-24=0$

$_A(4,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+11=0$

$_A(4,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+7=0$

$_A(4,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+3=0$

$_A(4,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-1=0$

$_A(4,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-9=0$

$_A(4,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-13=0$

$_A(4,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-17=0$

$_A(4,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-21=0$

$_A(4,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+14=0$

$_A(4,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-2=0$

$_A(4,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-10=0$

$_A(4,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+17=0$

$_A(4,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+13=0$

$_A(4,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+9=0$

$_A(4,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+5=0$

$_A(4,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+1=0$

$_A(4,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-3=0$

$_A(4,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-11=0$

$_A(4,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-15=0$

$_A(4,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+20=0$

$_A(4,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+12=0$

$_A(4,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+4=0$

$_A(4,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-4=0$

$_A(4,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-12=0$

$_A(4,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+23=0$

$_A(4,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+19=0$

$_A(4,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+11=0$

$_A(4,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+7=0$

$_A(4,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-1=0$

$_A(4,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-5=0$

$_A(4,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-4=0$

$_A(4,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-8=0$

$_A(4,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-12=0$

$_A(4,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-16=0$

$_A(4,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-20=0$

$_A(4,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-24=0$

$_A(4,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-28=0$

$_A(4,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-32=0$

$_A(4,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+4=0$

$_A(4,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-4=0$

$_A(4,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-12=0$

$_A(4,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-20=0$

$_A(4,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-28=0$

$_A(4,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+8=0$

$_A(4,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+4=0$

$_A(4,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-4=0$

$_A(4,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-8=0$

$_A(4,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-16=0$

$_A(4,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-20=0$

$_A(4,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+12=0$

$_A(4,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+4=0$

$_A(4,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-4=0$

$_A(4,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-12=0$

$_A(4,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-20=0$

$_A(4,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+16=0$

$_A(4,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+12=0$

$_A(4,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+8=0$

$_A(4,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+4=0$

$_A(4,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-4=0$

$_A(4,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-8=0$

$_A(4,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-12=0$

$_A(4,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-16=0$

$_A(4,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+20=0$

$_A(4,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+4=0$

$_A(4,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-4=0$

$_A(4,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+24=0$

$_A(4,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+20=0$

$_A(4,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+16=0$

$_A(4,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+12=0$

$_A(4,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+8=0$

$_A(4,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+4=0$

$_A(4,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-4=0$

$_A(4,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-8=0$

$_A(4,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+28=0$

$_A(4,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+20=0$

$_A(4,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+12=0$

$_A(4,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+4=0$

$_A(4,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-4=0$

$_A(4,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+32=0$

$_A(4,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+28=0$

$_A(4,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+20=0$

$_A(4,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+16=0$

$_A(4,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+8=0$

$_A(4,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+4=0$

$_A(4,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(4,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-7=0$

$_A(4,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-11=0$

$_A(4,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-15=0$

$_A(4,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-19=0$

$_A(4,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-23=0$

$_A(4,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-27=0$

$_A(4,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-31=0$

$_A(4,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+6=0$

$_A(4,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-2=0$

$_A(4,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-10=0$

$_A(4,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-18=0$

$_A(4,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-26=0$

$_A(4,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+11=0$

$_A(4,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+7=0$

$_A(4,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-1=0$

$_A(4,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-5=0$

$_A(4,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-13=0$

$_A(4,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-17=0$

$_A(4,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+16=0$

$_A(4,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+8=0$

$_A(4,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y=0$

$_A(4,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-8=0$

$_A(4,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-16=0$

$_A(4,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+21=0$

$_A(4,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+17=0$

$_A(4,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+13=0$

$_A(4,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+9=0$

$_A(4,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+1=0$

$_A(4,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-3=0$

$_A(4,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-7=0$

$_A(4,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-11=0$

$_A(4,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+26=0$

$_A(4,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+10=0$

$_A(4,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+2=0$

$_A(4,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+31=0$

$_A(4,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+27=0$

$_A(4,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+23=0$

$_A(4,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+19=0$

$_A(4,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+15=0$

$_A(4,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+11=0$

$_A(4,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+3=0$

$_A(4,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-1=0$

$_A(4,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+36=0$

$_A(4,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+28=0$

$_A(4,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+20=0$

$_A(4,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+12=0$

$_A(4,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+4=0$

$_A(4,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+41=0$

$_A(4,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+37=0$

$_A(4,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+29=0$

$_A(4,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+25=0$

$_A(4,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+17=0$

$_A(4,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+13=0$

$_A(4,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-2=0$

$_A(4,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-6=0$

$_A(4,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-10=0$

$_A(4,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-14=0$

$_A(4,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-18=0$

$_A(4,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-22=0$

$_A(4,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-26=0$

$_A(4,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-30=0$

$_A(4,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+8=0$

$_A(4,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y=0$

$_A(4,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-8=0$

$_A(4,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-16=0$

$_A(4,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-24=0$

$_A(4,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+14=0$

$_A(4,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+10=0$

$_A(4,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+2=0$

$_A(4,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-2=0$

$_A(4,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-10=0$

$_A(4,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-14=0$

$_A(4,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+20=0$

$_A(4,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+12=0$

$_A(4,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+4=0$

$_A(4,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-4=0$

$_A(4,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-12=0$

$_A(4,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+26=0$

$_A(4,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+22=0$

$_A(4,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+18=0$

$_A(4,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+14=0$

$_A(4,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+6=0$

$_A(4,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+2=0$

$_A(4,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-2=0$

$_A(4,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-6=0$

$_A(4,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+32=0$

$_A(4,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+16=0$

$_A(4,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+8=0$

$_A(4,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+38=0$

$_A(4,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+34=0$

$_A(4,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+30=0$

$_A(4,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+26=0$

$_A(4,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+22=0$

$_A(4,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+18=0$

$_A(4,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+10=0$

$_A(4,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+6=0$

$_A(4,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+44=0$

$_A(4,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+36=0$

$_A(4,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+28=0$

$_A(4,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+20=0$

$_A(4,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+12=0$

$_A(4,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+50=0$

$_A(4,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+46=0$

$_A(4,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+38=0$

$_A(4,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+34=0$

$_A(4,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+26=0$

$_A(4,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+22=0$

$_A(4,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(4,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-5=0$

$_A(4,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-9=0$

$_A(4,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-13=0$

$_A(4,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-17=0$

$_A(4,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-21=0$

$_A(4,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-25=0$

$_A(4,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-29=0$

$_A(4,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(4,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+2=0$

$_A(4,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-6=0$

$_A(4,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-14=0$

$_A(4,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-22=0$

$_A(4,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+17=0$

$_A(4,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+13=0$

$_A(4,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+5=0$

$_A(4,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+1=0$

$_A(4,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-7=0$

$_A(4,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-11=0$

$_A(4,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+24=0$

$_A(4,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+16=0$

$_A(4,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+8=0$

$_A(4,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y=0$

$_A(4,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-8=0$

$_A(4,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+31=0$

$_A(4,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+27=0$

$_A(4,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+23=0$

$_A(4,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+19=0$

$_A(4,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+11=0$

$_A(4,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+7=0$

$_A(4,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+3=0$

$_A(4,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-1=0$

$_A(4,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+38=0$

$_A(4,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+22=0$

$_A(4,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+14=0$

$_A(4,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+45=0$

$_A(4,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+41=0$

$_A(4,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+37=0$

$_A(4,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+33=0$

$_A(4,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+29=0$

$_A(4,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+25=0$

$_A(4,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+17=0$

$_A(4,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+13=0$

$_A(4,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+52=0$

$_A(4,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+44=0$

$_A(4,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+36=0$

$_A(4,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+28=0$

$_A(4,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+20=0$

$_A(4,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+59=0$

$_A(4,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+55=0$

$_A(4,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+47=0$

$_A(4,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+43=0$

$_A(4,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+35=0$

$_A(4,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+31=0$

$_A(4,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(4,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-4=0$

$_A(4,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-8=0$

$_A(4,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-12=0$

$_A(4,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-16=0$

$_A(4,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-20=0$

$_A(4,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-24=0$

$_A(4,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-28=0$

$_A(4,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+12=0$

$_A(4,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+4=0$

$_A(4,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-4=0$

$_A(4,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-12=0$

$_A(4,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-20=0$

$_A(4,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+20=0$

$_A(4,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+16=0$

$_A(4,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+8=0$

$_A(4,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+4=0$

$_A(4,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-4=0$

$_A(4,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-8=0$

$_A(4,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+28=0$

$_A(4,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+20=0$

$_A(4,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+12=0$

$_A(4,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+4=0$

$_A(4,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-4=0$

$_A(4,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+36=0$

$_A(4,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+32=0$

$_A(4,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+28=0$

$_A(4,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+24=0$

$_A(4,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+16=0$

$_A(4,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+12=0$

$_A(4,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+8=0$

$_A(4,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+4=0$

$_A(4,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+44=0$

$_A(4,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+28=0$

$_A(4,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+20=0$

$_A(4,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+52=0$

$_A(4,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+48=0$

$_A(4,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+44=0$

$_A(4,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+40=0$

$_A(4,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+36=0$

$_A(4,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+32=0$

$_A(4,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+24=0$

$_A(4,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+20=0$

$_A(4,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+60=0$

$_A(4,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+52=0$

$_A(4,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+44=0$

$_A(4,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+36=0$

$_A(4,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+28=0$

$_A(4,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+68=0$

$_A(4,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+64=0$

$_A(4,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+56=0$

$_A(4,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+52=0$

$_A(4,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+44=0$

$_A(4,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+40=0$

$_A(4,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(4,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-3=0$

$_A(4,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-7=0$

$_A(4,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-11=0$

$_A(4,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-15=0$

$_A(4,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-19=0$

$_A(4,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-23=0$

$_A(4,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-27=0$

$_A(4,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+14=0$

$_A(4,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+6=0$

$_A(4,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-2=0$

$_A(4,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-10=0$

$_A(4,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-18=0$

$_A(4,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+23=0$

$_A(4,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+19=0$

$_A(4,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+11=0$

$_A(4,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+7=0$

$_A(4,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-1=0$

$_A(4,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-5=0$

$_A(4,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+32=0$

$_A(4,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+24=0$

$_A(4,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+16=0$

$_A(4,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+8=0$

$_A(4,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y=0$

$_A(4,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+41=0$

$_A(4,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+37=0$

$_A(4,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+33=0$

$_A(4,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+29=0$

$_A(4,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+21=0$

$_A(4,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+17=0$

$_A(4,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+13=0$

$_A(4,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+9=0$

$_A(4,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+50=0$

$_A(4,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+34=0$

$_A(4,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+26=0$

$_A(4,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+59=0$

$_A(4,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+55=0$

$_A(4,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+51=0$

$_A(4,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+47=0$

$_A(4,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+43=0$

$_A(4,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+39=0$

$_A(4,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+31=0$

$_A(4,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+27=0$

$_A(4,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+68=0$

$_A(4,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+60=0$

$_A(4,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+52=0$

$_A(4,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+44=0$

$_A(4,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+36=0$

$_A(4,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+77=0$

$_A(4,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+73=0$

$_A(4,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+65=0$

$_A(4,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+61=0$

$_A(4,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+53=0$

$_A(4,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+49=0$

$_A(5,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-4=0$

$_A(5,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(5,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-14=0$

$_A(5,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-19=0$

$_A(5,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-24=0$

$_A(5,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-29=0$

$_A(5,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-34=0$

$_A(5,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-39=0$

$_A(5,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-44=0$

$_A(5,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-3=0$

$_A(5,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-13=0$

$_A(5,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-23=0$

$_A(5,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-33=0$

$_A(5,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-43=0$

$_A(5,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-2=0$

$_A(5,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-7=0$

$_A(5,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-17=0$

$_A(5,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-22=0$

$_A(5,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-32=0$

$_A(5,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-37=0$

$_A(5,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-1=0$

$_A(5,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-11=0$

$_A(5,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-21=0$

$_A(5,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-31=0$

$_A(5,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-41=0$

$_A(5,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y=0$

$_A(5,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-5=0$

$_A(5,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-10=0$

$_A(5,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-15=0$

$_A(5,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-25=0$

$_A(5,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-30=0$

$_A(5,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-35=0$

$_A(5,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-40=0$

$_A(5,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+1=0$

$_A(5,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-19=0$

$_A(5,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-29=0$

$_A(5,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+2=0$

$_A(5,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-3=0$

$_A(5,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-8=0$

$_A(5,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-13=0$

$_A(5,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-18=0$

$_A(5,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-23=0$

$_A(5,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-33=0$

$_A(5,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-38=0$

$_A(5,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+3=0$

$_A(5,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-7=0$

$_A(5,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-17=0$

$_A(5,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-27=0$

$_A(5,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-37=0$

$_A(5,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+4=0$

$_A(5,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-1=0$

$_A(5,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-11=0$

$_A(5,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-16=0$

$_A(5,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-26=0$

$_A(5,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-31=0$

$_A(5,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-8=0$

$_A(5,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-13=0$

$_A(5,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-18=0$

$_A(5,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-23=0$

$_A(5,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-28=0$

$_A(5,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-33=0$

$_A(5,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-38=0$

$_A(5,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-43=0$

$_A(5,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-1=0$

$_A(5,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-11=0$

$_A(5,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-21=0$

$_A(5,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-31=0$

$_A(5,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-41=0$

$_A(5,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+1=0$

$_A(5,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-4=0$

$_A(5,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-14=0$

$_A(5,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-19=0$

$_A(5,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-29=0$

$_A(5,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-34=0$

$_A(5,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+3=0$

$_A(5,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-7=0$

$_A(5,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-17=0$

$_A(5,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-27=0$

$_A(5,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-37=0$

$_A(5,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+5=0$

$_A(5,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y=0$

$_A(5,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-5=0$

$_A(5,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-10=0$

$_A(5,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-20=0$

$_A(5,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-25=0$

$_A(5,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-30=0$

$_A(5,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-35=0$

$_A(5,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+7=0$

$_A(5,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-13=0$

$_A(5,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-23=0$

$_A(5,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+9=0$

$_A(5,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+4=0$

$_A(5,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-1=0$

$_A(5,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-6=0$

$_A(5,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-11=0$

$_A(5,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-16=0$

$_A(5,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-26=0$

$_A(5,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-31=0$

$_A(5,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+11=0$

$_A(5,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+1=0$

$_A(5,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-9=0$

$_A(5,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-19=0$

$_A(5,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-29=0$

$_A(5,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+13=0$

$_A(5,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+8=0$

$_A(5,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-2=0$

$_A(5,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-7=0$

$_A(5,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-17=0$

$_A(5,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-22=0$

$_A(5,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(5,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-12=0$

$_A(5,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-17=0$

$_A(5,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-22=0$

$_A(5,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-27=0$

$_A(5,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-32=0$

$_A(5,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-37=0$

$_A(5,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-42=0$

$_A(5,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+1=0$

$_A(5,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-9=0$

$_A(5,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-19=0$

$_A(5,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-29=0$

$_A(5,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-39=0$

$_A(5,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+4=0$

$_A(5,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-1=0$

$_A(5,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-11=0$

$_A(5,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-16=0$

$_A(5,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-26=0$

$_A(5,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-31=0$

$_A(5,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+7=0$

$_A(5,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-3=0$

$_A(5,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-13=0$

$_A(5,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-23=0$

$_A(5,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-33=0$

$_A(5,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+10=0$

$_A(5,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+5=0$

$_A(5,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y=0$

$_A(5,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-5=0$

$_A(5,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-15=0$

$_A(5,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-20=0$

$_A(5,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-25=0$

$_A(5,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-30=0$

$_A(5,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+13=0$

$_A(5,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-7=0$

$_A(5,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-17=0$

$_A(5,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+16=0$

$_A(5,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+11=0$

$_A(5,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+6=0$

$_A(5,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+1=0$

$_A(5,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-4=0$

$_A(5,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-9=0$

$_A(5,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-19=0$

$_A(5,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-24=0$

$_A(5,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+19=0$

$_A(5,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+9=0$

$_A(5,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-1=0$

$_A(5,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-11=0$

$_A(5,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-21=0$

$_A(5,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+22=0$

$_A(5,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+17=0$

$_A(5,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+7=0$

$_A(5,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+2=0$

$_A(5,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-8=0$

$_A(5,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-13=0$

$_A(5,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-6=0$

$_A(5,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-11=0$

$_A(5,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-16=0$

$_A(5,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-21=0$

$_A(5,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-26=0$

$_A(5,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-31=0$

$_A(5,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-36=0$

$_A(5,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-41=0$

$_A(5,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+3=0$

$_A(5,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-7=0$

$_A(5,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-17=0$

$_A(5,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-27=0$

$_A(5,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-37=0$

$_A(5,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+7=0$

$_A(5,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+2=0$

$_A(5,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-8=0$

$_A(5,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-13=0$

$_A(5,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-23=0$

$_A(5,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-28=0$

$_A(5,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+11=0$

$_A(5,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+1=0$

$_A(5,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-9=0$

$_A(5,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-19=0$

$_A(5,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-29=0$

$_A(5,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+15=0$

$_A(5,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+10=0$

$_A(5,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+5=0$

$_A(5,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y=0$

$_A(5,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-10=0$

$_A(5,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-15=0$

$_A(5,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-20=0$

$_A(5,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-25=0$

$_A(5,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+19=0$

$_A(5,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-1=0$

$_A(5,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-11=0$

$_A(5,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+23=0$

$_A(5,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+18=0$

$_A(5,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+13=0$

$_A(5,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+8=0$

$_A(5,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+3=0$

$_A(5,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-2=0$

$_A(5,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-12=0$

$_A(5,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-17=0$

$_A(5,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+27=0$

$_A(5,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+17=0$

$_A(5,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+7=0$

$_A(5,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-3=0$

$_A(5,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-13=0$

$_A(5,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+31=0$

$_A(5,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+26=0$

$_A(5,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+16=0$

$_A(5,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+11=0$

$_A(5,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+1=0$

$_A(5,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-4=0$

$_A(5,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(5,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-10=0$

$_A(5,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-15=0$

$_A(5,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-20=0$

$_A(5,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-25=0$

$_A(5,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-30=0$

$_A(5,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-35=0$

$_A(5,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-40=0$

$_A(5,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+5=0$

$_A(5,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-5=0$

$_A(5,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-15=0$

$_A(5,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-25=0$

$_A(5,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-35=0$

$_A(5,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+10=0$

$_A(5,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+5=0$

$_A(5,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-5=0$

$_A(5,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-10=0$

$_A(5,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-20=0$

$_A(5,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-25=0$

$_A(5,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+15=0$

$_A(5,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+5=0$

$_A(5,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-5=0$

$_A(5,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-15=0$

$_A(5,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-25=0$

$_A(5,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+20=0$

$_A(5,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+15=0$

$_A(5,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+10=0$

$_A(5,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+5=0$

$_A(5,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-5=0$

$_A(5,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-10=0$

$_A(5,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-15=0$

$_A(5,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-20=0$

$_A(5,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+25=0$

$_A(5,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+5=0$

$_A(5,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-5=0$

$_A(5,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+30=0$

$_A(5,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+25=0$

$_A(5,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+20=0$

$_A(5,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+15=0$

$_A(5,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+10=0$

$_A(5,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+5=0$

$_A(5,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-5=0$

$_A(5,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-10=0$

$_A(5,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+35=0$

$_A(5,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+25=0$

$_A(5,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+15=0$

$_A(5,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+5=0$

$_A(5,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-5=0$

$_A(5,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+40=0$

$_A(5,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+35=0$

$_A(5,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+25=0$

$_A(5,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+20=0$

$_A(5,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+10=0$

$_A(5,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+5=0$

$_A(5,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-4=0$

$_A(5,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-9=0$

$_A(5,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-14=0$

$_A(5,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-19=0$

$_A(5,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-24=0$

$_A(5,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-29=0$

$_A(5,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-34=0$

$_A(5,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-39=0$

$_A(5,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+7=0$

$_A(5,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-3=0$

$_A(5,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-13=0$

$_A(5,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-23=0$

$_A(5,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-33=0$

$_A(5,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+13=0$

$_A(5,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+8=0$

$_A(5,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-2=0$

$_A(5,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-7=0$

$_A(5,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-17=0$

$_A(5,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-22=0$

$_A(5,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+19=0$

$_A(5,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+9=0$

$_A(5,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-1=0$

$_A(5,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-11=0$

$_A(5,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-21=0$

$_A(5,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+25=0$

$_A(5,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+20=0$

$_A(5,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+15=0$

$_A(5,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+10=0$

$_A(5,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y=0$

$_A(5,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-5=0$

$_A(5,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-10=0$

$_A(5,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-15=0$

$_A(5,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+31=0$

$_A(5,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+11=0$

$_A(5,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+1=0$

$_A(5,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+37=0$

$_A(5,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+32=0$

$_A(5,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+27=0$

$_A(5,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+22=0$

$_A(5,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+17=0$

$_A(5,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+12=0$

$_A(5,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+2=0$

$_A(5,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-3=0$

$_A(5,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+43=0$

$_A(5,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+33=0$

$_A(5,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+23=0$

$_A(5,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+13=0$

$_A(5,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+3=0$

$_A(5,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+49=0$

$_A(5,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+44=0$

$_A(5,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+34=0$

$_A(5,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+29=0$

$_A(5,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+19=0$

$_A(5,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+14=0$

$_A(5,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(5,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-8=0$

$_A(5,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-13=0$

$_A(5,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-18=0$

$_A(5,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-23=0$

$_A(5,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-28=0$

$_A(5,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-33=0$

$_A(5,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-38=0$

$_A(5,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(5,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-1=0$

$_A(5,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-11=0$

$_A(5,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-21=0$

$_A(5,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-31=0$

$_A(5,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+16=0$

$_A(5,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+11=0$

$_A(5,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+1=0$

$_A(5,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-4=0$

$_A(5,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-14=0$

$_A(5,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-19=0$

$_A(5,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+23=0$

$_A(5,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+13=0$

$_A(5,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+3=0$

$_A(5,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-7=0$

$_A(5,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-17=0$

$_A(5,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+30=0$

$_A(5,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+25=0$

$_A(5,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+20=0$

$_A(5,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+15=0$

$_A(5,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+5=0$

$_A(5,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y=0$

$_A(5,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-5=0$

$_A(5,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-10=0$

$_A(5,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+37=0$

$_A(5,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+17=0$

$_A(5,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+7=0$

$_A(5,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+44=0$

$_A(5,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+39=0$

$_A(5,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+34=0$

$_A(5,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+29=0$

$_A(5,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+24=0$

$_A(5,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+19=0$

$_A(5,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+9=0$

$_A(5,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+4=0$

$_A(5,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+51=0$

$_A(5,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+41=0$

$_A(5,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+31=0$

$_A(5,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+21=0$

$_A(5,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+11=0$

$_A(5,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+58=0$

$_A(5,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+53=0$

$_A(5,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+43=0$

$_A(5,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+38=0$

$_A(5,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+28=0$

$_A(5,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+23=0$

$_A(5,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-2=0$

$_A(5,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-7=0$

$_A(5,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-12=0$

$_A(5,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-17=0$

$_A(5,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-22=0$

$_A(5,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-27=0$

$_A(5,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-32=0$

$_A(5,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-37=0$

$_A(5,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(5,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+1=0$

$_A(5,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-9=0$

$_A(5,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-19=0$

$_A(5,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-29=0$

$_A(5,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+19=0$

$_A(5,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+14=0$

$_A(5,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+4=0$

$_A(5,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-1=0$

$_A(5,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-11=0$

$_A(5,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-16=0$

$_A(5,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+27=0$

$_A(5,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+17=0$

$_A(5,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+7=0$

$_A(5,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-3=0$

$_A(5,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-13=0$

$_A(5,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+35=0$

$_A(5,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+30=0$

$_A(5,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+25=0$

$_A(5,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+20=0$

$_A(5,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+10=0$

$_A(5,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+5=0$

$_A(5,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y=0$

$_A(5,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-5=0$

$_A(5,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+43=0$

$_A(5,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+23=0$

$_A(5,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+13=0$

$_A(5,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+51=0$

$_A(5,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+46=0$

$_A(5,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+41=0$

$_A(5,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+36=0$

$_A(5,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+31=0$

$_A(5,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+26=0$

$_A(5,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+16=0$

$_A(5,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+11=0$

$_A(5,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+59=0$

$_A(5,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+49=0$

$_A(5,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+39=0$

$_A(5,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+29=0$

$_A(5,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+19=0$

$_A(5,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+67=0$

$_A(5,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+62=0$

$_A(5,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+52=0$

$_A(5,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+47=0$

$_A(5,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+37=0$

$_A(5,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+32=0$

$_A(5,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(5,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-6=0$

$_A(5,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-11=0$

$_A(5,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-16=0$

$_A(5,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-21=0$

$_A(5,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-26=0$

$_A(5,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-31=0$

$_A(5,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-36=0$

$_A(5,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+13=0$

$_A(5,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+3=0$

$_A(5,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-7=0$

$_A(5,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-17=0$

$_A(5,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-27=0$

$_A(5,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+22=0$

$_A(5,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+17=0$

$_A(5,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+7=0$

$_A(5,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+2=0$

$_A(5,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-8=0$

$_A(5,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-13=0$

$_A(5,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+31=0$

$_A(5,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+21=0$

$_A(5,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+11=0$

$_A(5,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+1=0$

$_A(5,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-9=0$

$_A(5,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+40=0$

$_A(5,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+35=0$

$_A(5,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+30=0$

$_A(5,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+25=0$

$_A(5,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+15=0$

$_A(5,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+10=0$

$_A(5,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+5=0$

$_A(5,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y=0$

$_A(5,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+49=0$

$_A(5,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+29=0$

$_A(5,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+19=0$

$_A(5,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+58=0$

$_A(5,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+53=0$

$_A(5,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+48=0$

$_A(5,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+43=0$

$_A(5,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+38=0$

$_A(5,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+33=0$

$_A(5,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+23=0$

$_A(5,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+18=0$

$_A(5,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+67=0$

$_A(5,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+57=0$

$_A(5,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+47=0$

$_A(5,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+37=0$

$_A(5,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+27=0$

$_A(5,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+76=0$

$_A(5,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+71=0$

$_A(5,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+61=0$

$_A(5,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+56=0$

$_A(5,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+46=0$

$_A(5,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+41=0$

$_A(6,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-5=0$

$_A(6,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(6,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-17=0$

$_A(6,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-23=0$

$_A(6,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-29=0$

$_A(6,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-35=0$

$_A(6,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-41=0$

$_A(6,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-47=0$

$_A(6,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-53=0$

$_A(6,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-4=0$

$_A(6,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-16=0$

$_A(6,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-28=0$

$_A(6,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-40=0$

$_A(6,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-52=0$

$_A(6,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-3=0$

$_A(6,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-9=0$

$_A(6,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-21=0$

$_A(6,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-27=0$

$_A(6,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-39=0$

$_A(6,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-45=0$

$_A(6,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-2=0$

$_A(6,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-14=0$

$_A(6,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-26=0$

$_A(6,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-38=0$

$_A(6,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-50=0$

$_A(6,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-1=0$

$_A(6,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-7=0$

$_A(6,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-13=0$

$_A(6,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-19=0$

$_A(6,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-31=0$

$_A(6,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-37=0$

$_A(6,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-43=0$

$_A(6,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-49=0$

$_A(6,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y=0$

$_A(6,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-24=0$

$_A(6,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-36=0$

$_A(6,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+1=0$

$_A(6,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-5=0$

$_A(6,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-11=0$

$_A(6,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-17=0$

$_A(6,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-23=0$

$_A(6,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-29=0$

$_A(6,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-41=0$

$_A(6,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-47=0$

$_A(6,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+2=0$

$_A(6,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-10=0$

$_A(6,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-22=0$

$_A(6,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-34=0$

$_A(6,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-46=0$

$_A(6,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+3=0$

$_A(6,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-3=0$

$_A(6,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-15=0$

$_A(6,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-21=0$

$_A(6,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-33=0$

$_A(6,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-39=0$

$_A(6,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-10=0$

$_A(6,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-16=0$

$_A(6,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-22=0$

$_A(6,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-28=0$

$_A(6,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-34=0$

$_A(6,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-40=0$

$_A(6,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-46=0$

$_A(6,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-52=0$

$_A(6,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-2=0$

$_A(6,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-14=0$

$_A(6,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-26=0$

$_A(6,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-38=0$

$_A(6,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-50=0$

$_A(6,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y=0$

$_A(6,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-6=0$

$_A(6,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-18=0$

$_A(6,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-24=0$

$_A(6,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-36=0$

$_A(6,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-42=0$

$_A(6,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+2=0$

$_A(6,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-10=0$

$_A(6,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-22=0$

$_A(6,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-34=0$

$_A(6,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-46=0$

$_A(6,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+4=0$

$_A(6,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-2=0$

$_A(6,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-8=0$

$_A(6,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-14=0$

$_A(6,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-26=0$

$_A(6,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-32=0$

$_A(6,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-38=0$

$_A(6,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-44=0$

$_A(6,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+6=0$

$_A(6,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-18=0$

$_A(6,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-30=0$

$_A(6,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+8=0$

$_A(6,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+2=0$

$_A(6,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-4=0$

$_A(6,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-10=0$

$_A(6,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-16=0$

$_A(6,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-22=0$

$_A(6,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-34=0$

$_A(6,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-40=0$

$_A(6,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+10=0$

$_A(6,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-2=0$

$_A(6,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-14=0$

$_A(6,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-26=0$

$_A(6,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-38=0$

$_A(6,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+12=0$

$_A(6,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+6=0$

$_A(6,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-6=0$

$_A(6,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-12=0$

$_A(6,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-24=0$

$_A(6,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-30=0$

$_A(6,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(6,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-15=0$

$_A(6,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-21=0$

$_A(6,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-27=0$

$_A(6,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-33=0$

$_A(6,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-39=0$

$_A(6,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-45=0$

$_A(6,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-51=0$

$_A(6,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(6,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-12=0$

$_A(6,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-24=0$

$_A(6,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-36=0$

$_A(6,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-48=0$

$_A(6,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+3=0$

$_A(6,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-3=0$

$_A(6,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-15=0$

$_A(6,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-21=0$

$_A(6,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-33=0$

$_A(6,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-39=0$

$_A(6,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+6=0$

$_A(6,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-6=0$

$_A(6,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-18=0$

$_A(6,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-30=0$

$_A(6,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-42=0$

$_A(6,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+9=0$

$_A(6,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+3=0$

$_A(6,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-3=0$

$_A(6,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-9=0$

$_A(6,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-21=0$

$_A(6,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-27=0$

$_A(6,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-33=0$

$_A(6,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-39=0$

$_A(6,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+12=0$

$_A(6,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-12=0$

$_A(6,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-24=0$

$_A(6,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+15=0$

$_A(6,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+9=0$

$_A(6,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+3=0$

$_A(6,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-3=0$

$_A(6,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-9=0$

$_A(6,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-15=0$

$_A(6,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-27=0$

$_A(6,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-33=0$

$_A(6,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+18=0$

$_A(6,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+6=0$

$_A(6,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-6=0$

$_A(6,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-18=0$

$_A(6,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-30=0$

$_A(6,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+21=0$

$_A(6,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+15=0$

$_A(6,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+3=0$

$_A(6,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-3=0$

$_A(6,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-15=0$

$_A(6,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-21=0$

$_A(6,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-8=0$

$_A(6,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-14=0$

$_A(6,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-20=0$

$_A(6,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-26=0$

$_A(6,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-32=0$

$_A(6,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-38=0$

$_A(6,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-44=0$

$_A(6,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-50=0$

$_A(6,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+2=0$

$_A(6,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-10=0$

$_A(6,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-22=0$

$_A(6,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-34=0$

$_A(6,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-46=0$

$_A(6,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+6=0$

$_A(6,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y=0$

$_A(6,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-12=0$

$_A(6,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-18=0$

$_A(6,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-30=0$

$_A(6,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-36=0$

$_A(6,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+10=0$

$_A(6,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-2=0$

$_A(6,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-14=0$

$_A(6,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-26=0$

$_A(6,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-38=0$

$_A(6,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+14=0$

$_A(6,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+8=0$

$_A(6,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+2=0$

$_A(6,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-4=0$

$_A(6,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-16=0$

$_A(6,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-22=0$

$_A(6,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-28=0$

$_A(6,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-34=0$

$_A(6,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+18=0$

$_A(6,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-6=0$

$_A(6,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-18=0$

$_A(6,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+22=0$

$_A(6,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+16=0$

$_A(6,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+10=0$

$_A(6,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+4=0$

$_A(6,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-2=0$

$_A(6,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-8=0$

$_A(6,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-20=0$

$_A(6,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-26=0$

$_A(6,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+26=0$

$_A(6,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+14=0$

$_A(6,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+2=0$

$_A(6,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-10=0$

$_A(6,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-22=0$

$_A(6,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+30=0$

$_A(6,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+24=0$

$_A(6,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+12=0$

$_A(6,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+6=0$

$_A(6,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-6=0$

$_A(6,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-12=0$

$_A(6,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(6,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-13=0$

$_A(6,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-19=0$

$_A(6,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-25=0$

$_A(6,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-31=0$

$_A(6,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-37=0$

$_A(6,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-43=0$

$_A(6,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-49=0$

$_A(6,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+4=0$

$_A(6,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-8=0$

$_A(6,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-20=0$

$_A(6,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-32=0$

$_A(6,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-44=0$

$_A(6,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+9=0$

$_A(6,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+3=0$

$_A(6,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-9=0$

$_A(6,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-15=0$

$_A(6,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-27=0$

$_A(6,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-33=0$

$_A(6,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+14=0$

$_A(6,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+2=0$

$_A(6,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-10=0$

$_A(6,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-22=0$

$_A(6,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-34=0$

$_A(6,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+19=0$

$_A(6,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+13=0$

$_A(6,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+7=0$

$_A(6,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+1=0$

$_A(6,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-11=0$

$_A(6,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-17=0$

$_A(6,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-23=0$

$_A(6,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-29=0$

$_A(6,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+24=0$

$_A(6,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y=0$

$_A(6,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-12=0$

$_A(6,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+29=0$

$_A(6,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+23=0$

$_A(6,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+17=0$

$_A(6,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+11=0$

$_A(6,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+5=0$

$_A(6,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-1=0$

$_A(6,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-13=0$

$_A(6,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-19=0$

$_A(6,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+34=0$

$_A(6,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+22=0$

$_A(6,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+10=0$

$_A(6,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-2=0$

$_A(6,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-14=0$

$_A(6,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+39=0$

$_A(6,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+33=0$

$_A(6,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+21=0$

$_A(6,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+15=0$

$_A(6,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+3=0$

$_A(6,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-3=0$

$_A(6,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-6=0$

$_A(6,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-12=0$

$_A(6,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-18=0$

$_A(6,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-24=0$

$_A(6,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-30=0$

$_A(6,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-36=0$

$_A(6,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-42=0$

$_A(6,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-48=0$

$_A(6,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+6=0$

$_A(6,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-6=0$

$_A(6,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-18=0$

$_A(6,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-30=0$

$_A(6,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-42=0$

$_A(6,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+12=0$

$_A(6,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+6=0$

$_A(6,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-6=0$

$_A(6,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-12=0$

$_A(6,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-24=0$

$_A(6,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-30=0$

$_A(6,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+18=0$

$_A(6,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+6=0$

$_A(6,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-6=0$

$_A(6,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-18=0$

$_A(6,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-30=0$

$_A(6,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+24=0$

$_A(6,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+18=0$

$_A(6,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+12=0$

$_A(6,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+6=0$

$_A(6,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-6=0$

$_A(6,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-12=0$

$_A(6,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-18=0$

$_A(6,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-24=0$

$_A(6,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+30=0$

$_A(6,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+6=0$

$_A(6,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-6=0$

$_A(6,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+36=0$

$_A(6,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+30=0$

$_A(6,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+24=0$

$_A(6,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+18=0$

$_A(6,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+12=0$

$_A(6,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+6=0$

$_A(6,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-6=0$

$_A(6,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-12=0$

$_A(6,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+42=0$

$_A(6,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+30=0$

$_A(6,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+18=0$

$_A(6,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+6=0$

$_A(6,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-6=0$

$_A(6,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+48=0$

$_A(6,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+42=0$

$_A(6,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+30=0$

$_A(6,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+24=0$

$_A(6,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+12=0$

$_A(6,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+6=0$

$_A(6,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(6,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-11=0$

$_A(6,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-17=0$

$_A(6,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-23=0$

$_A(6,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-29=0$

$_A(6,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-35=0$

$_A(6,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-41=0$

$_A(6,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-47=0$

$_A(6,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+8=0$

$_A(6,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-4=0$

$_A(6,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-16=0$

$_A(6,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-28=0$

$_A(6,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-40=0$

$_A(6,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+15=0$

$_A(6,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+9=0$

$_A(6,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-3=0$

$_A(6,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-9=0$

$_A(6,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-21=0$

$_A(6,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-27=0$

$_A(6,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+22=0$

$_A(6,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+10=0$

$_A(6,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-2=0$

$_A(6,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-14=0$

$_A(6,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-26=0$

$_A(6,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+29=0$

$_A(6,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+23=0$

$_A(6,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+17=0$

$_A(6,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+11=0$

$_A(6,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-1=0$

$_A(6,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-7=0$

$_A(6,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-13=0$

$_A(6,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-19=0$

$_A(6,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+36=0$

$_A(6,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+12=0$

$_A(6,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y=0$

$_A(6,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+43=0$

$_A(6,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+37=0$

$_A(6,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+31=0$

$_A(6,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+25=0$

$_A(6,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+19=0$

$_A(6,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+13=0$

$_A(6,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+1=0$

$_A(6,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-5=0$

$_A(6,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+50=0$

$_A(6,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+38=0$

$_A(6,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+26=0$

$_A(6,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+14=0$

$_A(6,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+2=0$

$_A(6,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+57=0$

$_A(6,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+51=0$

$_A(6,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+39=0$

$_A(6,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+33=0$

$_A(6,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+21=0$

$_A(6,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+15=0$

$_A(6,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-4=0$

$_A(6,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-10=0$

$_A(6,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-16=0$

$_A(6,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-22=0$

$_A(6,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-28=0$

$_A(6,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-34=0$

$_A(6,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-40=0$

$_A(6,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-46=0$

$_A(6,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(6,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-2=0$

$_A(6,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-14=0$

$_A(6,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-26=0$

$_A(6,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-38=0$

$_A(6,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+18=0$

$_A(6,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+12=0$

$_A(6,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y=0$

$_A(6,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-6=0$

$_A(6,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-18=0$

$_A(6,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-24=0$

$_A(6,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+26=0$

$_A(6,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+14=0$

$_A(6,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+2=0$

$_A(6,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-10=0$

$_A(6,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-22=0$

$_A(6,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+34=0$

$_A(6,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+28=0$

$_A(6,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+22=0$

$_A(6,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+16=0$

$_A(6,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+4=0$

$_A(6,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-2=0$

$_A(6,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-8=0$

$_A(6,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-14=0$

$_A(6,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+42=0$

$_A(6,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+18=0$

$_A(6,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+6=0$

$_A(6,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+50=0$

$_A(6,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+44=0$

$_A(6,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+38=0$

$_A(6,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+32=0$

$_A(6,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+26=0$

$_A(6,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+20=0$

$_A(6,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+8=0$

$_A(6,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+2=0$

$_A(6,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+58=0$

$_A(6,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+46=0$

$_A(6,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+34=0$

$_A(6,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+22=0$

$_A(6,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+10=0$

$_A(6,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+66=0$

$_A(6,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+60=0$

$_A(6,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+48=0$

$_A(6,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+42=0$

$_A(6,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+30=0$

$_A(6,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+24=0$

$_A(6,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(6,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-9=0$

$_A(6,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-15=0$

$_A(6,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-21=0$

$_A(6,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-27=0$

$_A(6,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-33=0$

$_A(6,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-39=0$

$_A(6,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-45=0$

$_A(6,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+12=0$

$_A(6,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y=0$

$_A(6,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-12=0$

$_A(6,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-24=0$

$_A(6,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-36=0$

$_A(6,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+21=0$

$_A(6,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+15=0$

$_A(6,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+3=0$

$_A(6,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-3=0$

$_A(6,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-15=0$

$_A(6,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-21=0$

$_A(6,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+30=0$

$_A(6,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+18=0$

$_A(6,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+6=0$

$_A(6,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-6=0$

$_A(6,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-18=0$

$_A(6,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+39=0$

$_A(6,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+33=0$

$_A(6,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+27=0$

$_A(6,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+21=0$

$_A(6,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+9=0$

$_A(6,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+3=0$

$_A(6,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-3=0$

$_A(6,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-9=0$

$_A(6,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+48=0$

$_A(6,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+24=0$

$_A(6,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+12=0$

$_A(6,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+57=0$

$_A(6,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+51=0$

$_A(6,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+45=0$

$_A(6,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+39=0$

$_A(6,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+33=0$

$_A(6,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+27=0$

$_A(6,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+15=0$

$_A(6,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+9=0$

$_A(6,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+66=0$

$_A(6,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+54=0$

$_A(6,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+42=0$

$_A(6,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+30=0$

$_A(6,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+18=0$

$_A(6,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+75=0$

$_A(6,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+69=0$

$_A(6,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+57=0$

$_A(6,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+51=0$

$_A(6,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+39=0$

$_A(6,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+33=0$

$_A(7,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-6=0$

$_A(7,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-13=0$

$_A(7,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-20=0$

$_A(7,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-27=0$

$_A(7,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-34=0$

$_A(7,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-41=0$

$_A(7,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-48=0$

$_A(7,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-55=0$

$_A(7,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-62=0$

$_A(7,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-5=0$

$_A(7,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-19=0$

$_A(7,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-33=0$

$_A(7,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-47=0$

$_A(7,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-61=0$

$_A(7,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-4=0$

$_A(7,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-11=0$

$_A(7,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-25=0$

$_A(7,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-32=0$

$_A(7,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-46=0$

$_A(7,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-53=0$

$_A(7,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-3=0$

$_A(7,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-17=0$

$_A(7,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-31=0$

$_A(7,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-45=0$

$_A(7,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-59=0$

$_A(7,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-2=0$

$_A(7,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-9=0$

$_A(7,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-16=0$

$_A(7,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-23=0$

$_A(7,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-37=0$

$_A(7,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-44=0$

$_A(7,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-51=0$

$_A(7,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-58=0$

$_A(7,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-1=0$

$_A(7,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-29=0$

$_A(7,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-43=0$

$_A(7,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y=0$

$_A(7,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-7=0$

$_A(7,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-14=0$

$_A(7,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-21=0$

$_A(7,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-28=0$

$_A(7,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-35=0$

$_A(7,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-49=0$

$_A(7,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-56=0$

$_A(7,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+1=0$

$_A(7,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-13=0$

$_A(7,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-27=0$

$_A(7,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-41=0$

$_A(7,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-55=0$

$_A(7,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+2=0$

$_A(7,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-5=0$

$_A(7,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-19=0$

$_A(7,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-26=0$

$_A(7,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-40=0$

$_A(7,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-47=0$

$_A(7,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-12=0$

$_A(7,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-19=0$

$_A(7,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-26=0$

$_A(7,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-33=0$

$_A(7,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-40=0$

$_A(7,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-47=0$

$_A(7,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-54=0$

$_A(7,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-61=0$

$_A(7,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-3=0$

$_A(7,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-17=0$

$_A(7,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-31=0$

$_A(7,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-45=0$

$_A(7,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-59=0$

$_A(7,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-1=0$

$_A(7,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-8=0$

$_A(7,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-22=0$

$_A(7,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-29=0$

$_A(7,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-43=0$

$_A(7,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-50=0$

$_A(7,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+1=0$

$_A(7,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-13=0$

$_A(7,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-27=0$

$_A(7,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-41=0$

$_A(7,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-55=0$

$_A(7,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+3=0$

$_A(7,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-4=0$

$_A(7,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-11=0$

$_A(7,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-18=0$

$_A(7,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-32=0$

$_A(7,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-39=0$

$_A(7,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-46=0$

$_A(7,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-53=0$

$_A(7,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+5=0$

$_A(7,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-23=0$

$_A(7,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-37=0$

$_A(7,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+7=0$

$_A(7,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y=0$

$_A(7,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-7=0$

$_A(7,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-14=0$

$_A(7,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-21=0$

$_A(7,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-28=0$

$_A(7,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-42=0$

$_A(7,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-49=0$

$_A(7,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+9=0$

$_A(7,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-5=0$

$_A(7,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-19=0$

$_A(7,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-33=0$

$_A(7,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-47=0$

$_A(7,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+11=0$

$_A(7,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+4=0$

$_A(7,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-10=0$

$_A(7,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-17=0$

$_A(7,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-31=0$

$_A(7,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-38=0$

$_A(7,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(7,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-18=0$

$_A(7,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-25=0$

$_A(7,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-32=0$

$_A(7,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-39=0$

$_A(7,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-46=0$

$_A(7,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-53=0$

$_A(7,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-60=0$

$_A(7,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-1=0$

$_A(7,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-15=0$

$_A(7,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-29=0$

$_A(7,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-43=0$

$_A(7,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-57=0$

$_A(7,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+2=0$

$_A(7,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-5=0$

$_A(7,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-19=0$

$_A(7,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-26=0$

$_A(7,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-40=0$

$_A(7,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-47=0$

$_A(7,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+5=0$

$_A(7,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-9=0$

$_A(7,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-23=0$

$_A(7,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-37=0$

$_A(7,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-51=0$

$_A(7,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+8=0$

$_A(7,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+1=0$

$_A(7,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-6=0$

$_A(7,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-13=0$

$_A(7,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-27=0$

$_A(7,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-34=0$

$_A(7,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-41=0$

$_A(7,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-48=0$

$_A(7,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+11=0$

$_A(7,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-17=0$

$_A(7,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-31=0$

$_A(7,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+14=0$

$_A(7,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+7=0$

$_A(7,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y=0$

$_A(7,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-7=0$

$_A(7,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-14=0$

$_A(7,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-21=0$

$_A(7,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-35=0$

$_A(7,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-42=0$

$_A(7,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+17=0$

$_A(7,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+3=0$

$_A(7,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-11=0$

$_A(7,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-25=0$

$_A(7,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-39=0$

$_A(7,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+20=0$

$_A(7,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+13=0$

$_A(7,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-1=0$

$_A(7,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-8=0$

$_A(7,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-22=0$

$_A(7,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-29=0$

$_A(7,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-10=0$

$_A(7,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-17=0$

$_A(7,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-24=0$

$_A(7,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-31=0$

$_A(7,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-38=0$

$_A(7,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-45=0$

$_A(7,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-52=0$

$_A(7,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-59=0$

$_A(7,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+1=0$

$_A(7,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-13=0$

$_A(7,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-27=0$

$_A(7,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-41=0$

$_A(7,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-55=0$

$_A(7,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+5=0$

$_A(7,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-2=0$

$_A(7,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-16=0$

$_A(7,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-23=0$

$_A(7,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-37=0$

$_A(7,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-44=0$

$_A(7,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+9=0$

$_A(7,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-5=0$

$_A(7,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-19=0$

$_A(7,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-33=0$

$_A(7,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-47=0$

$_A(7,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+13=0$

$_A(7,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+6=0$

$_A(7,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-1=0$

$_A(7,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-8=0$

$_A(7,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-22=0$

$_A(7,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-29=0$

$_A(7,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-36=0$

$_A(7,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-43=0$

$_A(7,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+17=0$

$_A(7,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-11=0$

$_A(7,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-25=0$

$_A(7,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+21=0$

$_A(7,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+14=0$

$_A(7,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+7=0$

$_A(7,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y=0$

$_A(7,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-7=0$

$_A(7,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-14=0$

$_A(7,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-28=0$

$_A(7,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-35=0$

$_A(7,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+25=0$

$_A(7,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+11=0$

$_A(7,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-3=0$

$_A(7,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-17=0$

$_A(7,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-31=0$

$_A(7,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+29=0$

$_A(7,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+22=0$

$_A(7,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+8=0$

$_A(7,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+1=0$

$_A(7,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-13=0$

$_A(7,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-20=0$

$_A(7,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(7,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-16=0$

$_A(7,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-23=0$

$_A(7,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-30=0$

$_A(7,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-37=0$

$_A(7,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-44=0$

$_A(7,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-51=0$

$_A(7,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-58=0$

$_A(7,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+3=0$

$_A(7,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-11=0$

$_A(7,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-25=0$

$_A(7,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-39=0$

$_A(7,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-53=0$

$_A(7,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+8=0$

$_A(7,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+1=0$

$_A(7,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-13=0$

$_A(7,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-20=0$

$_A(7,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-34=0$

$_A(7,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-41=0$

$_A(7,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+13=0$

$_A(7,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-1=0$

$_A(7,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-15=0$

$_A(7,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-29=0$

$_A(7,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-43=0$

$_A(7,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+18=0$

$_A(7,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+11=0$

$_A(7,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+4=0$

$_A(7,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-3=0$

$_A(7,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-17=0$

$_A(7,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-24=0$

$_A(7,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-31=0$

$_A(7,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-38=0$

$_A(7,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+23=0$

$_A(7,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-5=0$

$_A(7,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-19=0$

$_A(7,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+28=0$

$_A(7,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+21=0$

$_A(7,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+14=0$

$_A(7,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+7=0$

$_A(7,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y=0$

$_A(7,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-7=0$

$_A(7,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-21=0$

$_A(7,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-28=0$

$_A(7,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+33=0$

$_A(7,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+19=0$

$_A(7,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+5=0$

$_A(7,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-9=0$

$_A(7,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-23=0$

$_A(7,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+38=0$

$_A(7,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+31=0$

$_A(7,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+17=0$

$_A(7,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+10=0$

$_A(7,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-4=0$

$_A(7,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-11=0$

$_A(7,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-8=0$

$_A(7,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-15=0$

$_A(7,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-22=0$

$_A(7,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-29=0$

$_A(7,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-36=0$

$_A(7,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-43=0$

$_A(7,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-50=0$

$_A(7,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-57=0$

$_A(7,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+5=0$

$_A(7,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-9=0$

$_A(7,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-23=0$

$_A(7,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-37=0$

$_A(7,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-51=0$

$_A(7,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+11=0$

$_A(7,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+4=0$

$_A(7,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-10=0$

$_A(7,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-17=0$

$_A(7,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-31=0$

$_A(7,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-38=0$

$_A(7,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+17=0$

$_A(7,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+3=0$

$_A(7,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-11=0$

$_A(7,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-25=0$

$_A(7,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-39=0$

$_A(7,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+23=0$

$_A(7,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+16=0$

$_A(7,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+9=0$

$_A(7,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+2=0$

$_A(7,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-12=0$

$_A(7,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-19=0$

$_A(7,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-26=0$

$_A(7,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-33=0$

$_A(7,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+29=0$

$_A(7,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+1=0$

$_A(7,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-13=0$

$_A(7,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+35=0$

$_A(7,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+28=0$

$_A(7,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+21=0$

$_A(7,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+14=0$

$_A(7,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+7=0$

$_A(7,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y=0$

$_A(7,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-14=0$

$_A(7,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-21=0$

$_A(7,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+41=0$

$_A(7,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+27=0$

$_A(7,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+13=0$

$_A(7,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-1=0$

$_A(7,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-15=0$

$_A(7,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+47=0$

$_A(7,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+40=0$

$_A(7,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+26=0$

$_A(7,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+19=0$

$_A(7,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+5=0$

$_A(7,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-2=0$

$_A(7,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(7,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-14=0$

$_A(7,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-21=0$

$_A(7,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-28=0$

$_A(7,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-35=0$

$_A(7,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-42=0$

$_A(7,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-49=0$

$_A(7,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-56=0$

$_A(7,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+7=0$

$_A(7,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-7=0$

$_A(7,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-21=0$

$_A(7,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-35=0$

$_A(7,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-49=0$

$_A(7,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+14=0$

$_A(7,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+7=0$

$_A(7,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-7=0$

$_A(7,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-14=0$

$_A(7,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-28=0$

$_A(7,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-35=0$

$_A(7,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+21=0$

$_A(7,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+7=0$

$_A(7,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-7=0$

$_A(7,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-21=0$

$_A(7,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-35=0$

$_A(7,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+28=0$

$_A(7,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+21=0$

$_A(7,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+14=0$

$_A(7,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+7=0$

$_A(7,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-7=0$

$_A(7,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-14=0$

$_A(7,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-21=0$

$_A(7,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-28=0$

$_A(7,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+35=0$

$_A(7,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+7=0$

$_A(7,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-7=0$

$_A(7,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+42=0$

$_A(7,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+35=0$

$_A(7,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+28=0$

$_A(7,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+21=0$

$_A(7,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+14=0$

$_A(7,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+7=0$

$_A(7,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-7=0$

$_A(7,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-14=0$

$_A(7,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+49=0$

$_A(7,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+35=0$

$_A(7,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+21=0$

$_A(7,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+7=0$

$_A(7,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-7=0$

$_A(7,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+56=0$

$_A(7,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+49=0$

$_A(7,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+35=0$

$_A(7,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+28=0$

$_A(7,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+14=0$

$_A(7,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+7=0$

$_A(7,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-6=0$

$_A(7,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-13=0$

$_A(7,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-20=0$

$_A(7,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-27=0$

$_A(7,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-34=0$

$_A(7,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-41=0$

$_A(7,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-48=0$

$_A(7,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-55=0$

$_A(7,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(7,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-5=0$

$_A(7,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-19=0$

$_A(7,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-33=0$

$_A(7,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-47=0$

$_A(7,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+17=0$

$_A(7,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+10=0$

$_A(7,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-4=0$

$_A(7,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-11=0$

$_A(7,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-25=0$

$_A(7,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-32=0$

$_A(7,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+25=0$

$_A(7,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+11=0$

$_A(7,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-3=0$

$_A(7,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-17=0$

$_A(7,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-31=0$

$_A(7,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+33=0$

$_A(7,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+26=0$

$_A(7,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+19=0$

$_A(7,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+12=0$

$_A(7,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-2=0$

$_A(7,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-9=0$

$_A(7,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-16=0$

$_A(7,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-23=0$

$_A(7,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+41=0$

$_A(7,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+13=0$

$_A(7,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-1=0$

$_A(7,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+49=0$

$_A(7,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+42=0$

$_A(7,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+35=0$

$_A(7,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+28=0$

$_A(7,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+21=0$

$_A(7,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+14=0$

$_A(7,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y=0$

$_A(7,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-7=0$

$_A(7,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+57=0$

$_A(7,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+43=0$

$_A(7,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+29=0$

$_A(7,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+15=0$

$_A(7,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+1=0$

$_A(7,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+65=0$

$_A(7,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+58=0$

$_A(7,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+44=0$

$_A(7,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+37=0$

$_A(7,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+23=0$

$_A(7,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+16=0$

$_A(7,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(7,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-12=0$

$_A(7,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-19=0$

$_A(7,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-26=0$

$_A(7,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-33=0$

$_A(7,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-40=0$

$_A(7,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-47=0$

$_A(7,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-54=0$

$_A(7,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(7,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-3=0$

$_A(7,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-17=0$

$_A(7,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-31=0$

$_A(7,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-45=0$

$_A(7,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+20=0$

$_A(7,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+13=0$

$_A(7,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-1=0$

$_A(7,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-8=0$

$_A(7,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-22=0$

$_A(7,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-29=0$

$_A(7,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+29=0$

$_A(7,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+15=0$

$_A(7,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+1=0$

$_A(7,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-13=0$

$_A(7,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-27=0$

$_A(7,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+38=0$

$_A(7,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+31=0$

$_A(7,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+24=0$

$_A(7,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+17=0$

$_A(7,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+3=0$

$_A(7,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-4=0$

$_A(7,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-11=0$

$_A(7,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-18=0$

$_A(7,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+47=0$

$_A(7,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+19=0$

$_A(7,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+5=0$

$_A(7,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+56=0$

$_A(7,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+49=0$

$_A(7,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+42=0$

$_A(7,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+35=0$

$_A(7,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+28=0$

$_A(7,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+21=0$

$_A(7,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+7=0$

$_A(7,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y=0$

$_A(7,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+65=0$

$_A(7,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+51=0$

$_A(7,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+37=0$

$_A(7,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+23=0$

$_A(7,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+9=0$

$_A(7,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+74=0$

$_A(7,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+67=0$

$_A(7,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+53=0$

$_A(7,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+46=0$

$_A(7,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+32=0$

$_A(7,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+25=0$

$_A(8,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y-7=0$

$_A(8,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-15=0$

$_A(8,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-23=0$

$_A(8,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-31=0$

$_A(8,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-39=0$

$_A(8,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-47=0$

$_A(8,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-55=0$

$_A(8,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-63=0$

$_A(8,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-71=0$

$_A(8,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-6=0$

$_A(8,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-22=0$

$_A(8,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-38=0$

$_A(8,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-54=0$

$_A(8,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-70=0$

$_A(8,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-5=0$

$_A(8,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-13=0$

$_A(8,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-29=0$

$_A(8,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-37=0$

$_A(8,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-53=0$

$_A(8,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-61=0$

$_A(8,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-4=0$

$_A(8,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-20=0$

$_A(8,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-36=0$

$_A(8,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-52=0$

$_A(8,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-68=0$

$_A(8,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-3=0$

$_A(8,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-11=0$

$_A(8,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-19=0$

$_A(8,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-27=0$

$_A(8,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-43=0$

$_A(8,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-51=0$

$_A(8,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-59=0$

$_A(8,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-67=0$

$_A(8,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-2=0$

$_A(8,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-34=0$

$_A(8,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-50=0$

$_A(8,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-1=0$

$_A(8,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-9=0$

$_A(8,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-17=0$

$_A(8,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-25=0$

$_A(8,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-33=0$

$_A(8,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-41=0$

$_A(8,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-57=0$

$_A(8,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-65=0$

$_A(8,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y=0$

$_A(8,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-16=0$

$_A(8,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-32=0$

$_A(8,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-48=0$

$_A(8,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-64=0$

$_A(8,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+1=0$

$_A(8,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-7=0$

$_A(8,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-23=0$

$_A(8,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-31=0$

$_A(8,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-47=0$

$_A(8,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-55=0$

$_A(8,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-14=0$

$_A(8,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-22=0$

$_A(8,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-30=0$

$_A(8,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-38=0$

$_A(8,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-46=0$

$_A(8,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-54=0$

$_A(8,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-62=0$

$_A(8,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-70=0$

$_A(8,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-4=0$

$_A(8,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-20=0$

$_A(8,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-36=0$

$_A(8,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-52=0$

$_A(8,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-68=0$

$_A(8,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-2=0$

$_A(8,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-10=0$

$_A(8,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-26=0$

$_A(8,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-34=0$

$_A(8,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-50=0$

$_A(8,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-58=0$

$_A(8,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y=0$

$_A(8,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-16=0$

$_A(8,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-32=0$

$_A(8,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-48=0$

$_A(8,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-64=0$

$_A(8,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+2=0$

$_A(8,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-6=0$

$_A(8,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-14=0$

$_A(8,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-22=0$

$_A(8,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-38=0$

$_A(8,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-46=0$

$_A(8,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-54=0$

$_A(8,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-62=0$

$_A(8,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+4=0$

$_A(8,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-28=0$

$_A(8,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-44=0$

$_A(8,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+6=0$

$_A(8,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-2=0$

$_A(8,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-10=0$

$_A(8,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-18=0$

$_A(8,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-26=0$

$_A(8,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-34=0$

$_A(8,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-50=0$

$_A(8,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-58=0$

$_A(8,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+8=0$

$_A(8,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-8=0$

$_A(8,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-24=0$

$_A(8,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-40=0$

$_A(8,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-56=0$

$_A(8,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+10=0$

$_A(8,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+2=0$

$_A(8,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-14=0$

$_A(8,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-22=0$

$_A(8,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-38=0$

$_A(8,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-46=0$

$_A(8,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-13=0$

$_A(8,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-21=0$

$_A(8,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-29=0$

$_A(8,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-37=0$

$_A(8,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-45=0$

$_A(8,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-53=0$

$_A(8,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-61=0$

$_A(8,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-69=0$

$_A(8,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-2=0$

$_A(8,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-18=0$

$_A(8,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-34=0$

$_A(8,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-50=0$

$_A(8,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-66=0$

$_A(8,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+1=0$

$_A(8,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-7=0$

$_A(8,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-23=0$

$_A(8,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-31=0$

$_A(8,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-47=0$

$_A(8,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-55=0$

$_A(8,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+4=0$

$_A(8,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-12=0$

$_A(8,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-28=0$

$_A(8,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-44=0$

$_A(8,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-60=0$

$_A(8,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+7=0$

$_A(8,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-1=0$

$_A(8,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-9=0$

$_A(8,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-17=0$

$_A(8,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-33=0$

$_A(8,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-41=0$

$_A(8,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-49=0$

$_A(8,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-57=0$

$_A(8,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+10=0$

$_A(8,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-22=0$

$_A(8,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-38=0$

$_A(8,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+13=0$

$_A(8,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+5=0$

$_A(8,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-3=0$

$_A(8,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-11=0$

$_A(8,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-19=0$

$_A(8,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-27=0$

$_A(8,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-43=0$

$_A(8,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-51=0$

$_A(8,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+16=0$

$_A(8,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y=0$

$_A(8,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-16=0$

$_A(8,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-32=0$

$_A(8,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-48=0$

$_A(8,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+19=0$

$_A(8,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+11=0$

$_A(8,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-5=0$

$_A(8,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-13=0$

$_A(8,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-29=0$

$_A(8,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-37=0$

$_A(8,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-12=0$

$_A(8,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-20=0$

$_A(8,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-28=0$

$_A(8,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-36=0$

$_A(8,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-44=0$

$_A(8,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-52=0$

$_A(8,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-60=0$

$_A(8,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-68=0$

$_A(8,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(8,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-16=0$

$_A(8,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-32=0$

$_A(8,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-48=0$

$_A(8,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-64=0$

$_A(8,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+4=0$

$_A(8,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-4=0$

$_A(8,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-20=0$

$_A(8,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-28=0$

$_A(8,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-44=0$

$_A(8,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-52=0$

$_A(8,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+8=0$

$_A(8,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-8=0$

$_A(8,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-24=0$

$_A(8,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-40=0$

$_A(8,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-56=0$

$_A(8,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+12=0$

$_A(8,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+4=0$

$_A(8,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-4=0$

$_A(8,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-12=0$

$_A(8,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-28=0$

$_A(8,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-36=0$

$_A(8,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-44=0$

$_A(8,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-52=0$

$_A(8,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+16=0$

$_A(8,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-16=0$

$_A(8,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-32=0$

$_A(8,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+20=0$

$_A(8,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+12=0$

$_A(8,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+4=0$

$_A(8,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-4=0$

$_A(8,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-12=0$

$_A(8,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-20=0$

$_A(8,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-36=0$

$_A(8,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-44=0$

$_A(8,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+24=0$

$_A(8,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+8=0$

$_A(8,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-8=0$

$_A(8,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-24=0$

$_A(8,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-40=0$

$_A(8,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+28=0$

$_A(8,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+20=0$

$_A(8,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+4=0$

$_A(8,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-4=0$

$_A(8,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-20=0$

$_A(8,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-28=0$

$_A(8,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-11=0$

$_A(8,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-19=0$

$_A(8,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-27=0$

$_A(8,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-35=0$

$_A(8,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-43=0$

$_A(8,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-51=0$

$_A(8,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-59=0$

$_A(8,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-67=0$

$_A(8,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+2=0$

$_A(8,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-14=0$

$_A(8,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-30=0$

$_A(8,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-46=0$

$_A(8,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-62=0$

$_A(8,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+7=0$

$_A(8,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-1=0$

$_A(8,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-17=0$

$_A(8,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-25=0$

$_A(8,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-41=0$

$_A(8,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-49=0$

$_A(8,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+12=0$

$_A(8,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-4=0$

$_A(8,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-20=0$

$_A(8,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-36=0$

$_A(8,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-52=0$

$_A(8,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+17=0$

$_A(8,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+9=0$

$_A(8,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+1=0$

$_A(8,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-7=0$

$_A(8,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-23=0$

$_A(8,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-31=0$

$_A(8,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-39=0$

$_A(8,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-47=0$

$_A(8,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+22=0$

$_A(8,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-10=0$

$_A(8,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-26=0$

$_A(8,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+27=0$

$_A(8,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+19=0$

$_A(8,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+11=0$

$_A(8,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+3=0$

$_A(8,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-5=0$

$_A(8,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-13=0$

$_A(8,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-29=0$

$_A(8,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-37=0$

$_A(8,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+32=0$

$_A(8,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+16=0$

$_A(8,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y=0$

$_A(8,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-16=0$

$_A(8,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-32=0$

$_A(8,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+37=0$

$_A(8,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+29=0$

$_A(8,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+13=0$

$_A(8,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+5=0$

$_A(8,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-11=0$

$_A(8,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-19=0$

$_A(8,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-10=0$

$_A(8,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-18=0$

$_A(8,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-26=0$

$_A(8,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-34=0$

$_A(8,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-42=0$

$_A(8,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-50=0$

$_A(8,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-58=0$

$_A(8,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-66=0$

$_A(8,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+4=0$

$_A(8,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-12=0$

$_A(8,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-28=0$

$_A(8,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-44=0$

$_A(8,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-60=0$

$_A(8,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+10=0$

$_A(8,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+2=0$

$_A(8,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-14=0$

$_A(8,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-22=0$

$_A(8,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-38=0$

$_A(8,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-46=0$

$_A(8,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+16=0$

$_A(8,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y=0$

$_A(8,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-16=0$

$_A(8,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-32=0$

$_A(8,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-48=0$

$_A(8,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+22=0$

$_A(8,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+14=0$

$_A(8,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+6=0$

$_A(8,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-2=0$

$_A(8,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-18=0$

$_A(8,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-26=0$

$_A(8,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-34=0$

$_A(8,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-42=0$

$_A(8,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+28=0$

$_A(8,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-4=0$

$_A(8,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-20=0$

$_A(8,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+34=0$

$_A(8,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+26=0$

$_A(8,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+18=0$

$_A(8,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+10=0$

$_A(8,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+2=0$

$_A(8,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-6=0$

$_A(8,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-22=0$

$_A(8,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-30=0$

$_A(8,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+40=0$

$_A(8,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+24=0$

$_A(8,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+8=0$

$_A(8,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-8=0$

$_A(8,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-24=0$

$_A(8,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+46=0$

$_A(8,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+38=0$

$_A(8,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+22=0$

$_A(8,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+14=0$

$_A(8,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-2=0$

$_A(8,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-10=0$

$_A(8,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-9=0$

$_A(8,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-17=0$

$_A(8,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-25=0$

$_A(8,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-33=0$

$_A(8,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-41=0$

$_A(8,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-49=0$

$_A(8,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-57=0$

$_A(8,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-65=0$

$_A(8,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+6=0$

$_A(8,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-10=0$

$_A(8,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-26=0$

$_A(8,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-42=0$

$_A(8,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-58=0$

$_A(8,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+13=0$

$_A(8,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+5=0$

$_A(8,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-11=0$

$_A(8,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-19=0$

$_A(8,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-35=0$

$_A(8,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-43=0$

$_A(8,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+20=0$

$_A(8,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+4=0$

$_A(8,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-12=0$

$_A(8,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-28=0$

$_A(8,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-44=0$

$_A(8,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+27=0$

$_A(8,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+19=0$

$_A(8,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+11=0$

$_A(8,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+3=0$

$_A(8,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-13=0$

$_A(8,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-21=0$

$_A(8,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-29=0$

$_A(8,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-37=0$

$_A(8,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+34=0$

$_A(8,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+2=0$

$_A(8,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-14=0$

$_A(8,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+41=0$

$_A(8,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+33=0$

$_A(8,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+25=0$

$_A(8,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+17=0$

$_A(8,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+9=0$

$_A(8,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+1=0$

$_A(8,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-15=0$

$_A(8,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-23=0$

$_A(8,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+48=0$

$_A(8,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+32=0$

$_A(8,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+16=0$

$_A(8,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y=0$

$_A(8,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-16=0$

$_A(8,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+55=0$

$_A(8,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+47=0$

$_A(8,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+31=0$

$_A(8,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+23=0$

$_A(8,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+7=0$

$_A(8,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-1=0$

$_A(8,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-8=0$

$_A(8,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-16=0$

$_A(8,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-24=0$

$_A(8,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-32=0$

$_A(8,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-40=0$

$_A(8,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-48=0$

$_A(8,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-56=0$

$_A(8,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-64=0$

$_A(8,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+8=0$

$_A(8,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-8=0$

$_A(8,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-24=0$

$_A(8,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-40=0$

$_A(8,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-56=0$

$_A(8,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+16=0$

$_A(8,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+8=0$

$_A(8,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-8=0$

$_A(8,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-16=0$

$_A(8,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-32=0$

$_A(8,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-40=0$

$_A(8,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+24=0$

$_A(8,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+8=0$

$_A(8,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-8=0$

$_A(8,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-24=0$

$_A(8,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-40=0$

$_A(8,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+32=0$

$_A(8,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+24=0$

$_A(8,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+16=0$

$_A(8,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+8=0$

$_A(8,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-8=0$

$_A(8,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-16=0$

$_A(8,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-24=0$

$_A(8,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-32=0$

$_A(8,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+40=0$

$_A(8,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+8=0$

$_A(8,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-8=0$

$_A(8,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+48=0$

$_A(8,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+40=0$

$_A(8,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+32=0$

$_A(8,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+24=0$

$_A(8,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+16=0$

$_A(8,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+8=0$

$_A(8,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-8=0$

$_A(8,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-16=0$

$_A(8,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+56=0$

$_A(8,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+40=0$

$_A(8,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+24=0$

$_A(8,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+8=0$

$_A(8,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-8=0$

$_A(8,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+64=0$

$_A(8,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+56=0$

$_A(8,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+40=0$

$_A(8,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+32=0$

$_A(8,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+16=0$

$_A(8,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+8=0$

$_A(8,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(8,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-15=0$

$_A(8,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-23=0$

$_A(8,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-31=0$

$_A(8,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-39=0$

$_A(8,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-47=0$

$_A(8,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-55=0$

$_A(8,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y-63=0$

$_A(8,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(8,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-6=0$

$_A(8,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-22=0$

$_A(8,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-38=0$

$_A(8,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-54=0$

$_A(8,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+19=0$

$_A(8,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+11=0$

$_A(8,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-5=0$

$_A(8,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-13=0$

$_A(8,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-29=0$

$_A(8,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-37=0$

$_A(8,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+28=0$

$_A(8,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+12=0$

$_A(8,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-4=0$

$_A(8,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-20=0$

$_A(8,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-36=0$

$_A(8,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+37=0$

$_A(8,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+29=0$

$_A(8,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+21=0$

$_A(8,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+13=0$

$_A(8,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-3=0$

$_A(8,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-11=0$

$_A(8,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-19=0$

$_A(8,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-27=0$

$_A(8,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+46=0$

$_A(8,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+14=0$

$_A(8,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-2=0$

$_A(8,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+55=0$

$_A(8,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+47=0$

$_A(8,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+39=0$

$_A(8,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+31=0$

$_A(8,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+23=0$

$_A(8,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+15=0$

$_A(8,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-1=0$

$_A(8,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-9=0$

$_A(8,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+64=0$

$_A(8,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+48=0$

$_A(8,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+32=0$

$_A(8,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+16=0$

$_A(8,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y=0$

$_A(8,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+73=0$

$_A(8,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+65=0$

$_A(8,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+49=0$

$_A(8,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+41=0$

$_A(8,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+25=0$

$_A(8,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+17=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+2=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+3=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+4=0$

$_A(-1,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+5=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+6=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+7=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+8=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+1=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+3=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+5=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+7=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-2=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-1=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+1=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+2=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+4=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+5=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-3=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-1=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+1=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+3=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+5=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-4=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-3=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-2=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-1=0$

$_A(-1,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+1=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+2=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+3=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+4=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-5=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-1=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+1=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-6=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-5=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-4=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-3=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-2=0$

$_A(-1,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-1=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+1=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+2=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-7=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-5=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-3=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-1=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+1=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-8=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-7=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-5=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-4=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-2=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-1=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+1=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+2=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+3=0$

$_A(-1,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+4=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+5=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+6=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+7=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-1=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+1=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+3=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+5=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-5=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-4=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-2=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-1=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+1=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+2=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-7=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-5=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-3=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-1=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+1=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-9=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-8=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-7=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-6=0$

$_A(-1,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-4=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-3=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-2=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-1=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-11=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-7=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-5=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-13=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-12=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-11=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-10=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-9=0$

$_A(-1,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-8=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-6=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-5=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-15=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-13=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-11=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-9=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-7=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-17=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-16=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-14=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-13=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-11=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-10=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+1=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+2=0$

$_A(-1,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+3=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+4=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+5=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+6=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-3=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-1=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+1=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+3=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-8=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-7=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-5=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-4=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-2=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-1=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-11=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-9=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-7=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-5=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-3=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-14=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-13=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-12=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-11=0$

$_A(-1,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-9=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-8=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-7=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-6=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-17=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-13=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-11=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-20=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-19=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-18=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-17=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-16=0$

$_A(-1,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-15=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-13=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-12=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-23=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-21=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-19=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-17=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-15=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-26=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-25=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-23=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-22=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-20=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-19=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-2=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-1=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+1=0$

$_A(-1,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+2=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+3=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+4=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+5=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-5=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-3=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-1=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+1=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-11=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-10=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-8=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-7=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-5=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-4=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-15=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-13=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-11=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-9=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-7=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-19=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-18=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-17=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-16=0$

$_A(-1,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-14=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-13=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-12=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-11=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-23=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-19=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-17=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-27=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-26=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-25=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-24=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-23=0$

$_A(-1,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-22=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-20=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-19=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-31=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-29=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-27=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-25=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-23=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-35=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-34=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-32=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-31=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-29=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-28=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-2=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-1=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y=0$

$_A(-1,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+1=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+2=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+3=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+4=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-7=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-5=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-3=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-1=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-14=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-13=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-11=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-10=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-8=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-7=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-19=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-17=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-15=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-13=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-11=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-24=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-23=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-22=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-21=0$

$_A(-1,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-19=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-18=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-17=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-16=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-29=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-25=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-23=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-34=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-33=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-32=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-31=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-30=0$

$_A(-1,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-29=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-27=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-26=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-39=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-37=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-35=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-33=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-31=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-44=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-43=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-41=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-40=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-38=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-37=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-4=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-3=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-2=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-1=0$

$_A(-1,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+1=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+2=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+3=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-9=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-7=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-5=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-3=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-17=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-16=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-14=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-13=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-11=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-10=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-23=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-21=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-19=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-17=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-15=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-29=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-28=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-27=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-26=0$

$_A(-1,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-24=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-23=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-22=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-21=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-35=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-31=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-29=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-41=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-40=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-39=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-38=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-37=0$

$_A(-1,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-36=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-34=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-33=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-47=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-45=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-43=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-41=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-39=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-53=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-52=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-50=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-49=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-47=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-46=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-4=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-3=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-2=0$

$_A(-1,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-1=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+1=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+2=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-13=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-11=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-9=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-7=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-5=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-20=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-19=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-17=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-16=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-14=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-13=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-27=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-25=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-23=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-21=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-19=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-34=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-33=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-32=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-31=0$

$_A(-1,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-29=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-28=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-27=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-26=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-41=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-37=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-35=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-48=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-47=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-46=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-45=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-44=0$

$_A(-1,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-43=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-41=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-40=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-55=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-53=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-51=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-49=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-47=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-62=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-61=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-59=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-58=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-56=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-55=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-6=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-5=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-4=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-3=0$

$_A(-1,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-2=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-1=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+1=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-15=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-13=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-11=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-9=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-7=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-23=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-22=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-20=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-19=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-17=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-16=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-31=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-29=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-27=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-25=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-23=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-39=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-38=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-37=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-36=0$

$_A(-1,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-34=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-33=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-32=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-31=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-47=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-43=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-41=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-55=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-54=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-53=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-52=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-51=0$

$_A(-1,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-50=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-48=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-47=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-63=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-61=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-59=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-57=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-55=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-71=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-70=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-68=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-67=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-65=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-64=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-7=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-6=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-5=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y-4=0$

$_A(-1,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y-3=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y-2=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y-1=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-17=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-15=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-13=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-11=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y-9=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-26=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-25=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-23=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-22=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-20=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-19=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-35=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-33=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-31=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-29=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-27=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-44=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-43=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-42=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-41=0$

$_A(-1,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-39=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-38=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-37=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-36=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-53=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-49=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-47=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-62=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-61=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-60=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-59=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-58=0$

$_A(-1,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-57=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-55=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-54=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-71=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-69=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-67=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-65=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-63=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-80=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-79=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-77=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-76=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-74=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-73=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+1=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+5=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+7=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+9=0$

$_A(-2,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+11=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+13=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+15=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+17=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+4=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+8=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+12=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+16=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-1=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+1=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+5=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+7=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+11=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+13=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-2=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+2=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+6=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+10=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+14=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-3=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-1=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+1=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+3=0$

$_A(-2,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+7=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+9=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+11=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+13=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-4=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+4=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+8=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-5=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-3=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-1=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+1=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+3=0$

$_A(-2,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+5=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+9=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+11=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-6=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-2=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+2=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+6=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+10=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-7=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-5=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-1=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+1=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+5=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+7=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+2=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+4=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+6=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+8=0$

$_A(-2,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+10=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+12=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+14=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+16=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-2=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+2=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+6=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+10=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+14=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-4=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-2=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+2=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+4=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+8=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+10=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-6=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-2=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+2=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+6=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+10=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-8=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-6=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-4=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-2=0$

$_A(-2,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+2=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+4=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+6=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+8=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-10=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-2=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+2=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-12=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-10=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-8=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-6=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-4=0$

$_A(-2,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-2=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+2=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+4=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-14=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-10=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-6=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-2=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+2=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-16=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-14=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-10=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-8=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-4=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-2=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+3=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+5=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+7=0$

$_A(-2,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+9=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+11=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+13=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+15=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-4=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+4=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+8=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+12=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-7=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-5=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-1=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+1=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+5=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+7=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-10=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-6=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-2=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+2=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+6=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-13=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-11=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-9=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-7=0$

$_A(-2,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-3=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-1=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+1=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+3=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-16=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-8=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-4=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-19=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-17=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-15=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-13=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-11=0$

$_A(-2,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-9=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-5=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-3=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-22=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-18=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-14=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-10=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-6=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-25=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-23=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-19=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-17=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-13=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-11=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+2=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+4=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+6=0$

$_A(-2,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+8=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+10=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+12=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+14=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-6=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-2=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+2=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+6=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+10=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-10=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-8=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-4=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-2=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+2=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+4=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-14=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-10=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-6=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-2=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+2=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-18=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-16=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-14=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-12=0$

$_A(-2,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-8=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-6=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-4=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-2=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-22=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-14=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-10=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-26=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-24=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-22=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-20=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-18=0$

$_A(-2,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-16=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-12=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-10=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-30=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-26=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-22=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-18=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-14=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-34=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-32=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-28=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-26=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-22=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-20=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+1=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+3=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+5=0$

$_A(-2,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+7=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+9=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+11=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+13=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-8=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-4=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+4=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+8=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-13=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-11=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-7=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-5=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-1=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+1=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-18=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-14=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-10=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-6=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-2=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-23=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-21=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-19=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-17=0$

$_A(-2,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-13=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-11=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-9=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-7=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-28=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-20=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-16=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-33=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-31=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-29=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-27=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-25=0$

$_A(-2,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-23=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-19=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-17=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-38=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-34=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-30=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-26=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-22=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-43=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-41=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-37=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-35=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-31=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-29=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-2=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+2=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+4=0$

$_A(-2,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+6=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+8=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+10=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+12=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-6=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-2=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+2=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+6=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-16=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-14=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-10=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-8=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-4=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-2=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-22=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-18=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-14=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-10=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-6=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-28=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-26=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-24=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-22=0$

$_A(-2,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-18=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-16=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-14=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-12=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-34=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-26=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-22=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-40=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-38=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-36=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-34=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-32=0$

$_A(-2,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-30=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-26=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-24=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-46=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-42=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-38=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-34=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-30=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-52=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-50=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-46=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-44=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-40=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-38=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-1=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+1=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+3=0$

$_A(-2,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+5=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+7=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+9=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+11=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-12=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-8=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-4=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+4=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-19=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-17=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-13=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-11=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-7=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-5=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-26=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-22=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-18=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-14=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-10=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-33=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-31=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-29=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-27=0$

$_A(-2,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-23=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-21=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-19=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-17=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-40=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-32=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-28=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-47=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-45=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-43=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-41=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-39=0$

$_A(-2,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-37=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-33=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-31=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-54=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-50=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-46=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-42=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-38=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-61=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-59=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-55=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-53=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-49=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-47=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-4=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-2=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+2=0$

$_A(-2,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+4=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+6=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+8=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+10=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-14=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-10=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-6=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-2=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+2=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-22=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-20=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-16=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-14=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-10=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-8=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-30=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-26=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-22=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-18=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-14=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-38=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-36=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-34=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-32=0$

$_A(-2,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-28=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-26=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-24=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-22=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-46=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-38=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-34=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-54=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-52=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-50=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-48=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-46=0$

$_A(-2,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-44=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-40=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-38=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-62=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-58=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-54=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-50=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-46=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-70=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-68=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-64=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-62=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-58=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-56=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-5=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y-3=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y-1=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+1=0$

$_A(-2,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+3=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+5=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+7=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+9=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-16=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-12=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-8=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y-4=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-25=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-23=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-19=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-17=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-13=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-11=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-34=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-30=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-26=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-22=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-18=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-43=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-41=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-39=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-37=0$

$_A(-2,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-33=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-31=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-29=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-27=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-52=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-44=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-40=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-61=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-59=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-57=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-55=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-53=0$

$_A(-2,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-51=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-47=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-45=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-70=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-66=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-62=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-58=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-54=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-79=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-77=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-73=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-71=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-67=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-65=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+2=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+8=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+11=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+14=0$

$_A(-3,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+17=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+20=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+23=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+26=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+7=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+13=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+19=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+25=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+3=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+9=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+12=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+18=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+21=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-1=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+5=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+11=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+17=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+23=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-2=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+1=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+4=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+7=0$

$_A(-3,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+13=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+16=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+19=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+22=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-3=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+9=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+15=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-4=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-1=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+2=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+5=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+8=0$

$_A(-3,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+11=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+17=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+20=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-5=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+1=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+7=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+13=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+19=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-6=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-3=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+3=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+6=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+12=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+15=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+4=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+7=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+10=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+13=0$

$_A(-3,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+16=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+19=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+22=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+25=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+5=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+11=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+17=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+23=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-3=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+6=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+9=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+15=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+18=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-5=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+1=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+7=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+13=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+19=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-7=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-4=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-1=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+2=0$

$_A(-3,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+8=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+11=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+14=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+17=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-9=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+3=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+9=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-11=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-8=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-5=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-2=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+1=0$

$_A(-3,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+4=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+10=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+13=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-13=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-7=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-1=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+5=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+11=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-15=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-12=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-6=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-3=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+3=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+6=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+6=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+9=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+12=0$

$_A(-3,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+15=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+18=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+21=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+24=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+3=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+9=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+15=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+21=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-6=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-3=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+3=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+6=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+12=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+15=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-9=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-3=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+3=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+9=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+15=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-12=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-9=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-6=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-3=0$

$_A(-3,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+3=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+6=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+9=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+12=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-15=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-3=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+3=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-18=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-15=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-12=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-9=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-6=0$

$_A(-3,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-3=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+3=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+6=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-21=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-15=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-9=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-3=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+3=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-24=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-21=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-15=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-12=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-6=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-3=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+2=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+5=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+8=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+11=0$

$_A(-3,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+14=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+17=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+20=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+23=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+1=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+7=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+13=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+19=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-9=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-6=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+3=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+9=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+12=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-13=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-7=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-1=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+5=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+11=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-17=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-14=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-11=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-8=0$

$_A(-3,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-2=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+1=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+4=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+7=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-21=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-9=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-3=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-25=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-22=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-19=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-16=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-13=0$

$_A(-3,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-10=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-4=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-1=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-29=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-23=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-17=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-11=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-5=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-33=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-30=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-24=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-21=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-15=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-12=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+4=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+7=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+10=0$

$_A(-3,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+13=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+16=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+19=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+22=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-1=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+5=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+11=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+17=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-12=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-9=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-3=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+6=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+9=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-17=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-11=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-5=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+1=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+7=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-22=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-19=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-16=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-13=0$

$_A(-3,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-7=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-4=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-1=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+2=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-27=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-15=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-9=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-32=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-29=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-26=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-23=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-20=0$

$_A(-3,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-17=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-11=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-8=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-37=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-31=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-25=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-19=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-13=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-42=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-39=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-33=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-30=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-24=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-21=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+3=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+6=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+9=0$

$_A(-3,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+12=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+15=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+18=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+21=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-3=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+3=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+9=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+15=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-15=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-12=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-6=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-3=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+3=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+6=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-21=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-15=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-9=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-3=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+3=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-27=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-24=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-21=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-18=0$

$_A(-3,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-12=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-9=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-6=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-3=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-33=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-21=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-15=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-39=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-36=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-33=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-30=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-27=0$

$_A(-3,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-24=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-18=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-15=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-45=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-39=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-33=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-27=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-21=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-51=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-48=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-42=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-39=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-33=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-30=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+2=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+5=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+8=0$

$_A(-3,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+11=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+14=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+17=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+20=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-5=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+1=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+7=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+13=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-18=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-15=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-9=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-6=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+3=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-25=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-19=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-13=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-7=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-1=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-32=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-29=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-26=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-23=0$

$_A(-3,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-17=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-14=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-11=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-8=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-39=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-27=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-21=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-46=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-43=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-40=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-37=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-34=0$

$_A(-3,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-31=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-25=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-22=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-53=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-47=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-41=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-35=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-29=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-60=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-57=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-51=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-48=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-42=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-39=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-2=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+1=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+4=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+7=0$

$_A(-3,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+10=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+13=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+16=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+19=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-13=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-7=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-1=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+5=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+11=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-21=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-18=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-12=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-9=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-3=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-29=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-23=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-17=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-11=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-5=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-37=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-34=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-31=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-28=0$

$_A(-3,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-22=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-19=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-16=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-13=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-45=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-33=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-27=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-53=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-50=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-47=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-44=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-41=0$

$_A(-3,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-38=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-32=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-29=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-61=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-55=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-49=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-43=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-37=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-69=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-66=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-60=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-57=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-51=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-48=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-3=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+3=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+6=0$

$_A(-3,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+9=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+12=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+15=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+18=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-15=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-9=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y-3=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+3=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+9=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-24=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-21=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-15=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-12=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y-6=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y-3=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-33=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-27=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-21=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-15=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y-9=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-42=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-39=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-36=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-33=0$

$_A(-3,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-27=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-24=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-21=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-18=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-51=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-39=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-33=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-60=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-57=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-54=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-51=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-48=0$

$_A(-3,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-45=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-39=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-36=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-69=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-63=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-57=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-51=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-45=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-78=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-75=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-69=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-66=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-60=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-57=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+3=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+11=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+15=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+19=0$

$_A(-4,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+23=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+27=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+31=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+35=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+2=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+10=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+18=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+26=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+34=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+1=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+5=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+13=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+17=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+25=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+29=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+8=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+16=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+24=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+32=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-1=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+3=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+7=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+11=0$

$_A(-4,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+19=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+23=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+27=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+31=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-2=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+14=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+22=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-3=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+1=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+5=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+9=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+13=0$

$_A(-4,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+17=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+25=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+29=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-4=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+4=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+12=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+20=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+28=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-5=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-1=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+7=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+11=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+19=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+23=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+6=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+10=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+14=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+18=0$

$_A(-4,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+22=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+26=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+30=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+34=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+8=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+16=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+24=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+32=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-2=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+2=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+10=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+14=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+22=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+26=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-4=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+4=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+12=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+20=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+28=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-6=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-2=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+2=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+6=0$

$_A(-4,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+14=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+18=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+22=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+26=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-8=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+8=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+16=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-10=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-6=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-2=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+2=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+6=0$

$_A(-4,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+10=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+18=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+22=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-12=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-4=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+4=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+12=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+20=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-14=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-10=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-2=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+2=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+10=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+14=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+9=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+13=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+17=0$

$_A(-4,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+21=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+25=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+29=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+33=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-2=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+6=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+14=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+22=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+30=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-5=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-1=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+7=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+11=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+19=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+23=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-8=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+8=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+16=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+24=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-11=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-7=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-3=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+1=0$

$_A(-4,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+9=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+13=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+17=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+21=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-14=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+2=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+10=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-17=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-13=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-9=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-5=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-1=0$

$_A(-4,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+3=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+11=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+15=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-20=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-12=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-4=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+4=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+12=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-23=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-19=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-11=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-7=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+1=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+5=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+4=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+8=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+12=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+16=0$

$_A(-4,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+20=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+24=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+28=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+32=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-4=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+4=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+12=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+20=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+28=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-8=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-4=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+4=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+8=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+16=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+20=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-12=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-4=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+4=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+12=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+20=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-16=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-12=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-8=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-4=0$

$_A(-4,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+4=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+8=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+12=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+16=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-20=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-4=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+4=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-24=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-20=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-16=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-12=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-8=0$

$_A(-4,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-4=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+4=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+8=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-28=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-20=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-12=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-4=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+4=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-32=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-28=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-20=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-16=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-8=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-4=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+7=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+11=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+15=0$

$_A(-4,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+19=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+23=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+27=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+31=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-6=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+2=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+10=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+18=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+26=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-11=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-7=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+1=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+5=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+13=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+17=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-16=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-8=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+8=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+16=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-21=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-17=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-13=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-9=0$

$_A(-4,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-1=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+3=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+7=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+11=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-26=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-10=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-2=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-31=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-27=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-23=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-19=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-15=0$

$_A(-4,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-11=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-3=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+1=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-36=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-28=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-20=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-12=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-4=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-41=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-37=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-29=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-25=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-17=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-13=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+2=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+6=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+10=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+14=0$

$_A(-4,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+18=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+22=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+26=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+30=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-8=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+8=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+16=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+24=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-14=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-10=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-2=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+2=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+10=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+14=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-20=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-12=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-4=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+4=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+12=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-26=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-22=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-18=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-14=0$

$_A(-4,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-6=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-2=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+2=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+6=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-32=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-16=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-8=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-38=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-34=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-30=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-26=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-22=0$

$_A(-4,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-18=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-10=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-6=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-44=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-36=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-28=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-20=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-12=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-50=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-46=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-38=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-34=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-26=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-22=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+5=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+9=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+13=0$

$_A(-4,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+17=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+21=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+25=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+29=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-2=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+6=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+14=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+22=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-17=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-13=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-5=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-1=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+7=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+11=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-24=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-16=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-8=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+8=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-31=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-27=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-23=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-19=0$

$_A(-4,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-11=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-7=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-3=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+1=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-38=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-22=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-14=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-45=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-41=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-37=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-33=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-29=0$

$_A(-4,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-25=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-17=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-13=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-52=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-44=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-36=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-28=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-20=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-59=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-55=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-47=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-43=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-35=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-31=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+4=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+8=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+12=0$

$_A(-4,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+16=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+20=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+24=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+28=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-12=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-4=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+4=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+12=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+20=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-20=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-16=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-8=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-4=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+4=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+8=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-28=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-20=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-12=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-4=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+4=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-36=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-32=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-28=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-24=0$

$_A(-4,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-16=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-12=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-8=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-4=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-44=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-28=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-20=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-52=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-48=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-44=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-40=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-36=0$

$_A(-4,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-32=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-24=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-20=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-60=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-52=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-44=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-36=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-28=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-68=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-64=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-56=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-52=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-44=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-40=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y-1=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+3=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+7=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+11=0$

$_A(-4,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+15=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+19=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+23=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+27=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-14=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-6=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+2=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+10=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+18=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-23=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-19=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-11=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-7=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+1=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+5=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-32=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-24=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-16=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-8=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-41=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-37=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-33=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-29=0$

$_A(-4,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-21=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-17=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-13=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y-9=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-50=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-34=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-26=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-59=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-55=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-51=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-47=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-43=0$

$_A(-4,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-39=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-31=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-27=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-68=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-60=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-52=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-44=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-36=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-77=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-73=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-65=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-61=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-53=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-49=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+4=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+14=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+19=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+24=0$

$_A(-5,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+29=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+34=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+39=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+44=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+13=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+23=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+33=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+43=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+2=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+7=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+17=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+22=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+32=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+37=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+1=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+11=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+21=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+31=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+41=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+5=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+10=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+15=0$

$_A(-5,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+25=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+30=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+35=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+40=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-1=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+19=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+29=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-2=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+3=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+8=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+13=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+18=0$

$_A(-5,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+23=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+33=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+38=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-3=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+7=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+17=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+27=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+37=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-4=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+1=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+11=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+16=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+26=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+31=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+8=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+13=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+18=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+23=0$

$_A(-5,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+28=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+33=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+38=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+43=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+11=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+21=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+31=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+41=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-1=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+4=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+14=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+19=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+29=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+34=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-3=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+7=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+17=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+27=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+37=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-5=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+5=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+10=0$

$_A(-5,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+20=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+25=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+30=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+35=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-7=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+13=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+23=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-9=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-4=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+1=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+6=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+11=0$

$_A(-5,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+16=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+26=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+31=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-11=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-1=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+9=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+19=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+29=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-13=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-8=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+2=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+7=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+17=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+22=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+12=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+17=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+22=0$

$_A(-5,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+27=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+32=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+37=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+42=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+9=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+19=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+29=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+39=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-4=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+1=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+11=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+16=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+26=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+31=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-7=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+3=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+13=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+23=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+33=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-10=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-5=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+5=0$

$_A(-5,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+15=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+20=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+25=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+30=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-13=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+7=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+17=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-16=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-11=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-6=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-1=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+4=0$

$_A(-5,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+9=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+19=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+24=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-19=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-9=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+1=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+11=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+21=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-22=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-17=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-7=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-2=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+8=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+13=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+6=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+11=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+16=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+21=0$

$_A(-5,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+26=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+31=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+36=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+41=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+7=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+17=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+27=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+37=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-7=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-2=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+8=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+13=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+23=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+28=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-11=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-1=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+9=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+19=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+29=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-15=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-10=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-5=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y=0$

$_A(-5,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+10=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+15=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+20=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+25=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-19=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+1=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+11=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-23=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-18=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-13=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-8=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-3=0$

$_A(-5,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+2=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+12=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+17=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-27=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-17=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-7=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+3=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+13=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-31=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-26=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-16=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-11=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-1=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+4=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+10=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+15=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+20=0$

$_A(-5,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+25=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+30=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+35=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+40=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+5=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+15=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+25=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+35=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-10=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-5=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+5=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+10=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+20=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+25=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-15=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-5=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+5=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+15=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+25=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-20=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-15=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-10=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-5=0$

$_A(-5,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+5=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+10=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+15=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+20=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-25=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-5=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+5=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-30=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-25=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-20=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-15=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-10=0$

$_A(-5,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-5=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+5=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+10=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-35=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-25=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-15=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-5=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+5=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-40=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-35=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-25=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-20=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-10=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-5=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+4=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+9=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+14=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+19=0$

$_A(-5,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+24=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+29=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+34=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+39=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+3=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+13=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+23=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+33=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-13=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-8=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+2=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+7=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+17=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+22=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-19=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-9=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+1=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+11=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+21=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-25=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-20=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-15=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-10=0$

$_A(-5,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+5=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+10=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+15=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-31=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-11=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-1=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-37=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-32=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-27=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-22=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-17=0$

$_A(-5,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-12=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-2=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+3=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-43=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-33=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-23=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-13=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-3=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-49=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-44=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-34=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-29=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-19=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-14=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+8=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+13=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+18=0$

$_A(-5,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+23=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+28=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+33=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+38=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+1=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+11=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+21=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+31=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-16=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-11=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-1=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+4=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+14=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+19=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-23=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-13=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-3=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+7=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+17=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-30=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-25=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-20=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-15=0$

$_A(-5,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-5=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+5=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+10=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-37=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-17=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-7=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-44=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-39=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-34=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-29=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-24=0$

$_A(-5,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-19=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-9=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-4=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-51=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-41=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-31=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-21=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-11=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-58=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-53=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-43=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-38=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-28=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-23=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+2=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+7=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+12=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+17=0$

$_A(-5,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+22=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+27=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+32=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+37=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-1=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+9=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+19=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+29=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-19=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-14=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-4=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+1=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+11=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+16=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-27=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-17=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-7=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+3=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+13=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-35=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-30=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-25=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-20=0$

$_A(-5,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-10=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-5=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+5=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-43=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-23=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-13=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-51=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-46=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-41=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-36=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-31=0$

$_A(-5,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-26=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-16=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-11=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-59=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-49=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-39=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-29=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-19=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-67=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-62=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-52=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-47=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-37=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-32=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+1=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+6=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+11=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+16=0$

$_A(-5,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+21=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+26=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+31=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+36=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-13=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y-3=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+7=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+17=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+27=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-22=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-17=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-7=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y-2=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+8=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+13=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-31=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-21=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-11=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y-1=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+9=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-40=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-35=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-30=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-25=0$

$_A(-5,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-15=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-10=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y-5=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-49=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-29=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-19=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-58=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-53=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-48=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-43=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-38=0$

$_A(-5,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-33=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-23=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-18=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-67=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-57=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-47=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-37=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-27=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-76=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-71=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-61=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-56=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-46=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-41=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+5=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+17=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+23=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+29=0$

$_A(-6,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+35=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+41=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+47=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+53=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+4=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+16=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+28=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+40=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+52=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+3=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+9=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+21=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+27=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+39=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+45=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+2=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+14=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+26=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+38=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+50=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+1=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+7=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+13=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+19=0$

$_A(-6,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+31=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+37=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+43=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+49=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+24=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+36=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-1=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+5=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+11=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+17=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+23=0$

$_A(-6,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+29=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+41=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+47=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-2=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+10=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+22=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+34=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+46=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-3=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+3=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+15=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+21=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+33=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+39=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+10=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+16=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+22=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+28=0$

$_A(-6,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+34=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+40=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+46=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+52=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+2=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+14=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+26=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+38=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+50=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+6=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+18=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+24=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+36=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+42=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-2=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+10=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+22=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+34=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+46=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-4=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+2=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+8=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+14=0$

$_A(-6,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+26=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+32=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+38=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+44=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-6=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+18=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+30=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-8=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-2=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+4=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+10=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+16=0$

$_A(-6,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+22=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+34=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+40=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-10=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+2=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+14=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+26=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+38=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-12=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-6=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+6=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+12=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+24=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+30=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+15=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+21=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+27=0$

$_A(-6,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+33=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+39=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+45=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+51=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+12=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+24=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+36=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+48=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-3=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+3=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+15=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+21=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+33=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+39=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-6=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+6=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+18=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+30=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+42=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-9=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-3=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+3=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+9=0$

$_A(-6,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+21=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+27=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+33=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+39=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-12=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+12=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+24=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-15=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-9=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-3=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+3=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+9=0$

$_A(-6,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+15=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+27=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+33=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-18=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-6=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+6=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+18=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+30=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-21=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-15=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-3=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+3=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+15=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+21=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+8=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+14=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+20=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+26=0$

$_A(-6,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+32=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+38=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+44=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+50=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-2=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+10=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+22=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+34=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+46=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-6=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+12=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+18=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+30=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+36=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-10=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+2=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+14=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+26=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+38=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-14=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-8=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-2=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+4=0$

$_A(-6,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+16=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+22=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+28=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+34=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-18=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+6=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+18=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-22=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-16=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-10=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-4=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+2=0$

$_A(-6,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+8=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+20=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+26=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-26=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-14=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-2=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+10=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+22=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-30=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-24=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-12=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-6=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+6=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+12=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+13=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+19=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+25=0$

$_A(-6,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+31=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+37=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+43=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+49=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-4=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+8=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+20=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+32=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+44=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-9=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-3=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+9=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+15=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+27=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+33=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-14=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-2=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+10=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+22=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+34=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-19=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-13=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-7=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-1=0$

$_A(-6,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+11=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+17=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+23=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+29=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-24=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+12=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-29=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-23=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-17=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-11=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-5=0$

$_A(-6,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+1=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+13=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+19=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-34=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-22=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-10=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+2=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+14=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-39=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-33=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-21=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-15=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-3=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+3=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+6=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+12=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+18=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+24=0$

$_A(-6,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+30=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+36=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+42=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+48=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-6=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+6=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+18=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+30=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+42=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-12=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-6=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+6=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+12=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+24=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+30=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-18=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-6=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+6=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+18=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+30=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-24=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-18=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-12=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-6=0$

$_A(-6,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+6=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+12=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+18=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+24=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-30=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-6=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+6=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-36=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-30=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-24=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-18=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-12=0$

$_A(-6,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-6=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+6=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+12=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-42=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-30=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-18=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-6=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+6=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-48=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-42=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-30=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-24=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-12=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-6=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+11=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+17=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+23=0$

$_A(-6,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+29=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+35=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+41=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+47=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-8=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+4=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+16=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+28=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+40=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-15=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-9=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+3=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+9=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+21=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+27=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-22=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-10=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+2=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+14=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+26=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-29=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-23=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-17=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-11=0$

$_A(-6,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+1=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+7=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+13=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+19=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-36=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-12=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-43=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-37=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-31=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-25=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-19=0$

$_A(-6,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-13=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-1=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+5=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-50=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-38=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-26=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-14=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-2=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-57=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-51=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-39=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-33=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-21=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-15=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+4=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+10=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+16=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+22=0$

$_A(-6,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+28=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+34=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+40=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+46=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+2=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+14=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+26=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+38=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-18=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-12=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+6=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+18=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+24=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-26=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-14=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-2=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+10=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+22=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-34=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-28=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-22=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-16=0$

$_A(-6,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-4=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+2=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+8=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+14=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-42=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-18=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-6=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-50=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-44=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-38=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-32=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-26=0$

$_A(-6,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-20=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-8=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-2=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-58=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-46=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-34=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-22=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-10=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-66=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-60=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-48=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-42=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-30=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-24=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+9=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+15=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+21=0$

$_A(-6,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+27=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+33=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+39=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+45=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-12=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+12=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+24=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+36=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-21=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-15=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y-3=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+3=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+15=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+21=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-30=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-18=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-6=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+6=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+18=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-39=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-33=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-27=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-21=0$

$_A(-6,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-9=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y-3=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+3=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+9=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-48=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-24=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-12=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-57=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-51=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-45=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-39=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-33=0$

$_A(-6,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-27=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-15=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y-9=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-66=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-54=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-42=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-30=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-18=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-75=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-69=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-57=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-51=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-39=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-33=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+6=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+13=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+20=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+27=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+34=0$

$_A(-7,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+41=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+48=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+55=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+62=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+19=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+33=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+47=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+61=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+4=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+11=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+25=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+32=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+46=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+53=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+3=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+17=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+31=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+45=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+59=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+2=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+9=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+16=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+23=0$

$_A(-7,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+37=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+44=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+51=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+58=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+1=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+29=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+43=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+7=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+14=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+21=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+28=0$

$_A(-7,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+35=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+49=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+56=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-1=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+13=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+27=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+41=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+55=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-2=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+5=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+19=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+26=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+40=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+47=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+12=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+19=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+26=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+33=0$

$_A(-7,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+40=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+47=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+54=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+61=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+17=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+31=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+45=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+59=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+1=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+8=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+22=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+29=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+43=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+50=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-1=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+13=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+27=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+41=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+55=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-3=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+4=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+11=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+18=0$

$_A(-7,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+32=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+39=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+46=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+53=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-5=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+23=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+37=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-7=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+7=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+14=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+21=0$

$_A(-7,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+28=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+42=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+49=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-9=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+5=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+19=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+33=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+47=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-11=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-4=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+10=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+17=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+31=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+38=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+18=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+25=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+32=0$

$_A(-7,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+39=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+46=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+53=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+60=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+1=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+15=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+29=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+43=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+57=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-2=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+5=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+19=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+26=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+40=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+47=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-5=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+9=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+23=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+37=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+51=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-8=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-1=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+6=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+13=0$

$_A(-7,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+27=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+34=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+41=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+48=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-11=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+17=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+31=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-14=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-7=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+7=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+14=0$

$_A(-7,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+21=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+35=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+42=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-17=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-3=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+11=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+25=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+39=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-20=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-13=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+1=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+8=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+22=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+29=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+10=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+17=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+24=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+31=0$

$_A(-7,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+38=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+45=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+52=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+59=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-1=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+13=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+27=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+41=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+55=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-5=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+2=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+16=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+23=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+37=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+44=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-9=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+5=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+19=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+33=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+47=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-13=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-6=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+1=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+8=0$

$_A(-7,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+22=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+29=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+36=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+43=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-17=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+11=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+25=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-21=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-14=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-7=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+7=0$

$_A(-7,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+14=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+28=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+35=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-25=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-11=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+3=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+17=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+31=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-29=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-22=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-8=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-1=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+13=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+20=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+16=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+23=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+30=0$

$_A(-7,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+37=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+44=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+51=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+58=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-3=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+11=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+25=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+39=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+53=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-8=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-1=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+13=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+20=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+34=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+41=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-13=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+1=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+15=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+29=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+43=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-18=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-11=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-4=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+3=0$

$_A(-7,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+17=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+24=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+31=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+38=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-23=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+5=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+19=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-28=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-21=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-14=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-7=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y=0$

$_A(-7,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+7=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+21=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+28=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-33=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-19=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-5=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+9=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+23=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-38=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-31=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-17=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-10=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+4=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+11=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+8=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+15=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+22=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+29=0$

$_A(-7,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+36=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+43=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+50=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+57=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-5=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+9=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+23=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+37=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+51=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-11=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-4=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+10=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+17=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+31=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+38=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-17=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-3=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+11=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+25=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+39=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-23=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-16=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-9=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-2=0$

$_A(-7,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+12=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+19=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+26=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+33=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-29=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-1=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+13=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-35=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-28=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-21=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-14=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-7=0$

$_A(-7,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+14=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+21=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-41=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-27=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-13=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+1=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+15=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-47=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-40=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-26=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-19=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-5=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+2=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+14=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+21=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+28=0$

$_A(-7,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+35=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+42=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+49=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+56=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-7=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+7=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+21=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+35=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+49=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-14=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-7=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+7=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+14=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+28=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+35=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-21=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-7=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+7=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+21=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+35=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-28=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-21=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-14=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-7=0$

$_A(-7,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+7=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+14=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+21=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+28=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-35=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-7=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+7=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-42=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-35=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-28=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-21=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-14=0$

$_A(-7,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-7=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+7=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+14=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-49=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-35=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-21=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-7=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+7=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-56=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-49=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-35=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-28=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-14=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-7=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+6=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+13=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+20=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+27=0$

$_A(-7,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+34=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+41=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+48=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+55=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-9=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+5=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+19=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+33=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+47=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-17=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-10=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+4=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+11=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+25=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+32=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-25=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-11=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+3=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+17=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+31=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-33=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-26=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-19=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-12=0$

$_A(-7,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+2=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+9=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+16=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+23=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-41=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-13=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+1=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-49=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-42=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-35=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-28=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-21=0$

$_A(-7,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-14=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+7=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-57=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-43=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-29=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-15=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-1=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-65=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-58=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-44=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-37=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-23=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-16=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+12=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+19=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+26=0$

$_A(-7,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+33=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+40=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+47=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+54=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-11=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+3=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+17=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+31=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+45=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-20=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-13=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+1=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+8=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+22=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+29=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-29=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-15=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y-1=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+13=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+27=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-38=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-31=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-24=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-17=0$

$_A(-7,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y-3=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+4=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+11=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+18=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-47=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-19=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y-5=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-56=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-49=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-42=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-35=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-28=0$

$_A(-7,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-21=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y-7=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-65=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-51=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-37=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-23=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y-9=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-74=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-67=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-53=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-46=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-32=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-25=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+7=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+15=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+23=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+31=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+39=0$

$_A(-8,\,-1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+47=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+55=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+63=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+71=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+6=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+22=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+38=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+54=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+70=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+5=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+13=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+29=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+37=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+53=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+61=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+4=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+20=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+36=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+52=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+68=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+3=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+11=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+19=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+27=0$

$_A(-8,\,-1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+43=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+51=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+59=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+67=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+2=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+34=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+50=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+1=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+9=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+17=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+25=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+33=0$

$_A(-8,\,-1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+41=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+57=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+65=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+16=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+32=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+48=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+64=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-1=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+7=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+23=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+31=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+47=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+55=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+14=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+22=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+30=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+38=0$

$_A(-8,\,-2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+46=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+54=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+62=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+70=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+4=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+20=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+36=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+52=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+68=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+2=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+10=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+26=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+34=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+50=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+58=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+16=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+32=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+48=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+64=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-2=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+6=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+14=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+22=0$

$_A(-8,\,-2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+38=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+46=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+54=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+62=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-4=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+28=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+44=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-6=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+2=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+10=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+18=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+26=0$

$_A(-8,\,-2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+34=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+50=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+58=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-8=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+8=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+24=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+40=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+56=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-10=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-2=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+14=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+22=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+38=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+46=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+13=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+21=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+29=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+37=0$

$_A(-8,\,-3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+45=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+53=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+61=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+69=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+2=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+18=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+34=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+50=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+66=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-1=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+7=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+23=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+31=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+47=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+55=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-4=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+12=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+28=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+44=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+60=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-7=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+1=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+9=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+17=0$

$_A(-8,\,-3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+33=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+41=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+49=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+57=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-10=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+22=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+38=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-13=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-5=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+3=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+11=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+19=0$

$_A(-8,\,-3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+27=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+43=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+51=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-16=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+16=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+32=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+48=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-19=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-11=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+5=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+13=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+29=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+37=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+12=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+20=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+28=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+36=0$

$_A(-8,\,-4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+44=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+52=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+60=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+68=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+16=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+32=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+48=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+64=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-4=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+4=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+20=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+28=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+44=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+52=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-8=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+8=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+24=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+40=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+56=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-12=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-4=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+4=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+12=0$

$_A(-8,\,-4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+28=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+36=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+44=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+52=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-16=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+16=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+32=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-20=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-12=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-4=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+4=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+12=0$

$_A(-8,\,-4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+20=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+36=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+44=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-24=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-8=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+8=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+24=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+40=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-28=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-20=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-4=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+4=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+20=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+28=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+19=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+27=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+35=0$

$_A(-8,\,-5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+43=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+51=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+59=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+67=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-2=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+14=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+30=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+46=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+62=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-7=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+1=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+17=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+25=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+41=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+49=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-12=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+4=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+20=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+36=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+52=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-17=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-9=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-1=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+7=0$

$_A(-8,\,-5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+23=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+31=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+39=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+47=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-22=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+10=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+26=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-27=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-19=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-11=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-3=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+5=0$

$_A(-8,\,-5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+13=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+29=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+37=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-32=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-16=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+16=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+32=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-37=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-29=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-13=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-5=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+11=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+19=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+10=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+18=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+26=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+34=0$

$_A(-8,\,-6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+42=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+50=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+58=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+66=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-4=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+12=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+28=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+44=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+60=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-10=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-2=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+14=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+22=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+38=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+46=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-16=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+16=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+32=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+48=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-22=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-14=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-6=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+2=0$

$_A(-8,\,-6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+18=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+26=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+34=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+42=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-28=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+4=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+20=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-34=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-26=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-18=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-10=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-2=0$

$_A(-8,\,-6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+6=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+22=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+30=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-40=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-24=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-8=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+8=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+24=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-46=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-38=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-22=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-14=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+2=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+10=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+17=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+25=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+33=0$

$_A(-8,\,-7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+41=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+49=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+57=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+65=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-6=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+10=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+26=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+42=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+58=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-13=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-5=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+11=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+19=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+35=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+43=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-20=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-4=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+12=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+28=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+44=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-27=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-19=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-11=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-3=0$

$_A(-8,\,-7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+13=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+21=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+29=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+37=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-34=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-2=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+14=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-41=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-33=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-25=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-17=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-9=0$

$_A(-8,\,-7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-1=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+15=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+23=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-48=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-32=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-16=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+16=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-55=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-47=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-31=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-23=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-7=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+1=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+8=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+16=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+24=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+32=0$

$_A(-8,\,-8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+40=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+48=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+56=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+64=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-8=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+8=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+24=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+40=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+56=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-16=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-8=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+8=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+16=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+32=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+40=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-24=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-8=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+8=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+24=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+40=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-32=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-24=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-16=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-8=0$

$_A(-8,\,-8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+8=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+16=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+24=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+32=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-40=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-8=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+8=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-48=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-40=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-32=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-24=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-16=0$

$_A(-8,\,-8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-8=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+8=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+16=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-56=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-40=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-24=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-8=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+8=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-64=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-56=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-40=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-32=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-16=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-8=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+15=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+23=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+31=0$

$_A(-8,\,-9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+39=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+47=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+55=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+63=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y-10=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+6=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+22=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+38=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+54=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y-19=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y-11=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+5=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+13=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+29=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+37=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y-28=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y-12=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+4=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+20=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+36=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y-37=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y-29=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y-21=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y-13=0$

$_A(-8,\,-9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+3=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+11=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+19=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+27=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y-46=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y-14=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+2=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y-55=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y-47=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y-39=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y-31=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y-23=0$

$_A(-8,\,-9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y-15=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+1=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+9=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y-64=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y-48=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y-32=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y-16=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y-73=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y-65=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y-49=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y-41=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y-25=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y-17=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-2=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-4=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-6=0$

$_A(-1,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-8=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-9=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-10=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-3=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-9=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-4=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-8=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-10=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-9=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-13=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-6=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-8=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-9=0$

$_A(-1,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-12=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-13=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-14=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-13=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-8=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-9=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-10=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-12=0$

$_A(-1,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-13=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-15=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-16=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-9=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-13=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-15=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-17=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-10=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-11=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-13=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-14=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-16=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-17=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-4=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-5=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-6=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-7=0$

$_A(-1,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-8=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-9=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-10=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-11=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-5=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-7=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-9=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-11=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-13=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-7=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-8=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-10=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-11=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-13=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-14=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-9=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-11=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-13=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-15=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-17=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-11=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-12=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-13=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-14=0$

$_A(-1,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-16=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-17=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-18=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-19=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-13=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-17=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-19=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-15=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-16=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-17=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-18=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-19=0$

$_A(-1,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-20=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-22=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-23=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-17=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-19=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-21=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-23=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-25=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-19=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-20=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-22=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-23=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-25=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-26=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-6=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-7=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-8=0$

$_A(-1,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-9=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-10=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-11=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-12=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-7=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-9=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-11=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-13=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-15=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-10=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-11=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-13=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-14=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-16=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-17=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-13=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-15=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-17=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-19=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-21=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-16=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-17=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-18=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-19=0$

$_A(-1,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-21=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-22=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-23=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-24=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-19=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-23=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-25=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-22=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-23=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-24=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-25=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-26=0$

$_A(-1,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-27=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-29=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-30=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-25=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-27=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-29=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-31=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-33=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-28=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-29=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-31=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-32=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-34=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-35=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-6=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-7=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-8=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-9=0$

$_A(-1,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-10=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-11=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-12=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-13=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-11=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-13=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-15=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-17=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-13=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-14=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-16=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-17=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-19=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-20=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-17=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-19=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-21=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-23=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-25=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-21=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-22=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-23=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-24=0$

$_A(-1,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-26=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-27=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-28=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-29=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-25=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-29=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-31=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-29=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-30=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-31=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-32=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-33=0$

$_A(-1,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-34=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-36=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-37=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-33=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-35=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-37=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-39=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-41=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-37=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-38=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-40=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-41=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-43=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-44=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-8=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-9=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-10=0$

$_A(-1,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-11=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-12=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-13=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-14=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-13=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-15=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-17=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-19=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-16=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-17=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-19=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-20=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-22=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-23=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-21=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-23=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-25=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-27=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-29=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-26=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-27=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-28=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-29=0$

$_A(-1,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-31=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-32=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-33=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-34=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-31=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-35=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-37=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-36=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-37=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-38=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-39=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-40=0$

$_A(-1,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-41=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-43=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-44=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-41=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-43=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-45=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-47=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-49=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-46=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-47=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-49=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-50=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-52=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-53=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-8=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-9=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-10=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-11=0$

$_A(-1,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-12=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-13=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-14=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-15=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-13=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-15=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-17=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-19=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-21=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-19=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-20=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-22=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-23=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-25=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-26=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-25=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-27=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-29=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-31=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-33=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-31=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-32=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-33=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-34=0$

$_A(-1,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-36=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-37=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-38=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-39=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-37=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-41=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-43=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-43=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-44=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-45=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-46=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-47=0$

$_A(-1,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-48=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-50=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-51=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-49=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-51=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-53=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-55=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-57=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-55=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-56=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-58=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-59=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-61=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-62=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-10=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-11=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-12=0$

$_A(-1,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-13=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-14=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-15=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-16=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-15=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-17=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-19=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-21=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-23=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-22=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-23=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-25=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-26=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-28=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-29=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-29=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-31=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-33=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-35=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-37=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-36=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-37=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-38=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-39=0$

$_A(-1,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-41=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-42=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-43=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-44=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-43=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-47=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-49=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-50=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-51=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-52=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-53=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-54=0$

$_A(-1,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-55=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-57=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-58=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-57=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-59=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-61=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-63=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-65=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-64=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-65=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-67=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-68=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-70=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-71=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-10=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-11=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-12=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-13=0$

$_A(-1,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-14=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-15=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-16=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-17=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-17=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-19=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-21=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-23=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-25=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-25=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-26=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-28=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-29=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-31=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-32=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-33=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-35=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-37=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-39=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-41=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-41=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-42=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-43=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-44=0$

$_A(-1,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-46=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-47=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-48=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-49=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-49=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-53=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-55=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-57=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-58=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-59=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-60=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-61=0$

$_A(-1,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-62=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-64=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-65=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-65=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-67=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-69=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-71=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-73=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-73=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-74=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-76=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-77=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-79=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-80=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-12=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-13=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-14=0$

$_A(-1,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-15=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-16=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-17=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-18=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-19=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-21=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-23=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-25=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-27=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-28=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-29=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-31=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-32=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-34=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-35=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-37=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-39=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-41=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-43=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-45=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-46=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-47=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-48=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-49=0$

$_A(-1,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-51=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-52=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-53=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-54=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-55=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-59=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-61=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-64=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-65=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-66=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-67=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-68=0$

$_A(-1,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-69=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-71=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-72=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-73=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-75=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-77=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-79=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-81=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-82=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-83=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-85=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-86=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-88=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-89=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-3=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-7=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-9=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-15=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-17=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-19=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-4=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-8=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-12=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-16=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-20=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-5=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-7=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-17=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-19=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-6=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-10=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-14=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-18=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-22=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-7=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-9=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-17=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-19=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-21=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-23=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-8=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-16=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-20=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-9=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-15=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-17=0$

$_A(-2,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-19=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-23=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-25=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-10=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-14=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-18=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-22=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-26=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-17=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-19=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-23=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-25=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-6=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-8=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-12=0$

$_A(-2,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-16=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-18=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-20=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-6=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-18=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-8=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-16=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-20=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-18=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-26=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-12=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-16=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-18=0$

$_A(-2,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-24=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-26=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-28=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-26=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-16=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-18=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-20=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-24=0$

$_A(-2,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-26=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-30=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-32=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-18=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-26=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-30=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-34=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-20=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-22=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-26=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-28=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-32=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-34=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-9=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-11=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-13=0$

$_A(-2,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-15=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-17=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-19=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-21=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-8=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-12=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-16=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-20=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-24=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-11=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-13=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-17=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-19=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-23=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-25=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-14=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-18=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-22=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-26=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-30=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-17=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-19=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-21=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-23=0$

$_A(-2,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-27=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-29=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-31=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-33=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-20=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-28=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-32=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-23=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-25=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-27=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-29=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-31=0$

$_A(-2,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-33=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-37=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-39=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-26=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-30=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-34=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-38=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-42=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-29=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-31=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-35=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-37=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-41=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-43=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-8=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-10=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-12=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-14=0$

$_A(-2,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-16=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-18=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-20=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-22=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-14=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-18=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-22=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-26=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-14=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-16=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-20=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-22=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-26=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-28=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-18=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-22=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-26=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-30=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-34=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-22=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-24=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-26=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-28=0$

$_A(-2,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-32=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-34=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-36=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-38=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-26=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-34=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-38=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-30=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-32=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-34=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-36=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-38=0$

$_A(-2,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-40=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-44=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-46=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-34=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-38=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-42=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-46=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-50=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-38=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-40=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-44=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-46=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-50=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-52=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-11=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-13=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-15=0$

$_A(-2,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-17=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-19=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-21=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-23=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-12=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-16=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-20=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-24=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-28=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-17=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-19=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-23=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-25=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-29=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-31=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-22=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-26=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-30=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-34=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-38=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-27=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-29=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-31=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-33=0$

$_A(-2,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-37=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-39=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-41=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-43=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-32=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-40=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-44=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-37=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-39=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-41=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-43=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-45=0$

$_A(-2,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-47=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-51=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-53=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-42=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-46=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-50=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-54=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-58=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-47=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-49=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-53=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-55=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-59=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-61=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-10=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-12=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-14=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-16=0$

$_A(-2,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-18=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-20=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-22=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-24=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-14=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-18=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-22=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-26=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-30=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-20=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-22=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-26=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-28=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-32=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-34=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-26=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-30=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-34=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-38=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-42=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-32=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-34=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-36=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-38=0$

$_A(-2,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-42=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-44=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-46=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-48=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-38=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-46=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-50=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-44=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-46=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-48=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-50=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-52=0$

$_A(-2,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-54=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-58=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-60=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-50=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-54=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-58=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-62=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-66=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-56=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-58=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-62=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-64=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-68=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-70=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-13=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-15=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-17=0$

$_A(-2,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-19=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-21=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-23=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-25=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-16=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-20=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-24=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-28=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-32=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-23=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-25=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-29=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-31=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-35=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-37=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-30=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-34=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-38=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-42=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-46=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-37=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-39=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-41=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-43=0$

$_A(-2,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-47=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-49=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-51=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-53=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-44=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-52=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-56=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-51=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-53=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-55=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-57=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-59=0$

$_A(-2,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-61=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-65=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-67=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-58=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-62=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-66=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-70=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-74=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-65=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-67=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-71=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-73=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-77=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-79=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-12=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-14=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-16=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-18=0$

$_A(-2,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-20=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-22=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-24=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-26=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-18=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-22=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-26=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-30=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-34=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-26=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-28=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-32=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-34=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-38=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-40=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-34=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-38=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-42=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-46=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-50=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-42=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-44=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-46=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-48=0$

$_A(-2,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-52=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-54=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-56=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-58=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-50=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-58=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-62=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-58=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-60=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-62=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-64=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-66=0$

$_A(-2,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-68=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-72=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-74=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-66=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-70=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-74=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-78=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-82=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-74=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-76=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-80=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-82=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-86=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-88=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-13=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-15=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-17=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-19=0$

$_A(-2,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-21=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-23=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-25=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-27=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-20=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-24=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-28=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-32=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-36=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-29=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-31=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-35=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-37=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-41=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-43=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-38=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-42=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-46=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-50=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-54=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-47=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-49=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-51=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-53=0$

$_A(-2,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-57=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-59=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-61=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-63=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-56=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-64=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-68=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-65=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-67=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-69=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-71=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-73=0$

$_A(-2,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-75=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-79=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-81=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-74=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-78=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-82=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-86=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-90=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-83=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-85=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-89=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-91=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-95=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-97=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-4=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-10=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-13=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-16=0$

$_A(-3,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-19=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-22=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-25=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-28=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-5=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-11=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-17=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-23=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-29=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-6=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-9=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-15=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-18=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-24=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-27=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-7=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-13=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-19=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-25=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-31=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-8=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-11=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-14=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-17=0$

$_A(-3,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-23=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-26=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-29=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-32=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-9=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-21=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-27=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-10=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-13=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-16=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-19=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-22=0$

$_A(-3,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-25=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-31=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-34=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-11=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-17=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-23=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-29=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-35=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-12=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-15=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-21=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-24=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-30=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-33=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-8=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-11=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-14=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-17=0$

$_A(-3,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-20=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-23=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-26=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-29=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-7=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-13=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-19=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-25=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-31=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-9=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-12=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-18=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-21=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-27=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-30=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-11=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-17=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-23=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-29=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-35=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-13=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-16=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-19=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-22=0$

$_A(-3,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-28=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-31=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-34=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-37=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-15=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-27=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-33=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-17=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-20=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-23=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-26=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-29=0$

$_A(-3,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-32=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-38=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-41=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-19=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-25=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-31=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-37=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-43=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-21=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-24=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-30=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-33=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-39=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-42=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-12=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-18=0$

$_A(-3,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-24=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-27=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-30=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-27=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-12=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-24=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-30=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-27=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-39=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-18=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-24=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-27=0$

$_A(-3,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-36=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-39=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-42=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-39=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-24=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-27=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-30=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-36=0$

$_A(-3,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-39=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-45=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-48=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-27=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-39=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-45=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-51=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-30=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-33=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-39=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-42=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-48=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-51=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-10=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-13=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-16=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-19=0$

$_A(-3,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-22=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-25=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-28=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-31=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-17=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-23=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-29=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-35=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-15=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-18=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-24=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-27=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-33=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-36=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-19=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-25=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-31=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-37=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-43=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-23=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-26=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-29=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-32=0$

$_A(-3,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-38=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-41=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-44=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-47=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-27=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-39=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-45=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-31=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-34=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-37=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-40=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-43=0$

$_A(-3,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-46=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-52=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-55=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-35=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-41=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-47=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-53=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-59=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-39=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-42=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-48=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-51=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-57=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-60=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-14=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-17=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-20=0$

$_A(-3,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-23=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-26=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-29=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-32=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-13=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-19=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-25=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-31=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-37=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-18=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-21=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-27=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-30=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-36=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-39=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-23=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-29=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-35=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-41=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-47=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-28=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-31=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-34=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-37=0$

$_A(-3,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-43=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-46=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-49=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-52=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-33=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-45=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-51=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-38=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-41=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-44=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-47=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-50=0$

$_A(-3,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-53=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-59=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-62=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-43=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-49=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-55=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-61=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-67=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-48=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-51=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-57=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-60=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-66=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-69=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-12=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-15=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-18=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-21=0$

$_A(-3,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-24=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-27=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-30=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-33=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-15=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-21=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-27=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-33=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-39=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-21=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-24=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-30=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-33=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-39=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-42=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-27=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-33=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-39=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-45=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-51=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-33=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-36=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-39=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-42=0$

$_A(-3,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-48=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-51=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-54=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-57=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-39=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-51=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-57=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-45=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-48=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-51=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-54=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-57=0$

$_A(-3,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-60=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-66=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-69=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-51=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-57=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-63=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-69=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-75=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-57=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-60=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-66=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-69=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-75=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-78=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-13=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-16=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-19=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-22=0$

$_A(-3,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-25=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-28=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-31=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-34=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-17=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-23=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-29=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-35=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-41=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-24=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-27=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-33=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-36=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-42=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-45=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-31=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-37=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-43=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-49=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-55=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-38=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-41=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-44=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-47=0$

$_A(-3,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-53=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-56=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-59=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-62=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-45=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-57=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-63=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-52=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-55=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-58=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-61=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-64=0$

$_A(-3,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-67=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-73=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-76=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-59=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-65=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-71=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-77=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-83=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-66=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-69=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-75=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-78=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-84=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-87=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-14=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-17=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-20=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-23=0$

$_A(-3,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-26=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-29=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-32=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-35=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-19=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-25=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-31=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-37=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-43=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-27=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-30=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-36=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-39=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-45=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-48=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-35=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-41=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-47=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-53=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-59=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-43=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-46=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-49=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-52=0$

$_A(-3,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-58=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-61=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-64=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-67=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-51=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-63=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-69=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-59=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-62=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-65=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-68=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-71=0$

$_A(-3,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-74=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-80=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-83=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-67=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-73=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-79=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-85=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-91=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-75=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-78=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-84=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-87=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-93=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-96=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-15=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-18=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-21=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-24=0$

$_A(-3,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-27=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-30=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-33=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-36=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-21=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-27=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-33=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-39=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-45=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-30=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-33=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-39=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-42=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-48=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-51=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-39=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-45=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-51=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-57=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-63=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-48=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-51=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-54=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-57=0$

$_A(-3,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-63=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-66=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-69=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-72=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-57=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-69=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-75=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-66=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-69=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-72=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-75=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-78=0$

$_A(-3,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-81=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-87=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-90=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-75=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-81=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-87=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-93=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-99=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-84=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-87=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-93=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-96=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-102=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-105=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-5=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-13=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-17=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-21=0$

$_A(-4,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-25=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-29=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-33=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-37=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-6=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-14=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-22=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-30=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-38=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-7=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-11=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-19=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-23=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-31=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-35=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-8=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-16=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-24=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-32=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-40=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-9=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-13=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-17=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-21=0$

$_A(-4,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-29=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-33=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-37=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-41=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-10=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-26=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-34=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-11=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-15=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-19=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-23=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-27=0$

$_A(-4,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-31=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-39=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-43=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-12=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-20=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-28=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-36=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-44=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-13=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-17=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-25=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-29=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-37=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-41=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-10=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-14=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-18=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-30=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-34=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-38=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-8=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-16=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-24=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-32=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-40=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-10=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-14=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-34=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-38=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-12=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-20=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-28=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-36=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-44=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-14=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-18=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-34=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-38=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-42=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-46=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-16=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-32=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-40=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-18=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-30=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-34=0$

$_A(-4,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-38=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-46=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-50=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-20=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-28=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-36=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-44=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-52=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-34=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-38=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-46=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-50=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-15=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-19=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-23=0$

$_A(-4,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-27=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-31=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-35=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-39=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-18=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-26=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-34=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-42=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-13=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-17=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-25=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-29=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-37=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-41=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-16=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-24=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-32=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-40=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-48=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-19=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-23=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-27=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-31=0$

$_A(-4,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-39=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-43=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-47=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-51=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-22=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-38=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-46=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-25=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-29=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-33=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-37=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-41=0$

$_A(-4,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-45=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-53=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-57=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-28=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-36=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-44=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-52=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-60=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-31=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-35=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-43=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-47=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-55=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-59=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-12=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-16=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-24=0$

$_A(-4,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-32=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-36=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-40=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-12=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-36=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-16=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-32=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-40=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-36=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-52=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-24=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-32=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-36=0$

$_A(-4,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-48=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-52=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-56=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-52=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-32=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-36=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-40=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-48=0$

$_A(-4,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-52=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-60=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-64=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-36=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-52=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-60=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-68=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-40=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-44=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-52=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-56=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-64=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-68=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-13=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-17=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-21=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-25=0$

$_A(-4,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-29=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-33=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-37=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-41=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-14=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-22=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-30=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-38=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-46=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-19=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-23=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-31=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-35=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-43=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-47=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-24=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-32=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-40=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-48=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-56=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-29=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-33=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-37=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-41=0$

$_A(-4,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-49=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-53=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-57=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-61=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-34=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-50=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-58=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-39=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-43=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-47=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-51=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-55=0$

$_A(-4,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-59=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-67=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-71=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-44=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-52=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-60=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-68=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-76=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-49=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-53=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-61=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-65=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-73=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-77=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-14=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-18=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-22=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-26=0$

$_A(-4,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-30=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-34=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-38=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-42=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-16=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-24=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-32=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-40=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-48=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-22=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-26=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-34=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-38=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-46=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-50=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-28=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-36=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-44=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-52=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-60=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-34=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-38=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-42=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-46=0$

$_A(-4,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-54=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-58=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-62=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-66=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-40=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-56=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-64=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-46=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-50=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-54=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-58=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-62=0$

$_A(-4,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-66=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-74=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-78=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-52=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-60=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-68=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-76=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-84=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-58=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-62=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-70=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-74=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-82=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-86=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-15=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-19=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-23=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-27=0$

$_A(-4,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-31=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-35=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-39=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-43=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-18=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-26=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-34=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-42=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-50=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-25=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-29=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-37=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-41=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-49=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-53=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-32=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-40=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-48=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-56=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-64=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-39=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-43=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-47=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-51=0$

$_A(-4,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-59=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-63=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-67=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-71=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-46=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-62=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-70=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-53=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-57=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-61=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-65=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-69=0$

$_A(-4,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-73=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-81=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-85=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-60=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-68=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-76=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-84=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-92=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-67=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-71=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-79=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-83=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-91=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-95=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-16=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-20=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-24=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-28=0$

$_A(-4,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-32=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-36=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-40=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-44=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-20=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-28=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-36=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-44=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-52=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-28=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-32=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-40=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-44=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-52=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-56=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-36=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-44=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-52=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-60=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-68=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-44=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-48=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-52=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-56=0$

$_A(-4,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-64=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-68=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-72=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-76=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-52=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-68=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-76=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-60=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-64=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-68=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-72=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-76=0$

$_A(-4,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-80=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-88=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-92=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-68=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-76=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-84=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-92=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-100=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-76=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-80=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-88=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-92=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-100=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-104=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-17=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-21=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-25=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-29=0$

$_A(-4,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-33=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-37=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-41=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-45=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-22=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-30=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-38=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-46=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-54=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-31=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-35=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-43=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-47=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-55=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-59=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-40=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-48=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-56=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-64=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-72=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-49=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-53=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-57=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-61=0$

$_A(-4,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-69=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-73=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-77=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-81=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-58=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-74=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-82=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-67=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-71=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-75=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-79=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-83=0$

$_A(-4,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-87=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-95=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-99=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-76=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-84=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-92=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-100=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-108=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-85=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-89=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-97=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-101=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-109=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-113=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-6=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-16=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-21=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-26=0$

$_A(-5,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-31=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-36=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-41=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-46=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-7=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-17=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-27=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-37=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-47=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-8=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-13=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-23=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-28=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-38=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-43=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-9=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-19=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-29=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-39=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-49=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-10=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-15=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-20=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-25=0$

$_A(-5,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-35=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-40=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-45=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-50=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-11=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-31=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-41=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-12=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-17=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-22=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-27=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-32=0$

$_A(-5,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-37=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-47=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-52=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-13=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-23=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-33=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-43=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-53=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-14=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-19=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-29=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-34=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-44=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-49=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-12=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-17=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-22=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-27=0$

$_A(-5,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-32=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-37=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-42=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-47=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-19=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-29=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-39=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-49=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-11=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-16=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-26=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-31=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-41=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-46=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-13=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-23=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-33=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-43=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-53=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-15=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-20=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-25=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-30=0$

$_A(-5,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-40=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-45=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-50=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-55=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-17=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-37=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-47=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-19=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-24=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-29=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-34=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-39=0$

$_A(-5,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-44=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-54=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-59=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-21=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-31=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-41=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-51=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-61=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-23=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-28=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-38=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-43=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-53=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-58=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-13=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-18=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-23=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-28=0$

$_A(-5,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-33=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-38=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-43=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-48=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-21=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-31=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-41=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-51=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-14=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-19=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-29=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-34=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-44=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-49=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-17=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-27=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-37=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-47=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-57=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-20=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-25=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-30=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-35=0$

$_A(-5,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-45=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-50=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-55=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-60=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-23=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-43=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-53=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-26=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-31=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-36=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-41=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-46=0$

$_A(-5,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-51=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-61=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-66=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-29=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-39=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-49=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-59=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-69=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-32=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-37=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-47=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-52=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-62=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-67=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-14=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-19=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-24=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-29=0$

$_A(-5,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-34=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-39=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-44=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-49=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-13=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-23=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-33=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-43=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-53=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-17=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-22=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-32=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-37=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-47=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-52=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-21=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-31=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-41=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-51=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-61=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-25=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-30=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-35=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-40=0$

$_A(-5,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-50=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-55=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-60=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-65=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-29=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-49=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-59=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-33=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-38=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-43=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-48=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-53=0$

$_A(-5,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-58=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-68=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-73=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-37=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-47=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-57=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-67=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-77=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-41=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-46=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-56=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-61=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-71=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-76=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-15=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-20=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-30=0$

$_A(-5,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-40=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-45=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-50=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-15=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-45=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-20=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-40=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-50=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-45=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-65=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-30=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-40=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-45=0$

$_A(-5,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-60=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-65=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-70=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-65=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-40=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-45=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-50=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-60=0$

$_A(-5,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-65=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-75=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-80=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-45=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-65=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-75=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-85=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-50=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-55=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-65=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-70=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-80=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-85=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-16=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-21=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-26=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-31=0$

$_A(-5,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-36=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-41=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-46=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-51=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-17=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-27=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-37=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-47=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-57=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-23=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-28=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-38=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-43=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-53=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-58=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-29=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-39=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-49=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-59=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-69=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-35=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-40=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-45=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-50=0$

$_A(-5,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-60=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-65=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-70=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-75=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-41=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-61=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-71=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-47=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-52=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-57=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-62=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-67=0$

$_A(-5,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-72=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-82=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-87=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-53=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-63=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-73=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-83=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-93=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-59=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-64=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-74=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-79=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-89=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-94=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-17=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-22=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-27=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-32=0$

$_A(-5,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-37=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-42=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-47=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-52=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-19=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-29=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-39=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-49=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-59=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-26=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-31=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-41=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-46=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-56=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-61=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-33=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-43=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-53=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-63=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-73=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-40=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-45=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-50=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-55=0$

$_A(-5,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-65=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-70=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-75=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-80=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-47=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-67=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-77=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-54=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-59=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-64=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-69=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-74=0$

$_A(-5,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-79=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-89=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-94=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-61=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-71=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-81=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-91=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-101=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-68=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-73=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-83=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-88=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-98=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-103=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-18=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-23=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-28=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-33=0$

$_A(-5,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-38=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-43=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-48=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-53=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-21=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-31=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-41=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-51=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-61=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-29=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-34=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-44=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-49=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-59=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-64=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-37=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-47=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-57=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-67=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-77=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-45=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-50=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-55=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-60=0$

$_A(-5,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-70=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-75=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-80=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-85=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-53=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-73=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-83=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-61=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-66=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-71=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-76=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-81=0$

$_A(-5,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-86=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-96=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-101=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-69=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-79=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-89=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-99=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-109=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-77=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-82=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-92=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-97=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-107=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-112=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-19=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-24=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-29=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-34=0$

$_A(-5,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-39=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-44=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-49=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-54=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-23=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-33=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-43=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-53=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-63=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-32=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-37=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-47=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-52=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-62=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-67=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-41=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-51=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-61=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-71=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-81=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-50=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-55=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-60=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-65=0$

$_A(-5,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-75=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-80=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-85=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-90=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-59=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-79=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-89=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-68=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-73=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-78=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-83=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-88=0$

$_A(-5,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-93=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-103=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-108=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-77=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-87=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-97=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-107=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-117=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-86=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-91=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-101=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-106=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-116=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-121=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-7=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-13=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-19=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-25=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-31=0$

$_A(-6,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-37=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-43=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-49=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-55=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-8=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-20=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-32=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-44=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-56=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-9=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-15=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-27=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-33=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-45=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-51=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-10=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-22=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-34=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-46=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-58=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-11=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-17=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-23=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-29=0$

$_A(-6,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-41=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-47=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-53=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-59=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-12=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-36=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-48=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-13=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-19=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-25=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-31=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-37=0$

$_A(-6,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-43=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-55=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-61=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-14=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-26=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-38=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-50=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-62=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-15=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-21=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-33=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-39=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-51=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-57=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-14=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-20=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-26=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-32=0$

$_A(-6,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-38=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-44=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-50=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-56=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-22=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-34=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-46=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-58=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-12=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-18=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-30=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-36=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-48=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-54=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-14=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-26=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-38=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-50=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-62=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-16=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-22=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-28=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-34=0$

$_A(-6,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-46=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-52=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-58=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-64=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-18=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-42=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-54=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-20=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-26=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-32=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-38=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-44=0$

$_A(-6,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-50=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-62=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-68=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-22=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-34=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-46=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-58=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-70=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-24=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-30=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-42=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-48=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-60=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-66=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-15=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-21=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-27=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-45=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-51=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-57=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-12=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-24=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-36=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-48=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-60=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-15=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-21=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-51=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-57=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-18=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-30=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-42=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-54=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-66=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-21=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-27=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-51=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-57=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-63=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-69=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-24=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-48=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-60=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-27=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-45=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-51=0$

$_A(-6,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-57=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-69=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-75=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-30=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-42=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-54=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-66=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-78=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-51=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-57=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-69=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-75=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-16=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-22=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-28=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-34=0$

$_A(-6,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-40=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-46=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-52=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-58=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-14=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-26=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-38=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-50=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-62=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-18=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-24=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-36=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-42=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-54=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-60=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-22=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-34=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-46=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-58=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-70=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-26=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-32=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-38=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-44=0$

$_A(-6,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-56=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-62=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-68=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-74=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-30=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-54=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-66=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-34=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-40=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-46=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-52=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-58=0$

$_A(-6,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-64=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-76=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-82=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-38=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-50=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-62=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-74=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-86=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-42=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-48=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-60=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-66=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-78=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-84=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-17=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-23=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-29=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-35=0$

$_A(-6,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-41=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-47=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-53=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-59=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-16=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-28=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-40=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-52=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-64=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-21=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-27=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-39=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-45=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-57=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-63=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-26=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-38=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-50=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-62=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-74=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-31=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-37=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-43=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-49=0$

$_A(-6,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-61=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-67=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-73=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-79=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-36=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-60=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-72=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-41=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-47=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-53=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-59=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-65=0$

$_A(-6,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-71=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-83=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-89=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-46=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-58=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-70=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-82=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-94=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-51=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-57=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-69=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-75=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-87=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-93=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-18=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-24=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-36=0$

$_A(-6,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-48=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-54=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-60=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-18=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-54=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-24=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-48=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-60=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-54=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-78=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-36=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-48=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-54=0$

$_A(-6,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-72=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-78=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-84=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-78=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-48=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-54=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-60=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-72=0$

$_A(-6,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-78=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-90=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-96=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-54=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-78=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-90=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-102=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-60=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-66=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-78=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-84=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-96=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-102=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-19=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-25=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-31=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-37=0$

$_A(-6,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-43=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-49=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-55=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-61=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-20=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-32=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-44=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-56=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-68=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-27=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-33=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-45=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-51=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-63=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-69=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-34=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-46=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-58=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-70=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-82=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-41=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-47=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-53=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-59=0$

$_A(-6,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-71=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-77=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-83=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-89=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-48=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-72=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-84=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-55=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-61=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-67=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-73=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-79=0$

$_A(-6,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-85=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-97=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-103=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-62=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-74=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-86=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-98=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-110=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-69=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-75=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-87=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-93=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-105=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-111=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-20=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-26=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-32=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-38=0$

$_A(-6,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-44=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-50=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-56=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-62=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-22=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-34=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-46=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-58=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-70=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-30=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-36=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-48=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-54=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-66=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-72=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-38=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-50=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-62=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-74=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-86=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-46=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-52=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-58=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-64=0$

$_A(-6,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-76=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-82=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-88=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-94=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-54=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-78=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-90=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-62=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-68=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-74=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-80=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-86=0$

$_A(-6,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-92=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-104=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-110=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-70=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-82=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-94=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-106=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-118=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-78=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-84=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-96=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-102=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-114=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-120=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-21=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-27=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-33=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-39=0$

$_A(-6,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-45=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-51=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-57=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-63=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-24=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-36=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-48=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-60=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-72=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-33=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-39=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-51=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-57=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-69=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-75=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-42=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-54=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-66=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-78=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-90=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-51=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-57=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-63=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-69=0$

$_A(-6,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-81=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-87=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-93=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-99=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-60=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-84=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-96=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-69=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-75=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-81=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-87=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-93=0$

$_A(-6,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-99=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-111=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-117=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-78=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-90=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-102=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-114=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-126=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-87=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-93=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-105=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-111=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-123=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-129=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-8=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-15=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-22=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-29=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-36=0$

$_A(-7,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-43=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-50=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-57=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-64=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-9=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-23=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-37=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-51=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-65=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-10=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-17=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-31=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-38=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-52=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-59=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-11=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-25=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-39=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-53=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-67=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-12=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-19=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-26=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-33=0$

$_A(-7,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-47=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-54=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-61=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-68=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-13=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-41=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-55=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-14=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-21=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-28=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-35=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-42=0$

$_A(-7,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-49=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-63=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-70=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-15=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-29=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-43=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-57=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-71=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-16=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-23=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-37=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-44=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-58=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-65=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-16=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-23=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-30=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-37=0$

$_A(-7,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-44=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-51=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-58=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-65=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-11=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-25=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-39=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-53=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-67=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-13=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-20=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-34=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-41=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-55=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-62=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-15=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-29=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-43=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-57=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-71=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-17=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-24=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-31=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-38=0$

$_A(-7,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-52=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-59=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-66=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-73=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-19=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-47=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-61=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-21=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-28=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-35=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-42=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-49=0$

$_A(-7,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-56=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-70=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-77=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-23=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-37=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-51=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-65=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-79=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-25=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-32=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-46=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-53=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-67=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-74=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-17=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-24=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-31=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-38=0$

$_A(-7,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-45=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-52=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-59=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-66=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-13=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-27=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-41=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-55=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-69=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-16=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-23=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-37=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-44=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-58=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-65=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-19=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-33=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-47=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-61=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-75=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-22=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-29=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-36=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-43=0$

$_A(-7,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-57=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-64=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-71=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-78=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-25=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-53=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-67=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-28=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-35=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-42=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-49=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-56=0$

$_A(-7,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-63=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-77=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-84=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-31=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-45=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-59=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-73=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-87=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-34=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-41=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-55=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-62=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-76=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-83=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-18=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-25=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-32=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-39=0$

$_A(-7,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-46=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-53=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-60=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-67=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-15=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-29=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-43=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-57=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-71=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-19=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-26=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-40=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-47=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-61=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-68=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-23=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-37=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-51=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-65=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-79=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-27=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-34=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-41=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-48=0$

$_A(-7,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-62=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-69=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-76=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-83=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-31=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-59=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-73=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-35=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-42=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-49=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-56=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-63=0$

$_A(-7,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-70=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-84=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-91=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-39=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-53=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-67=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-81=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-95=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-43=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-50=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-64=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-71=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-85=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-92=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-19=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-26=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-33=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-40=0$

$_A(-7,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-47=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-54=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-61=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-68=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-17=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-31=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-45=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-59=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-73=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-22=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-29=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-43=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-50=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-64=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-71=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-27=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-41=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-55=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-69=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-83=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-32=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-39=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-46=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-53=0$

$_A(-7,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-67=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-74=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-81=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-88=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-37=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-65=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-79=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-42=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-49=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-56=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-63=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-70=0$

$_A(-7,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-77=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-91=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-98=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-47=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-61=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-75=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-89=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-103=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-52=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-59=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-73=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-80=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-94=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-101=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-20=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-27=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-34=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-41=0$

$_A(-7,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-48=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-55=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-62=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-69=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-19=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-33=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-47=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-61=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-75=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-25=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-32=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-46=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-53=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-67=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-74=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-31=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-45=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-59=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-73=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-87=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-37=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-44=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-51=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-58=0$

$_A(-7,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-72=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-79=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-86=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-93=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-43=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-71=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-85=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-49=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-56=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-63=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-70=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-77=0$

$_A(-7,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-84=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-98=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-105=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-55=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-69=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-83=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-97=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-111=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-61=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-68=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-82=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-89=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-103=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-110=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-21=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-28=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-42=0$

$_A(-7,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-56=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-63=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-70=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-21=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-63=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-28=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-56=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-70=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-63=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-91=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-42=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-56=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-63=0$

$_A(-7,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-84=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-91=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-98=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-91=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-56=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-63=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-70=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-84=0$

$_A(-7,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-91=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-105=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-112=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-63=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-91=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-105=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-119=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-70=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-77=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-91=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-98=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-112=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-119=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-22=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-29=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-36=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-43=0$

$_A(-7,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-50=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-57=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-64=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-71=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-23=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-37=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-51=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-65=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-79=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-31=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-38=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-52=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-59=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-73=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-80=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-39=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-53=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-67=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-81=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-95=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-47=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-54=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-61=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-68=0$

$_A(-7,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-82=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-89=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-96=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-103=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-55=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-83=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-97=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-63=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-70=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-77=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-84=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-91=0$

$_A(-7,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-98=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-112=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-119=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-71=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-85=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-99=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-113=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-127=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-79=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-86=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-100=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-107=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-121=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-128=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-23=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-30=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-37=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-44=0$

$_A(-7,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-51=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-58=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-65=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-72=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-25=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-39=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-53=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-67=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-81=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-34=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-41=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-55=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-62=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-76=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-83=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-43=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-57=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-71=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-85=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-99=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-52=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-59=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-66=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-73=0$

$_A(-7,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-87=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-94=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-101=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-108=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-61=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-89=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-103=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-70=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-77=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-84=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-91=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-98=0$

$_A(-7,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-105=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-119=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-126=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-79=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-93=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-107=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-121=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-135=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-88=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-95=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-109=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-116=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-130=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-137=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-9=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-17=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-25=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-33=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-41=0$

$_A(-8,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-49=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-57=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-65=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-73=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-10=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-26=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-42=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-58=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-74=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-11=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-19=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-35=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-43=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-59=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-67=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-12=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-28=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-44=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-60=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-76=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-13=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-21=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-29=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-37=0$

$_A(-8,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-53=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-61=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-69=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-77=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-14=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-46=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-62=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-15=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-23=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-31=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-39=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-47=0$

$_A(-8,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-55=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-71=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-79=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-16=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-32=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-48=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-64=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-80=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-17=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-25=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-41=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-49=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-65=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-73=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-18=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-26=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-34=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-42=0$

$_A(-8,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-50=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-58=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-66=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-74=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-12=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-28=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-44=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-60=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-76=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-14=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-22=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-38=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-46=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-62=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-70=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-16=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-32=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-48=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-64=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-80=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-18=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-26=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-34=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-42=0$

$_A(-8,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-58=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-66=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-74=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-82=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-20=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-52=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-68=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-22=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-30=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-38=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-46=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-54=0$

$_A(-8,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-62=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-78=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-86=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-24=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-40=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-56=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-72=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-88=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-26=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-34=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-50=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-58=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-74=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-82=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-19=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-27=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-35=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-43=0$

$_A(-8,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-51=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-59=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-67=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-75=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-14=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-30=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-46=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-62=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-78=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-17=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-25=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-41=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-49=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-65=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-73=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-20=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-36=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-52=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-68=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-84=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-23=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-31=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-39=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-47=0$

$_A(-8,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-63=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-71=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-79=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-87=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-26=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-58=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-74=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-29=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-37=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-45=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-53=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-61=0$

$_A(-8,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-69=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-85=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-93=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-32=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-48=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-64=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-80=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-96=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-35=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-43=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-59=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-67=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-83=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-91=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-20=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-28=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-36=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-60=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-68=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-76=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-16=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-32=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-48=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-64=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-80=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-20=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-28=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-68=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-76=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-24=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-40=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-56=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-72=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-88=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-28=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-36=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-68=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-76=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-84=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-92=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-32=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-64=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-80=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-36=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-60=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-68=0$

$_A(-8,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-76=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-92=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-100=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-40=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-56=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-72=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-88=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-104=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-68=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-76=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-92=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-100=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-21=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-29=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-37=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-45=0$

$_A(-8,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-53=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-61=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-69=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-77=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-18=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-34=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-50=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-66=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-82=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-23=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-31=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-47=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-55=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-71=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-79=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-28=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-44=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-60=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-76=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-92=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-33=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-41=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-49=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-57=0$

$_A(-8,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-73=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-81=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-89=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-97=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-38=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-70=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-86=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-43=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-51=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-59=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-67=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-75=0$

$_A(-8,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-83=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-99=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-107=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-48=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-64=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-80=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-96=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-112=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-53=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-61=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-77=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-85=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-101=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-109=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-22=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-30=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-38=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-46=0$

$_A(-8,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-54=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-62=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-70=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-78=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-20=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-36=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-52=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-68=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-84=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-26=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-34=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-50=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-58=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-74=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-82=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-32=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-48=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-64=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-80=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-96=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-38=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-46=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-54=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-62=0$

$_A(-8,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-78=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-86=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-94=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-102=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-44=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-76=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-92=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-50=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-58=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-66=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-74=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-82=0$

$_A(-8,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-90=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-106=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-114=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-56=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-72=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-88=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-104=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-120=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-62=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-70=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-86=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-94=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-110=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-118=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-23=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-31=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-39=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-47=0$

$_A(-8,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-55=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-63=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-71=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-79=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-22=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-38=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-54=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-70=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-86=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-29=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-37=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-53=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-61=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-77=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-85=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-36=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-52=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-68=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-84=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-100=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-43=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-51=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-59=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-67=0$

$_A(-8,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-83=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-91=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-99=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-107=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-50=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-82=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-98=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-57=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-65=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-73=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-81=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-89=0$

$_A(-8,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-97=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-113=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-121=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-64=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-80=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-96=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-112=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-128=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-71=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-79=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-95=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-103=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-119=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-127=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-24=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-32=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-48=0$

$_A(-8,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-64=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-72=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-80=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-24=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-72=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-32=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-64=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-80=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-72=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-104=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-48=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-64=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-72=0$

$_A(-8,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-96=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-104=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-112=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-104=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-64=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-72=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-80=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-96=0$

$_A(-8,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-104=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-120=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-128=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-72=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-104=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-120=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-136=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-80=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-88=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-104=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-112=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-128=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-136=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-25=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-33=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-41=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-49=0$

$_A(-8,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-57=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-65=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-73=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-81=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-26=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-42=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-58=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-74=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-90=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-35=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-43=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-59=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-67=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-83=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-91=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-44=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-60=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-76=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-92=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-108=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-53=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-61=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-69=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-77=0$

$_A(-8,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-93=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-101=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-109=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-117=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-62=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-94=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-110=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-71=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-79=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-87=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-95=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-103=0$

$_A(-8,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-111=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-127=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-135=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y-80=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-96=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-112=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-128=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-144=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y-89=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-97=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-113=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-121=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-137=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-145=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-2=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-3=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-4=0$

$_A(-1,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-6=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-8=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+1=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-3=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-7=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+2=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+1=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-2=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-4=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+3=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+1=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-3=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-5=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+4=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+3=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+2=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+1=0$

$_A(-1,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-2=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-3=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-4=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+5=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+1=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+6=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+5=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+4=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+3=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+2=0$

$_A(-1,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+1=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-2=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+7=0$

$_A(-1,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+5=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+3=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+1=0$

$_A(-1,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-1=0$

$_A(-1,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+8=0$

$_A(-1,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+7=0$

$_A(-1,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+5=0$

$_A(-1,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+4=0$

$_A(-1,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+2=0$

$_A(-1,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+1=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-1=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-2=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-3=0$

$_A(-1,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-4=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-5=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-6=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-7=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+3=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+1=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-1=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-3=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-5=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+5=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+4=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+2=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+1=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-1=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-2=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+7=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+5=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+3=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+1=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-1=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+9=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+8=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+7=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+6=0$

$_A(-1,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+4=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+3=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+2=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+1=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+11=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+7=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+5=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+13=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+12=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+11=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+10=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+9=0$

$_A(-1,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+8=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+6=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+5=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+15=0$

$_A(-1,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+13=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+11=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+9=0$

$_A(-1,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+7=0$

$_A(-1,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+17=0$

$_A(-1,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+16=0$

$_A(-1,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+14=0$

$_A(-1,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+13=0$

$_A(-1,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+11=0$

$_A(-1,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+10=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-1=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-2=0$

$_A(-1,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-3=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-4=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-5=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-6=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+5=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+3=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+1=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-1=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-3=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+8=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+7=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+5=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+4=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+2=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+1=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+11=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+9=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+7=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+5=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+3=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+14=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+13=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+12=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+11=0$

$_A(-1,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+9=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+8=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+7=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+6=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+17=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+13=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+11=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+20=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+19=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+18=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+17=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+16=0$

$_A(-1,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+15=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+13=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+12=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+23=0$

$_A(-1,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+21=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+19=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+17=0$

$_A(-1,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+15=0$

$_A(-1,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+26=0$

$_A(-1,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+25=0$

$_A(-1,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+23=0$

$_A(-1,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+22=0$

$_A(-1,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+20=0$

$_A(-1,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+19=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+2=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+1=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-1=0$

$_A(-1,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-2=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-3=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-4=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-5=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+7=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+5=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+3=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+1=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-1=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+11=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+10=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+8=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+7=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+5=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+4=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+15=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+13=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+11=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+9=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+7=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+19=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+18=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+17=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+16=0$

$_A(-1,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+14=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+13=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+12=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+11=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+23=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+19=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+17=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+27=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+26=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+25=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+24=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+23=0$

$_A(-1,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+22=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+20=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+19=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+31=0$

$_A(-1,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+29=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+27=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+25=0$

$_A(-1,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+23=0$

$_A(-1,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+35=0$

$_A(-1,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+34=0$

$_A(-1,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+32=0$

$_A(-1,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+31=0$

$_A(-1,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+29=0$

$_A(-1,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+28=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+2=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+1=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y=0$

$_A(-1,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-1=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-2=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-3=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-4=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+7=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+5=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+3=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+1=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+14=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+13=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+11=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+10=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+8=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+7=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+19=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+17=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+15=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+13=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+11=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+24=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+23=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+22=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+21=0$

$_A(-1,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+19=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+18=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+17=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+16=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+29=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+25=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+23=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+34=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+33=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+32=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+31=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+30=0$

$_A(-1,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+29=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+27=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+26=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+39=0$

$_A(-1,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+37=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+35=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+33=0$

$_A(-1,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+31=0$

$_A(-1,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+44=0$

$_A(-1,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+43=0$

$_A(-1,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+41=0$

$_A(-1,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+40=0$

$_A(-1,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+38=0$

$_A(-1,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+37=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+4=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+3=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+2=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+1=0$

$_A(-1,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-1=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-2=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-3=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+9=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+7=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+5=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+3=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+17=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+16=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+14=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+13=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+11=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+10=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+23=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+21=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+19=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+17=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+15=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+29=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+28=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+27=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+26=0$

$_A(-1,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+24=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+23=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+22=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+21=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+35=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+31=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+29=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+41=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+40=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+39=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+38=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+37=0$

$_A(-1,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+36=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+34=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+33=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+47=0$

$_A(-1,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+45=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+43=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+41=0$

$_A(-1,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+39=0$

$_A(-1,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+53=0$

$_A(-1,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+52=0$

$_A(-1,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+50=0$

$_A(-1,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+49=0$

$_A(-1,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+47=0$

$_A(-1,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+46=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+4=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+3=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+2=0$

$_A(-1,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+1=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-1=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-2=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+13=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+11=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+9=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+7=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+5=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+20=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+19=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+17=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+16=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+14=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+13=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+27=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+25=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+23=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+21=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+19=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+34=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+33=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+32=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+31=0$

$_A(-1,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+29=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+28=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+27=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+26=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+41=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+37=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+35=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+48=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+47=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+46=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+45=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+44=0$

$_A(-1,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+43=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+41=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+40=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+55=0$

$_A(-1,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+53=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+51=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+49=0$

$_A(-1,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+47=0$

$_A(-1,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+62=0$

$_A(-1,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+61=0$

$_A(-1,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+59=0$

$_A(-1,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+58=0$

$_A(-1,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+56=0$

$_A(-1,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+55=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+6=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+5=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+4=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+3=0$

$_A(-1,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+2=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+1=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-1=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+15=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+13=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+11=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+9=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+7=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+23=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+22=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+20=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+19=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+17=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+16=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+31=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+29=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+27=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+25=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+23=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+39=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+38=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+37=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+36=0$

$_A(-1,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+34=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+33=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+32=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+31=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+47=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+43=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+41=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+55=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+54=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+53=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+52=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+51=0$

$_A(-1,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+50=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+48=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+47=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+63=0$

$_A(-1,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+61=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+59=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+57=0$

$_A(-1,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+55=0$

$_A(-1,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+71=0$

$_A(-1,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+70=0$

$_A(-1,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+68=0$

$_A(-1,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+67=0$

$_A(-1,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+65=0$

$_A(-1,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+64=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+7=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+6=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+5=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y+4=0$

$_A(-1,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y+3=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y+2=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y+1=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+17=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+15=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+13=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+11=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y+9=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+26=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+25=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+23=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+22=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+20=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+19=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+35=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+33=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+31=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+29=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+27=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+44=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+43=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+42=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+41=0$

$_A(-1,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+39=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+38=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+37=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+36=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+53=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+49=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+47=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+62=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+61=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+60=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+59=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+58=0$

$_A(-1,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+57=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+55=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+54=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+71=0$

$_A(-1,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+69=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+67=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+65=0$

$_A(-1,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+63=0$

$_A(-1,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+80=0$

$_A(-1,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+79=0$

$_A(-1,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+77=0$

$_A(-1,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+76=0$

$_A(-1,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+74=0$

$_A(-1,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+73=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-1=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-5=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-7=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-9=0$

$_A(-2,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-15=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-17=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-4=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-8=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-12=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-16=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+1=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-1=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-5=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-7=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+2=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-2=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-6=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-10=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-14=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+3=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+1=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-1=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-3=0$

$_A(-2,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-7=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-9=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-13=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+4=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-4=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-8=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+5=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+3=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+1=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-1=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-3=0$

$_A(-2,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-5=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-9=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-11=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+6=0$

$_A(-2,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+2=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-2=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-6=0$

$_A(-2,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-10=0$

$_A(-2,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+7=0$

$_A(-2,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+5=0$

$_A(-2,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+1=0$

$_A(-2,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-1=0$

$_A(-2,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-5=0$

$_A(-2,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-7=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-4=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-6=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-8=0$

$_A(-2,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-12=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-16=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+2=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-6=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-14=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+4=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+2=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-4=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-8=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+6=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+2=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-6=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-10=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+8=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+6=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+4=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+2=0$

$_A(-2,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-4=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-6=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-8=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+10=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+2=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+12=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+10=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+8=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+6=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+4=0$

$_A(-2,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+2=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-4=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+14=0$

$_A(-2,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+10=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+6=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+2=0$

$_A(-2,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-2=0$

$_A(-2,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+16=0$

$_A(-2,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+14=0$

$_A(-2,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+10=0$

$_A(-2,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+8=0$

$_A(-2,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+4=0$

$_A(-2,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+2=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-3=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-5=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-7=0$

$_A(-2,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-9=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-11=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-13=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-15=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+4=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-4=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-8=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-12=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+7=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+5=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+1=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-1=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-5=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-7=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+10=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+6=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+2=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-2=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-6=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+13=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+11=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+9=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+7=0$

$_A(-2,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+3=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+1=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-1=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-3=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+16=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+8=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+4=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+19=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+17=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+15=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+13=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+11=0$

$_A(-2,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+9=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+5=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+3=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+22=0$

$_A(-2,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+18=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+14=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+10=0$

$_A(-2,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+6=0$

$_A(-2,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+25=0$

$_A(-2,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+23=0$

$_A(-2,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+19=0$

$_A(-2,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+17=0$

$_A(-2,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+13=0$

$_A(-2,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+11=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-2=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-4=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-6=0$

$_A(-2,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-8=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-10=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-12=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-14=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+6=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+2=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-2=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-6=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-10=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+10=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+8=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+4=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+2=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-2=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-4=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+14=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+10=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+6=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+2=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-2=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+18=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+16=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+14=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+12=0$

$_A(-2,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+8=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+6=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+4=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+2=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+22=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+14=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+10=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+26=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+24=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+22=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+20=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+18=0$

$_A(-2,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+16=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+12=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+10=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+30=0$

$_A(-2,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+26=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+22=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+18=0$

$_A(-2,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+14=0$

$_A(-2,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+34=0$

$_A(-2,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+32=0$

$_A(-2,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+28=0$

$_A(-2,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+26=0$

$_A(-2,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+22=0$

$_A(-2,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+20=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-1=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-3=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-5=0$

$_A(-2,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-7=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-9=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-11=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-13=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+8=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+4=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-4=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-8=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+13=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+11=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+7=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+5=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+1=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-1=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+18=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+14=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+10=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+6=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+2=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+23=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+21=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+19=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+17=0$

$_A(-2,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+13=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+11=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+9=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+7=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+28=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+20=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+16=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+33=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+31=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+29=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+27=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+25=0$

$_A(-2,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+23=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+19=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+17=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+38=0$

$_A(-2,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+34=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+30=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+26=0$

$_A(-2,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+22=0$

$_A(-2,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+43=0$

$_A(-2,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+41=0$

$_A(-2,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+37=0$

$_A(-2,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+35=0$

$_A(-2,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+31=0$

$_A(-2,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+29=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+2=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-2=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-4=0$

$_A(-2,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-6=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-8=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-10=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-12=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+6=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+2=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-2=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-6=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+16=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+14=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+10=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+8=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+4=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+2=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+22=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+18=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+14=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+10=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+6=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+28=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+26=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+24=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+22=0$

$_A(-2,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+18=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+16=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+14=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+12=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+34=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+26=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+22=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+40=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+38=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+36=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+34=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+32=0$

$_A(-2,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+30=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+26=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+24=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+46=0$

$_A(-2,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+42=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+38=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+34=0$

$_A(-2,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+30=0$

$_A(-2,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+52=0$

$_A(-2,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+50=0$

$_A(-2,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+46=0$

$_A(-2,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+44=0$

$_A(-2,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+40=0$

$_A(-2,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+38=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+1=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-1=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-3=0$

$_A(-2,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-5=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-7=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-9=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-11=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+12=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+8=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+4=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-4=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+19=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+17=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+13=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+11=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+7=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+5=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+26=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+22=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+18=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+14=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+10=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+33=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+31=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+29=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+27=0$

$_A(-2,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+23=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+21=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+19=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+17=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+40=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+32=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+28=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+47=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+45=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+43=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+41=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+39=0$

$_A(-2,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+37=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+33=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+31=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+54=0$

$_A(-2,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+50=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+46=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+42=0$

$_A(-2,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+38=0$

$_A(-2,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+61=0$

$_A(-2,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+59=0$

$_A(-2,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+55=0$

$_A(-2,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+53=0$

$_A(-2,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+49=0$

$_A(-2,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+47=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+4=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+2=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-2=0$

$_A(-2,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-4=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-6=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-8=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-10=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+14=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+10=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+6=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+2=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-2=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+22=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+20=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+16=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+14=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+10=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+8=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+30=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+26=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+22=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+18=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+14=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+38=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+36=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+34=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+32=0$

$_A(-2,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+28=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+26=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+24=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+22=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+46=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+38=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+34=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+54=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+52=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+50=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+48=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+46=0$

$_A(-2,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+44=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+40=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+38=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+62=0$

$_A(-2,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+58=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+54=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+50=0$

$_A(-2,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+46=0$

$_A(-2,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+70=0$

$_A(-2,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+68=0$

$_A(-2,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+64=0$

$_A(-2,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+62=0$

$_A(-2,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+58=0$

$_A(-2,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+56=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+5=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y+3=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y+1=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-1=0$

$_A(-2,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-3=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-5=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-7=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-9=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+16=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+12=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+8=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y+4=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+25=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+23=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+19=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+17=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+13=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+11=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+34=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+30=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+26=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+22=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+18=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+43=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+41=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+39=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+37=0$

$_A(-2,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+33=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+31=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+29=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+27=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+52=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+44=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+40=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+61=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+59=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+57=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+55=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+53=0$

$_A(-2,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+51=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+47=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+45=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+70=0$

$_A(-2,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+66=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+62=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+58=0$

$_A(-2,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+54=0$

$_A(-2,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+79=0$

$_A(-2,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+77=0$

$_A(-2,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+73=0$

$_A(-2,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+71=0$

$_A(-2,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+67=0$

$_A(-2,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+65=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-2=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-8=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-11=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-14=0$

$_A(-3,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-17=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-20=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-23=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-26=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-1=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-7=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-13=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-19=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-25=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-3=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-9=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-12=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-18=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-21=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+1=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-5=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-11=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-17=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-23=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+2=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-1=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-4=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-7=0$

$_A(-3,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-13=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-16=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-19=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-22=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+3=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-9=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-15=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+4=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+1=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-2=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-5=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-8=0$

$_A(-3,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-11=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-17=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-20=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+5=0$

$_A(-3,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-1=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-7=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-13=0$

$_A(-3,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-19=0$

$_A(-3,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+6=0$

$_A(-3,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+3=0$

$_A(-3,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-3=0$

$_A(-3,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-6=0$

$_A(-3,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-12=0$

$_A(-3,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-15=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-4=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-7=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-10=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-13=0$

$_A(-3,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-16=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-19=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-22=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-25=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+1=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-5=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-11=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-17=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-23=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+3=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-6=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-9=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-15=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-18=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+5=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-1=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-7=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-13=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-19=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+7=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+4=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+1=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-2=0$

$_A(-3,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-8=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-11=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-14=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-17=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+9=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-3=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-9=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+11=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+8=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+5=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+2=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-1=0$

$_A(-3,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-4=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-10=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-13=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+13=0$

$_A(-3,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+7=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+1=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-5=0$

$_A(-3,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-11=0$

$_A(-3,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+15=0$

$_A(-3,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+12=0$

$_A(-3,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+6=0$

$_A(-3,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+3=0$

$_A(-3,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-3=0$

$_A(-3,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-6=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-6=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-9=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-12=0$

$_A(-3,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-18=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-24=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+3=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-9=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-21=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+6=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+3=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-6=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-12=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+9=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+3=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-9=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-15=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+12=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+9=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+6=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+3=0$

$_A(-3,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-6=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-9=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-12=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+15=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+3=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+18=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+15=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+12=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+9=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+6=0$

$_A(-3,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+3=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-6=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+21=0$

$_A(-3,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+15=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+9=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+3=0$

$_A(-3,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-3=0$

$_A(-3,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+24=0$

$_A(-3,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+21=0$

$_A(-3,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+15=0$

$_A(-3,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+12=0$

$_A(-3,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+6=0$

$_A(-3,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+3=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-2=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-5=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-8=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-11=0$

$_A(-3,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-14=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-17=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-20=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-23=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+5=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-1=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-7=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-13=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-19=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+9=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+6=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-3=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-9=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-12=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+13=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+7=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+1=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-5=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-11=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+17=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+14=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+11=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+8=0$

$_A(-3,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+2=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-1=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-4=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-7=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+21=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+9=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+3=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+25=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+22=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+19=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+16=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+13=0$

$_A(-3,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+10=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+4=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+1=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+29=0$

$_A(-3,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+23=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+17=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+11=0$

$_A(-3,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+5=0$

$_A(-3,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+33=0$

$_A(-3,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+30=0$

$_A(-3,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+24=0$

$_A(-3,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+21=0$

$_A(-3,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+15=0$

$_A(-3,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+12=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-4=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-7=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-10=0$

$_A(-3,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-13=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-16=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-19=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-22=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+7=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+1=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-5=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-11=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-17=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+12=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+9=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+3=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-6=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-9=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+17=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+11=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+5=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-1=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-7=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+22=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+19=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+16=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+13=0$

$_A(-3,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+7=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+4=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+1=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-2=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+27=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+15=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+9=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+32=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+29=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+26=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+23=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+20=0$

$_A(-3,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+17=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+11=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+8=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+37=0$

$_A(-3,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+31=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+25=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+19=0$

$_A(-3,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+13=0$

$_A(-3,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+42=0$

$_A(-3,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+39=0$

$_A(-3,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+33=0$

$_A(-3,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+30=0$

$_A(-3,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+24=0$

$_A(-3,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+21=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-3=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-6=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-9=0$

$_A(-3,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-12=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-15=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-18=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-21=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+3=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-3=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-9=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-15=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+15=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+12=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+6=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+3=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-3=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-6=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+21=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+15=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+9=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+3=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-3=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+27=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+24=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+21=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+18=0$

$_A(-3,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+12=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+9=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+6=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+3=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+33=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+21=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+15=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+39=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+36=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+33=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+30=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+27=0$

$_A(-3,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+24=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+18=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+15=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+45=0$

$_A(-3,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+39=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+33=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+27=0$

$_A(-3,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+21=0$

$_A(-3,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+51=0$

$_A(-3,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+48=0$

$_A(-3,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+42=0$

$_A(-3,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+39=0$

$_A(-3,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+33=0$

$_A(-3,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+30=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-2=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-5=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-8=0$

$_A(-3,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-11=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-14=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-17=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-20=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+5=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-1=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-7=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-13=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+18=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+15=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+9=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+6=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-3=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+25=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+19=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+13=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+7=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+1=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+32=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+29=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+26=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+23=0$

$_A(-3,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+17=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+14=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+11=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+8=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+39=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+27=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+21=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+46=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+43=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+40=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+37=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+34=0$

$_A(-3,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+31=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+25=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+22=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+53=0$

$_A(-3,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+47=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+41=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+35=0$

$_A(-3,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+29=0$

$_A(-3,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+60=0$

$_A(-3,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+57=0$

$_A(-3,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+51=0$

$_A(-3,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+48=0$

$_A(-3,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+42=0$

$_A(-3,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+39=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+2=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-1=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-4=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-7=0$

$_A(-3,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-10=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-13=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-16=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-19=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+13=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+7=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+1=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-5=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-11=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+21=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+18=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+12=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+9=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+3=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+29=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+23=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+17=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+11=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+5=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+37=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+34=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+31=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+28=0$

$_A(-3,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+22=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+19=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+16=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+13=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+45=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+33=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+27=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+53=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+50=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+47=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+44=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+41=0$

$_A(-3,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+38=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+32=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+29=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+61=0$

$_A(-3,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+55=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+49=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+43=0$

$_A(-3,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+37=0$

$_A(-3,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+69=0$

$_A(-3,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+66=0$

$_A(-3,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+60=0$

$_A(-3,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+57=0$

$_A(-3,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+51=0$

$_A(-3,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+48=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+3=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-3=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-6=0$

$_A(-3,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-9=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-12=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-15=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-18=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+15=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+9=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y+3=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-3=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-9=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+24=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+21=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+15=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+12=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y+6=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y+3=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+33=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+27=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+21=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+15=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y+9=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+42=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+39=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+36=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+33=0$

$_A(-3,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+27=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+24=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+21=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+18=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+51=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+39=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+33=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+60=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+57=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+54=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+51=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+48=0$

$_A(-3,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+45=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+39=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+36=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+69=0$

$_A(-3,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+63=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+57=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+51=0$

$_A(-3,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+45=0$

$_A(-3,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+78=0$

$_A(-3,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+75=0$

$_A(-3,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+69=0$

$_A(-3,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+66=0$

$_A(-3,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+60=0$

$_A(-3,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+57=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-3=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-11=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-15=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-19=0$

$_A(-4,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-23=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-27=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-31=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-35=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-2=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-10=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-18=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-26=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-34=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-1=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-5=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-13=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-17=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-25=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-29=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-8=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-16=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-24=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-32=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+1=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-3=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-7=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-11=0$

$_A(-4,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-19=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-23=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-27=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-31=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+2=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-14=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-22=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+3=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-1=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-5=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-9=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-13=0$

$_A(-4,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-17=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-25=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-29=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+4=0$

$_A(-4,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-4=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-12=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-20=0$

$_A(-4,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-28=0$

$_A(-4,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+5=0$

$_A(-4,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+1=0$

$_A(-4,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-7=0$

$_A(-4,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-11=0$

$_A(-4,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-19=0$

$_A(-4,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-23=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-6=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-10=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-14=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-18=0$

$_A(-4,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-30=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-34=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-8=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-16=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-24=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-32=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+2=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-2=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-10=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-14=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+4=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-4=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-12=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-20=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-28=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+6=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+2=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-2=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-6=0$

$_A(-4,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-14=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-18=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-26=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+8=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-8=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-16=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+10=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+6=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+2=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-2=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-6=0$

$_A(-4,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-10=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-18=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-22=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+12=0$

$_A(-4,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+4=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-4=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-12=0$

$_A(-4,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-20=0$

$_A(-4,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+14=0$

$_A(-4,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+10=0$

$_A(-4,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+2=0$

$_A(-4,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-2=0$

$_A(-4,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-10=0$

$_A(-4,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-14=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-9=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-13=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-17=0$

$_A(-4,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-21=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-25=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-29=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-33=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+2=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-6=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-14=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-22=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-30=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+5=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+1=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-7=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-11=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-19=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-23=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+8=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-8=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-16=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-24=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+11=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+7=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+3=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-1=0$

$_A(-4,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-9=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-13=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-17=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-21=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+14=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-2=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-10=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+17=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+13=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+9=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+5=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+1=0$

$_A(-4,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-3=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-11=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-15=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+20=0$

$_A(-4,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+12=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+4=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-4=0$

$_A(-4,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-12=0$

$_A(-4,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+23=0$

$_A(-4,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+19=0$

$_A(-4,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+11=0$

$_A(-4,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+7=0$

$_A(-4,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-1=0$

$_A(-4,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-5=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-8=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-12=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-16=0$

$_A(-4,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-24=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-32=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+4=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-12=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-28=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+8=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+4=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-8=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-16=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+12=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+4=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-12=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-20=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+16=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+12=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+8=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+4=0$

$_A(-4,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-8=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-12=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-16=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+20=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+4=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+24=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+20=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+16=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+12=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+8=0$

$_A(-4,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+4=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-8=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+28=0$

$_A(-4,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+20=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+12=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+4=0$

$_A(-4,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-4=0$

$_A(-4,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+32=0$

$_A(-4,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+28=0$

$_A(-4,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+20=0$

$_A(-4,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+16=0$

$_A(-4,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+8=0$

$_A(-4,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+4=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-7=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-11=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-15=0$

$_A(-4,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-19=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-23=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-27=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-31=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+6=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-2=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-10=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-18=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-26=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+11=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+7=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-1=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-5=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-13=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-17=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+16=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+8=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-8=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-16=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+21=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+17=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+13=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+9=0$

$_A(-4,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+1=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-3=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-7=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-11=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+26=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+10=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+2=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+31=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+27=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+23=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+19=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+15=0$

$_A(-4,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+11=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+3=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-1=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+36=0$

$_A(-4,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+28=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+20=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+12=0$

$_A(-4,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+4=0$

$_A(-4,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+41=0$

$_A(-4,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+37=0$

$_A(-4,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+29=0$

$_A(-4,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+25=0$

$_A(-4,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+17=0$

$_A(-4,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+13=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-2=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-6=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-10=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-14=0$

$_A(-4,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-18=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-22=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-26=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-30=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+8=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-8=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-16=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-24=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+14=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+10=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+2=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-2=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-10=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-14=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+20=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+12=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+4=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-4=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-12=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+26=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+22=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+18=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+14=0$

$_A(-4,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+6=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+2=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-2=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-6=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+32=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+16=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+8=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+38=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+34=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+30=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+26=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+22=0$

$_A(-4,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+18=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+10=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+6=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+44=0$

$_A(-4,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+36=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+28=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+20=0$

$_A(-4,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+12=0$

$_A(-4,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+50=0$

$_A(-4,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+46=0$

$_A(-4,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+38=0$

$_A(-4,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+34=0$

$_A(-4,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+26=0$

$_A(-4,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+22=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-5=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-9=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-13=0$

$_A(-4,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-17=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-21=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-25=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-29=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+2=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-6=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-14=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-22=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+17=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+13=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+5=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+1=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-7=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-11=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+24=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+16=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+8=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-8=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+31=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+27=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+23=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+19=0$

$_A(-4,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+11=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+7=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+3=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-1=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+38=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+22=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+14=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+45=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+41=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+37=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+33=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+29=0$

$_A(-4,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+25=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+17=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+13=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+52=0$

$_A(-4,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+44=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+36=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+28=0$

$_A(-4,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+20=0$

$_A(-4,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+59=0$

$_A(-4,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+55=0$

$_A(-4,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+47=0$

$_A(-4,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+43=0$

$_A(-4,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+35=0$

$_A(-4,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+31=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-4=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-8=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-12=0$

$_A(-4,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-16=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-20=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-24=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-28=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+12=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+4=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-4=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-12=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-20=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+20=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+16=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+8=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+4=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-4=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-8=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+28=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+20=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+12=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+4=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-4=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+36=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+32=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+28=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+24=0$

$_A(-4,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+16=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+12=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+8=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+4=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+44=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+28=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+20=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+52=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+48=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+44=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+40=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+36=0$

$_A(-4,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+32=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+24=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+20=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+60=0$

$_A(-4,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+52=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+44=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+36=0$

$_A(-4,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+28=0$

$_A(-4,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+68=0$

$_A(-4,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+64=0$

$_A(-4,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+56=0$

$_A(-4,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+52=0$

$_A(-4,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+44=0$

$_A(-4,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+40=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y+1=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-3=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-7=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-11=0$

$_A(-4,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-15=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-19=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-23=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-27=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+14=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+6=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-2=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-10=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-18=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+23=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+19=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+11=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+7=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-1=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-5=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+32=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+24=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+16=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+8=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+41=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+37=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+33=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+29=0$

$_A(-4,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+21=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+17=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+13=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y+9=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+50=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+34=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+26=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+59=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+55=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+51=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+47=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+43=0$

$_A(-4,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+39=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+31=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+27=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+68=0$

$_A(-4,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+60=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+52=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+44=0$

$_A(-4,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+36=0$

$_A(-4,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+77=0$

$_A(-4,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+73=0$

$_A(-4,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+65=0$

$_A(-4,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+61=0$

$_A(-4,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+53=0$

$_A(-4,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+49=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-4=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-14=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-19=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-24=0$

$_A(-5,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-29=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-34=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-39=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-44=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-3=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-13=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-23=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-33=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-43=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-2=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-7=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-17=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-22=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-32=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-37=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-1=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-11=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-21=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-31=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-41=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-5=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-10=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-15=0$

$_A(-5,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-25=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-30=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-35=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-40=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+1=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-19=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-29=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+2=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-3=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-8=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-13=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-18=0$

$_A(-5,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-23=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-33=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-38=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+3=0$

$_A(-5,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-7=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-17=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-27=0$

$_A(-5,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-37=0$

$_A(-5,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+4=0$

$_A(-5,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-1=0$

$_A(-5,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-11=0$

$_A(-5,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-16=0$

$_A(-5,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-26=0$

$_A(-5,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-31=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-8=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-13=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-18=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-23=0$

$_A(-5,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-28=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-33=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-38=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-43=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-1=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-11=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-21=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-31=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-41=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+1=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-4=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-14=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-19=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-29=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-34=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+3=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-7=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-17=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-27=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-37=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+5=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-5=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-10=0$

$_A(-5,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-20=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-25=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-30=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-35=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+7=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-13=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-23=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+9=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+4=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-1=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-6=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-11=0$

$_A(-5,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-16=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-26=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-31=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+11=0$

$_A(-5,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+1=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-9=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-19=0$

$_A(-5,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-29=0$

$_A(-5,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+13=0$

$_A(-5,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+8=0$

$_A(-5,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-2=0$

$_A(-5,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-7=0$

$_A(-5,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-17=0$

$_A(-5,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-22=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-12=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-17=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-22=0$

$_A(-5,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-27=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-32=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-37=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-42=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+1=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-9=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-19=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-29=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-39=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+4=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-1=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-11=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-16=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-26=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-31=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+7=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-3=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-13=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-23=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-33=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+10=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+5=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-5=0$

$_A(-5,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-15=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-20=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-25=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-30=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+13=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-7=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-17=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+16=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+11=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+6=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+1=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-4=0$

$_A(-5,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-9=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-19=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-24=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+19=0$

$_A(-5,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+9=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-1=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-11=0$

$_A(-5,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-21=0$

$_A(-5,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+22=0$

$_A(-5,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+17=0$

$_A(-5,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+7=0$

$_A(-5,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+2=0$

$_A(-5,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-8=0$

$_A(-5,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-13=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-6=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-11=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-16=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-21=0$

$_A(-5,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-26=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-31=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-36=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-41=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+3=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-7=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-17=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-27=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-37=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+7=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+2=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-8=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-13=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-23=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-28=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+11=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+1=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-9=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-19=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-29=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+15=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+10=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+5=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y=0$

$_A(-5,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-10=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-15=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-20=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-25=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+19=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-1=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-11=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+23=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+18=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+13=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+8=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+3=0$

$_A(-5,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-2=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-12=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-17=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+27=0$

$_A(-5,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+17=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+7=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-3=0$

$_A(-5,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-13=0$

$_A(-5,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+31=0$

$_A(-5,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+26=0$

$_A(-5,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+16=0$

$_A(-5,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+11=0$

$_A(-5,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+1=0$

$_A(-5,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-4=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-10=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-15=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-20=0$

$_A(-5,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-30=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-40=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+5=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-15=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-35=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+10=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+5=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-10=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-20=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+15=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+5=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-15=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-25=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+20=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+15=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+10=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+5=0$

$_A(-5,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-10=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-15=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-20=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+25=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+5=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+30=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+25=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+20=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+15=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+10=0$

$_A(-5,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+5=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-10=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+35=0$

$_A(-5,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+25=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+15=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+5=0$

$_A(-5,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-5=0$

$_A(-5,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+40=0$

$_A(-5,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+35=0$

$_A(-5,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+25=0$

$_A(-5,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+20=0$

$_A(-5,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+10=0$

$_A(-5,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+5=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-4=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-9=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-14=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-19=0$

$_A(-5,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-24=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-29=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-34=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-39=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+7=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-3=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-13=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-23=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-33=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+13=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+8=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-2=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-7=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-17=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-22=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+19=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+9=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-1=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-11=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-21=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+25=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+20=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+15=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+10=0$

$_A(-5,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-5=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-10=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-15=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+31=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+11=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+1=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+37=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+32=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+27=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+22=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+17=0$

$_A(-5,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+12=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+2=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-3=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+43=0$

$_A(-5,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+33=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+23=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+13=0$

$_A(-5,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+3=0$

$_A(-5,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+49=0$

$_A(-5,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+44=0$

$_A(-5,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+34=0$

$_A(-5,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+29=0$

$_A(-5,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+19=0$

$_A(-5,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+14=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-8=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-13=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-18=0$

$_A(-5,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-23=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-28=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-33=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-38=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-1=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-11=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-21=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-31=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+16=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+11=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+1=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-4=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-14=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-19=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+23=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+13=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+3=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-7=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-17=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+30=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+25=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+20=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+15=0$

$_A(-5,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+5=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-5=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-10=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+37=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+17=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+7=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+44=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+39=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+34=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+29=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+24=0$

$_A(-5,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+19=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+9=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+4=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+51=0$

$_A(-5,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+41=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+31=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+21=0$

$_A(-5,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+11=0$

$_A(-5,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+58=0$

$_A(-5,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+53=0$

$_A(-5,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+43=0$

$_A(-5,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+38=0$

$_A(-5,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+28=0$

$_A(-5,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+23=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-2=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-7=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-12=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-17=0$

$_A(-5,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-22=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-27=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-32=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-37=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+1=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-9=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-19=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-29=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+19=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+14=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+4=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-1=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-11=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-16=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+27=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+17=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+7=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-3=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-13=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+35=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+30=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+25=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+20=0$

$_A(-5,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+10=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+5=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-5=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+43=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+23=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+13=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+51=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+46=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+41=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+36=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+31=0$

$_A(-5,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+26=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+16=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+11=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+59=0$

$_A(-5,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+49=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+39=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+29=0$

$_A(-5,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+19=0$

$_A(-5,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+67=0$

$_A(-5,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+62=0$

$_A(-5,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+52=0$

$_A(-5,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+47=0$

$_A(-5,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+37=0$

$_A(-5,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+32=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-1=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-6=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-11=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-16=0$

$_A(-5,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-21=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-26=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-31=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-36=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+13=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y+3=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-7=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-17=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-27=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+22=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+17=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+7=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y+2=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-8=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-13=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+31=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+21=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+11=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y+1=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-9=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+40=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+35=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+30=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+25=0$

$_A(-5,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+15=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+10=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y+5=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+49=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+29=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+19=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+58=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+53=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+48=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+43=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+38=0$

$_A(-5,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+33=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+23=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+18=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+67=0$

$_A(-5,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+57=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+47=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+37=0$

$_A(-5,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+27=0$

$_A(-5,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+76=0$

$_A(-5,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+71=0$

$_A(-5,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+61=0$

$_A(-5,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+56=0$

$_A(-5,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+46=0$

$_A(-5,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+41=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-5=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-17=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-23=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-29=0$

$_A(-6,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-35=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-41=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-47=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-53=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-4=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-16=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-28=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-40=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-52=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-3=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-9=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-21=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-27=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-39=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-45=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-2=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-14=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-26=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-38=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-50=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-1=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-7=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-13=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-19=0$

$_A(-6,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-31=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-37=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-43=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-49=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-24=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-36=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+1=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-5=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-11=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-17=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-23=0$

$_A(-6,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-29=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-41=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-47=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+2=0$

$_A(-6,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-10=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-22=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-34=0$

$_A(-6,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-46=0$

$_A(-6,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+3=0$

$_A(-6,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-3=0$

$_A(-6,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-15=0$

$_A(-6,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-21=0$

$_A(-6,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-33=0$

$_A(-6,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-39=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-10=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-16=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-22=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-28=0$

$_A(-6,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-34=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-40=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-46=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-52=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-2=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-14=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-26=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-38=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-50=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-6=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-18=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-24=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-36=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-42=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+2=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-10=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-22=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-34=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-46=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+4=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-2=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-8=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-14=0$

$_A(-6,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-26=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-32=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-38=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-44=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+6=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-18=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-30=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+8=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+2=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-4=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-10=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-16=0$

$_A(-6,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-22=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-34=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-40=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+10=0$

$_A(-6,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-2=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-14=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-26=0$

$_A(-6,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-38=0$

$_A(-6,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+12=0$

$_A(-6,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+6=0$

$_A(-6,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-6=0$

$_A(-6,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-12=0$

$_A(-6,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-24=0$

$_A(-6,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-30=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-15=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-21=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-27=0$

$_A(-6,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-45=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-51=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-12=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-24=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-36=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-48=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+3=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-3=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-15=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-21=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+6=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-6=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-18=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-30=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-42=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+9=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+3=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-3=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-9=0$

$_A(-6,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-21=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-27=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-39=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+12=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-12=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-24=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+15=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+9=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+3=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-3=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-9=0$

$_A(-6,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-15=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-27=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-33=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+18=0$

$_A(-6,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+6=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-6=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-18=0$

$_A(-6,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-30=0$

$_A(-6,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+21=0$

$_A(-6,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+15=0$

$_A(-6,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+3=0$

$_A(-6,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-3=0$

$_A(-6,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-15=0$

$_A(-6,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-21=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-8=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-14=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-20=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-26=0$

$_A(-6,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-32=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-38=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-44=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-50=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+2=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-10=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-22=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-34=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-46=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+6=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-12=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-18=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-30=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-36=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+10=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-2=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-14=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-26=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-38=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+14=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+8=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+2=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-4=0$

$_A(-6,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-16=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-22=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-28=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-34=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+18=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-6=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-18=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+22=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+16=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+10=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+4=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-2=0$

$_A(-6,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-8=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-20=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-26=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+26=0$

$_A(-6,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+14=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+2=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-10=0$

$_A(-6,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-22=0$

$_A(-6,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+30=0$

$_A(-6,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+24=0$

$_A(-6,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+12=0$

$_A(-6,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+6=0$

$_A(-6,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-6=0$

$_A(-6,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-12=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-13=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-19=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-25=0$

$_A(-6,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-31=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-37=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-43=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-49=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+4=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-8=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-20=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-32=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-44=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+9=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+3=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-9=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-15=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-27=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-33=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+14=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+2=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-10=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-22=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-34=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+19=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+13=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+7=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+1=0$

$_A(-6,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-11=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-17=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-23=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-29=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+24=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-12=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+29=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+23=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+17=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+11=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+5=0$

$_A(-6,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-1=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-13=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-19=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+34=0$

$_A(-6,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+22=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+10=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-2=0$

$_A(-6,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-14=0$

$_A(-6,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+39=0$

$_A(-6,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+33=0$

$_A(-6,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+21=0$

$_A(-6,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+15=0$

$_A(-6,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+3=0$

$_A(-6,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-3=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-12=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-18=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-24=0$

$_A(-6,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-36=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-48=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+6=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-18=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-42=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+12=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+6=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-12=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-24=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+18=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+6=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-18=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-30=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+24=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+18=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+12=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+6=0$

$_A(-6,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-12=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-18=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-24=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+30=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+6=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+36=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+30=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+24=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+18=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+12=0$

$_A(-6,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+6=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-12=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+42=0$

$_A(-6,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+30=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+18=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+6=0$

$_A(-6,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-6=0$

$_A(-6,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+48=0$

$_A(-6,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+42=0$

$_A(-6,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+30=0$

$_A(-6,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+24=0$

$_A(-6,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+12=0$

$_A(-6,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+6=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-11=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-17=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-23=0$

$_A(-6,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-29=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-35=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-41=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-47=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+8=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-4=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-16=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-28=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-40=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+15=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+9=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-3=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-9=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-21=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-27=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+22=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+10=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-2=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-14=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-26=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+29=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+23=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+17=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+11=0$

$_A(-6,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-1=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-7=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-13=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-19=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+36=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+12=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+43=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+37=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+31=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+25=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+19=0$

$_A(-6,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+13=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+1=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-5=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+50=0$

$_A(-6,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+38=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+26=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+14=0$

$_A(-6,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+2=0$

$_A(-6,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+57=0$

$_A(-6,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+51=0$

$_A(-6,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+39=0$

$_A(-6,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+33=0$

$_A(-6,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+21=0$

$_A(-6,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+15=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-4=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-10=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-16=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-22=0$

$_A(-6,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-28=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-34=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-40=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-46=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-2=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-14=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-26=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-38=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+18=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+12=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-6=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-18=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-24=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+26=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+14=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+2=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-10=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-22=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+34=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+28=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+22=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+16=0$

$_A(-6,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+4=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-2=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-8=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-14=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+42=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+18=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+6=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+50=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+44=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+38=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+32=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+26=0$

$_A(-6,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+20=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+8=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+2=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+58=0$

$_A(-6,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+46=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+34=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+22=0$

$_A(-6,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+10=0$

$_A(-6,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+66=0$

$_A(-6,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+60=0$

$_A(-6,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+48=0$

$_A(-6,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+42=0$

$_A(-6,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+30=0$

$_A(-6,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+24=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-9=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-15=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-21=0$

$_A(-6,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-27=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-33=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-39=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-45=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+12=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-12=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-24=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-36=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+21=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+15=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y+3=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-3=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-15=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-21=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+30=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+18=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+6=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-6=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-18=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+39=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+33=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+27=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+21=0$

$_A(-6,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+9=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y+3=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-3=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-9=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+48=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+24=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+12=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+57=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+51=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+45=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+39=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+33=0$

$_A(-6,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+27=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+15=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y+9=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+66=0$

$_A(-6,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+54=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+42=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+30=0$

$_A(-6,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+18=0$

$_A(-6,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+75=0$

$_A(-6,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+69=0$

$_A(-6,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+57=0$

$_A(-6,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+51=0$

$_A(-6,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+39=0$

$_A(-6,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+33=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-6=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-13=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-20=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-27=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-34=0$

$_A(-7,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-41=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-48=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-55=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-62=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-5=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-19=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-33=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-47=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-61=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-4=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-11=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-25=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-32=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-46=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-53=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-3=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-17=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-31=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-45=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-59=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-2=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-9=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-16=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-23=0$

$_A(-7,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-37=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-44=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-51=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-58=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-1=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-29=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-43=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-7=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-14=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-21=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-28=0$

$_A(-7,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-35=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-49=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-56=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+1=0$

$_A(-7,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-13=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-27=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-41=0$

$_A(-7,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-55=0$

$_A(-7,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+2=0$

$_A(-7,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-5=0$

$_A(-7,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-19=0$

$_A(-7,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-26=0$

$_A(-7,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-40=0$

$_A(-7,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-47=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-12=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-19=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-26=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-33=0$

$_A(-7,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-40=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-47=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-54=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-61=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-3=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-17=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-31=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-45=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-59=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-1=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-8=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-22=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-29=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-43=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-50=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+1=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-13=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-27=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-41=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-55=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+3=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-4=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-11=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-18=0$

$_A(-7,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-32=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-39=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-46=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-53=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+5=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-23=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-37=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+7=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-7=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-14=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-21=0$

$_A(-7,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-28=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-42=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-49=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+9=0$

$_A(-7,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-5=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-19=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-33=0$

$_A(-7,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-47=0$

$_A(-7,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+11=0$

$_A(-7,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+4=0$

$_A(-7,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-10=0$

$_A(-7,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-17=0$

$_A(-7,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-31=0$

$_A(-7,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-38=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-18=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-25=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-32=0$

$_A(-7,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-39=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-46=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-53=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-60=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-1=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-15=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-29=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-43=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-57=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+2=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-5=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-19=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-26=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-40=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-47=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+5=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-9=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-23=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-37=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-51=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+8=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+1=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-6=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-13=0$

$_A(-7,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-27=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-34=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-41=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-48=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+11=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-17=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-31=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+14=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+7=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-7=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-14=0$

$_A(-7,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-21=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-35=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-42=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+17=0$

$_A(-7,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+3=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-11=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-25=0$

$_A(-7,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-39=0$

$_A(-7,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+20=0$

$_A(-7,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+13=0$

$_A(-7,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-1=0$

$_A(-7,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-8=0$

$_A(-7,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-22=0$

$_A(-7,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-29=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-10=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-17=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-24=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-31=0$

$_A(-7,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-38=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-45=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-52=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-59=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+1=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-13=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-27=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-41=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-55=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+5=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-2=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-16=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-23=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-37=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-44=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+9=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-5=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-19=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-33=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-47=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+13=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+6=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-1=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-8=0$

$_A(-7,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-22=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-29=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-36=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-43=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+17=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-11=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-25=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+21=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+14=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+7=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-7=0$

$_A(-7,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-14=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-28=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-35=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+25=0$

$_A(-7,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+11=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-3=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-17=0$

$_A(-7,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-31=0$

$_A(-7,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+29=0$

$_A(-7,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+22=0$

$_A(-7,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+8=0$

$_A(-7,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+1=0$

$_A(-7,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-13=0$

$_A(-7,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-20=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-16=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-23=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-30=0$

$_A(-7,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-37=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-44=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-51=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-58=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+3=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-11=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-25=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-39=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-53=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+8=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+1=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-13=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-20=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-34=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-41=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+13=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-1=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-15=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-29=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-43=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+18=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+11=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+4=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-3=0$

$_A(-7,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-17=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-24=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-31=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-38=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+23=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-5=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-19=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+28=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+21=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+14=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+7=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y=0$

$_A(-7,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-7=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-21=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-28=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+33=0$

$_A(-7,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+19=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+5=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-9=0$

$_A(-7,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-23=0$

$_A(-7,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+38=0$

$_A(-7,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+31=0$

$_A(-7,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+17=0$

$_A(-7,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+10=0$

$_A(-7,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-4=0$

$_A(-7,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-11=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-8=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-15=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-22=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-29=0$

$_A(-7,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-36=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-43=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-50=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-57=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+5=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-9=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-23=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-37=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-51=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+11=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+4=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-10=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-17=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-31=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-38=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+17=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+3=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-11=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-25=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-39=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+23=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+16=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+9=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+2=0$

$_A(-7,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-12=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-19=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-26=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-33=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+29=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+1=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-13=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+35=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+28=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+21=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+14=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+7=0$

$_A(-7,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-14=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-21=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+41=0$

$_A(-7,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+27=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+13=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-1=0$

$_A(-7,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-15=0$

$_A(-7,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+47=0$

$_A(-7,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+40=0$

$_A(-7,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+26=0$

$_A(-7,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+19=0$

$_A(-7,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+5=0$

$_A(-7,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-2=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-14=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-21=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-28=0$

$_A(-7,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-42=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-56=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+7=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-21=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-49=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+14=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+7=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-14=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-28=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+21=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+7=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-21=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-35=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+28=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+21=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+14=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+7=0$

$_A(-7,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-14=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-21=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-28=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+35=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+7=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+42=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+35=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+28=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+21=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+14=0$

$_A(-7,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+7=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-14=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+49=0$

$_A(-7,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+35=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+21=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+7=0$

$_A(-7,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-7=0$

$_A(-7,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+56=0$

$_A(-7,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+49=0$

$_A(-7,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+35=0$

$_A(-7,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+28=0$

$_A(-7,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+14=0$

$_A(-7,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+7=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-6=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-13=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-20=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-27=0$

$_A(-7,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-34=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-41=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-48=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-55=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+9=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-5=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-19=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-33=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-47=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+17=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+10=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-4=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-11=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-25=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-32=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+25=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+11=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-3=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-17=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-31=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+33=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+26=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+19=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+12=0$

$_A(-7,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-2=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-9=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-16=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-23=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+41=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+13=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-1=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+49=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+42=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+35=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+28=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+21=0$

$_A(-7,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+14=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-7=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+57=0$

$_A(-7,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+43=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+29=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+15=0$

$_A(-7,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+1=0$

$_A(-7,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+65=0$

$_A(-7,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+58=0$

$_A(-7,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+44=0$

$_A(-7,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+37=0$

$_A(-7,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+23=0$

$_A(-7,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+16=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-12=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-19=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-26=0$

$_A(-7,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-33=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-40=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-47=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-54=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+11=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-3=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-17=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-31=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-45=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+20=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+13=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-1=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-8=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-22=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-29=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+29=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+15=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y+1=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-13=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-27=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+38=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+31=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+24=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+17=0$

$_A(-7,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y+3=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-4=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-11=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-18=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+47=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+19=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y+5=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+56=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+49=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+42=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+35=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+28=0$

$_A(-7,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+21=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y+7=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+65=0$

$_A(-7,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+51=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+37=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+23=0$

$_A(-7,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y+9=0$

$_A(-7,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+74=0$

$_A(-7,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+67=0$

$_A(-7,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+53=0$

$_A(-7,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+46=0$

$_A(-7,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+32=0$

$_A(-7,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+25=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-7=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-15=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-23=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-31=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-39=0$

$_A(-8,\,-1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-47=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-55=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-63=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-71=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-6=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-22=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-38=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-54=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-70=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-5=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-13=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-29=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-37=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-53=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-61=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-4=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-20=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-36=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-52=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-68=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-3=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-11=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-19=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-27=0$

$_A(-8,\,-1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-43=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-51=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-59=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-67=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-2=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-34=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-50=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-1=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-9=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-17=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-25=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-33=0$

$_A(-8,\,-1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-41=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-57=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-65=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y=0$

$_A(-8,\,-1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-16=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-32=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-48=0$

$_A(-8,\,-1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-64=0$

$_A(-8,\,-1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+1=0$

$_A(-8,\,-1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-7=0$

$_A(-8,\,-1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-23=0$

$_A(-8,\,-1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-31=0$

$_A(-8,\,-1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-47=0$

$_A(-8,\,-1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-55=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-14=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-22=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-30=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-38=0$

$_A(-8,\,-2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-46=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-54=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-62=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-70=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-4=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-20=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-36=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-52=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-68=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-2=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-10=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-26=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-34=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-50=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-58=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-16=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-32=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-48=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-64=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+2=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-6=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-14=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-22=0$

$_A(-8,\,-2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-38=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-46=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-54=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-62=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+4=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-28=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-44=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+6=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-2=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-10=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-18=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-26=0$

$_A(-8,\,-2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-34=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-50=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-58=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+8=0$

$_A(-8,\,-2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-8=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-24=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-40=0$

$_A(-8,\,-2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-56=0$

$_A(-8,\,-2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+10=0$

$_A(-8,\,-2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+2=0$

$_A(-8,\,-2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-14=0$

$_A(-8,\,-2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-22=0$

$_A(-8,\,-2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-38=0$

$_A(-8,\,-2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-46=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-13=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-21=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-29=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-37=0$

$_A(-8,\,-3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-45=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-53=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-61=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-69=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-2=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-18=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-34=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-50=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-66=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+1=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-7=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-23=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-31=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-47=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-55=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+4=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-12=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-28=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-44=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-60=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+7=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-1=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-9=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-17=0$

$_A(-8,\,-3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-33=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-41=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-49=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-57=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+10=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-22=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-38=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+13=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+5=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-3=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-11=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-19=0$

$_A(-8,\,-3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-27=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-43=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-51=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+16=0$

$_A(-8,\,-3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-16=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-32=0$

$_A(-8,\,-3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-48=0$

$_A(-8,\,-3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+19=0$

$_A(-8,\,-3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+11=0$

$_A(-8,\,-3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-5=0$

$_A(-8,\,-3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-13=0$

$_A(-8,\,-3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-29=0$

$_A(-8,\,-3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-37=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-12=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-20=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-28=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-36=0$

$_A(-8,\,-4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-60=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-68=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-16=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-32=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-48=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-64=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+4=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-4=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-20=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-28=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+8=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-8=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-24=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-40=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-56=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+12=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+4=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-4=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-12=0$

$_A(-8,\,-4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-28=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-36=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-52=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+16=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-16=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-32=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+20=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+12=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+4=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-4=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-12=0$

$_A(-8,\,-4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-20=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-36=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-44=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+24=0$

$_A(-8,\,-4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+8=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-8=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-24=0$

$_A(-8,\,-4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-40=0$

$_A(-8,\,-4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+28=0$

$_A(-8,\,-4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+20=0$

$_A(-8,\,-4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+4=0$

$_A(-8,\,-4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-4=0$

$_A(-8,\,-4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-20=0$

$_A(-8,\,-4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-28=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-19=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-27=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-35=0$

$_A(-8,\,-5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-43=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-51=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-59=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-67=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+2=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-14=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-30=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-46=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-62=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+7=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-1=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-17=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-25=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-41=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-49=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+12=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-4=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-20=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-36=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-52=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+17=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+9=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+1=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-7=0$

$_A(-8,\,-5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-23=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-31=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-39=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-47=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+22=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-10=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-26=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+27=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+19=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+11=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+3=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-5=0$

$_A(-8,\,-5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-13=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-29=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-37=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+32=0$

$_A(-8,\,-5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+16=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-16=0$

$_A(-8,\,-5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-32=0$

$_A(-8,\,-5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+37=0$

$_A(-8,\,-5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+29=0$

$_A(-8,\,-5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+13=0$

$_A(-8,\,-5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+5=0$

$_A(-8,\,-5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-11=0$

$_A(-8,\,-5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-19=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-10=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-18=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-26=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-34=0$

$_A(-8,\,-6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-42=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-50=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-58=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-66=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+4=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-12=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-28=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-44=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-60=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+10=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+2=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-14=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-22=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-38=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-46=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+16=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-16=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-32=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-48=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+22=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+14=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+6=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-2=0$

$_A(-8,\,-6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-18=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-26=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-34=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-42=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+28=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-4=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-20=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+34=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+26=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+18=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+10=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+2=0$

$_A(-8,\,-6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-6=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-22=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-30=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+40=0$

$_A(-8,\,-6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+24=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+8=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-8=0$

$_A(-8,\,-6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-24=0$

$_A(-8,\,-6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+46=0$

$_A(-8,\,-6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+38=0$

$_A(-8,\,-6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+22=0$

$_A(-8,\,-6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+14=0$

$_A(-8,\,-6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-2=0$

$_A(-8,\,-6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-10=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-17=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-25=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-33=0$

$_A(-8,\,-7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-41=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-49=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-57=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-65=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+6=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-10=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-26=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-42=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-58=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+13=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+5=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-11=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-19=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-35=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-43=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+20=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+4=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-12=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-28=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-44=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+27=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+19=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+11=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+3=0$

$_A(-8,\,-7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-13=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-21=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-29=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-37=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+34=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+2=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-14=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+41=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+33=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+25=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+17=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+9=0$

$_A(-8,\,-7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+1=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-15=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-23=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+48=0$

$_A(-8,\,-7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+32=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+16=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y=0$

$_A(-8,\,-7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-16=0$

$_A(-8,\,-7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+55=0$

$_A(-8,\,-7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+47=0$

$_A(-8,\,-7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+31=0$

$_A(-8,\,-7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+23=0$

$_A(-8,\,-7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+7=0$

$_A(-8,\,-7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-1=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-16=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-24=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-32=0$

$_A(-8,\,-8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-48=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-64=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+8=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-24=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-56=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+16=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+8=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-16=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-32=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+24=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+8=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-24=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-40=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+32=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+24=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+16=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+8=0$

$_A(-8,\,-8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-16=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-24=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-32=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+40=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+8=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+48=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+40=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+32=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+24=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+16=0$

$_A(-8,\,-8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+8=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-16=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+56=0$

$_A(-8,\,-8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+40=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+24=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+8=0$

$_A(-8,\,-8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-8=0$

$_A(-8,\,-8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+64=0$

$_A(-8,\,-8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+56=0$

$_A(-8,\,-8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+40=0$

$_A(-8,\,-8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+32=0$

$_A(-8,\,-8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+16=0$

$_A(-8,\,-8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+8=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-15=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-23=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-31=0$

$_A(-8,\,-9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-39=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-47=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-55=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-63=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y+10=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-6=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-22=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-38=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-54=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y+19=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y+11=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-5=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-13=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-29=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-37=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y+28=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y+12=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-4=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-20=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-36=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y+37=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y+29=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y+21=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y+13=0$

$_A(-8,\,-9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-3=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-11=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-19=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-27=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y+46=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y+14=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-2=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y+55=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y+47=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y+39=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y+31=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y+23=0$

$_A(-8,\,-9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y+15=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-1=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-9=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y+64=0$

$_A(-8,\,-9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y+48=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y+32=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y+16=0$

$_A(-8,\,-9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y=0$

$_A(-8,\,-9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y+73=0$

$_A(-8,\,-9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y+65=0$

$_A(-8,\,-9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y+49=0$

$_A(-8,\,-9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y+41=0$

$_A(-8,\,-9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y+25=0$

$_A(-8,\,-9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y+17=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+2=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+4=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+5=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+6=0$

$_A(-1,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+7=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+8=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+9=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+10=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+3=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+5=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+7=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+9=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+11=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+4=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+5=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+7=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+8=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+10=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+11=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+5=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+7=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+9=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+11=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+13=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+6=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+7=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+8=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+9=0$

$_A(-1,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+11=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+12=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+13=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+14=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+7=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+11=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+13=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+8=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+9=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+10=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+11=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+12=0$

$_A(-1,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+13=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+15=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+16=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+9=0$

$_A(-1,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+11=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+13=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+15=0$

$_A(-1,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+17=0$

$_A(-1,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+10=0$

$_A(-1,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+11=0$

$_A(-1,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+13=0$

$_A(-1,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+14=0$

$_A(-1,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+16=0$

$_A(-1,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+17=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+4=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+5=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+6=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+7=0$

$_A(-1,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+8=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+9=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+10=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+11=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+5=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+7=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+9=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+11=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+13=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+7=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+8=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+10=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+11=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+13=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+14=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+9=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+11=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+13=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+15=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+17=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+11=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+12=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+13=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+14=0$

$_A(-1,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+16=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+17=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+18=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+19=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+13=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+17=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+19=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+15=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+16=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+17=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+18=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+19=0$

$_A(-1,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+20=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+22=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+23=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+17=0$

$_A(-1,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+19=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+21=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+23=0$

$_A(-1,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+25=0$

$_A(-1,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+19=0$

$_A(-1,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+20=0$

$_A(-1,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+22=0$

$_A(-1,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+23=0$

$_A(-1,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+25=0$

$_A(-1,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+26=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+6=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+7=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+8=0$

$_A(-1,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+9=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+10=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+11=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+12=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+7=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+9=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+11=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+13=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+15=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+10=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+11=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+13=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+14=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+16=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+17=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+13=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+15=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+17=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+19=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+21=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+16=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+17=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+18=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+19=0$

$_A(-1,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+21=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+22=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+23=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+24=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+19=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+23=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+25=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+22=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+23=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+24=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+25=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+26=0$

$_A(-1,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+27=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+29=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+30=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+25=0$

$_A(-1,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+27=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+29=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+31=0$

$_A(-1,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+33=0$

$_A(-1,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+28=0$

$_A(-1,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+29=0$

$_A(-1,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+31=0$

$_A(-1,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+32=0$

$_A(-1,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+34=0$

$_A(-1,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+35=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+6=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+7=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+8=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+9=0$

$_A(-1,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+10=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+11=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+12=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+13=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+11=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+13=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+15=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+17=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+13=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+14=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+16=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+17=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+19=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+20=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+17=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+19=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+21=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+23=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+25=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+21=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+22=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+23=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+24=0$

$_A(-1,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+26=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+27=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+28=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+29=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+25=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+29=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+31=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+29=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+30=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+31=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+32=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+33=0$

$_A(-1,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+34=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+36=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+37=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+33=0$

$_A(-1,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+35=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+37=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+39=0$

$_A(-1,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+41=0$

$_A(-1,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+37=0$

$_A(-1,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+38=0$

$_A(-1,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+40=0$

$_A(-1,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+41=0$

$_A(-1,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+43=0$

$_A(-1,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+44=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+8=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+9=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+10=0$

$_A(-1,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+11=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+12=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+13=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+14=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+13=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+15=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+17=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+19=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+16=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+17=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+19=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+20=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+22=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+23=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+21=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+23=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+25=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+27=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+29=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+26=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+27=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+28=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+29=0$

$_A(-1,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+31=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+32=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+33=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+34=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+31=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+35=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+37=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+36=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+37=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+38=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+39=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+40=0$

$_A(-1,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+41=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+43=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+44=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+41=0$

$_A(-1,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+43=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+45=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+47=0$

$_A(-1,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+49=0$

$_A(-1,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+46=0$

$_A(-1,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+47=0$

$_A(-1,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+49=0$

$_A(-1,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+50=0$

$_A(-1,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+52=0$

$_A(-1,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+53=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+8=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+9=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+10=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+11=0$

$_A(-1,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+12=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+13=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+14=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+15=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+13=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+15=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+17=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+19=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+21=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+19=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+20=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+22=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+23=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+25=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+26=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+25=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+27=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+29=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+31=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+33=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+31=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+32=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+33=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+34=0$

$_A(-1,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+36=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+37=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+38=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+39=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+37=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+41=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+43=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+43=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+44=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+45=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+46=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+47=0$

$_A(-1,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+48=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+50=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+51=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+49=0$

$_A(-1,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+51=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+53=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+55=0$

$_A(-1,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+57=0$

$_A(-1,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+55=0$

$_A(-1,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+56=0$

$_A(-1,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+58=0$

$_A(-1,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+59=0$

$_A(-1,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+61=0$

$_A(-1,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+62=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+10=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+11=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+12=0$

$_A(-1,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+13=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+14=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+15=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+16=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+15=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+17=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+19=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+21=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+23=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+22=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+23=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+25=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+26=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+28=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+29=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+29=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+31=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+33=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+35=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+37=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+36=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+37=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+38=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+39=0$

$_A(-1,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+41=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+42=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+43=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+44=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+43=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+47=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+49=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+50=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+51=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+52=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+53=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+54=0$

$_A(-1,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+55=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+57=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+58=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+57=0$

$_A(-1,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+59=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+61=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+63=0$

$_A(-1,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+65=0$

$_A(-1,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+64=0$

$_A(-1,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+65=0$

$_A(-1,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+67=0$

$_A(-1,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+68=0$

$_A(-1,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+70=0$

$_A(-1,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+71=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+10=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+11=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+12=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+13=0$

$_A(-1,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+14=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+15=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+16=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+17=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+17=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+19=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+21=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+23=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+25=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+25=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+26=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+28=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+29=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+31=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+32=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+33=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+35=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+37=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+39=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+41=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+41=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+42=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+43=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+44=0$

$_A(-1,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+46=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+47=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+48=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+49=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+49=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+53=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+55=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+57=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+58=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+59=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+60=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+61=0$

$_A(-1,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+62=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+64=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+65=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+65=0$

$_A(-1,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+67=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+69=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+71=0$

$_A(-1,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+73=0$

$_A(-1,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+73=0$

$_A(-1,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+74=0$

$_A(-1,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+76=0$

$_A(-1,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+77=0$

$_A(-1,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+79=0$

$_A(-1,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+80=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+12=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+13=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+14=0$

$_A(-1,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+15=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+16=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+17=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+18=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+19=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+21=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+23=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+25=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+27=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+28=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+29=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+31=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+32=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+34=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+35=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+37=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+39=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+41=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+43=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+45=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+46=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+47=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+48=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+49=0$

$_A(-1,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+51=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+52=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+53=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+54=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+55=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+59=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+61=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+64=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+65=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+66=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+67=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+68=0$

$_A(-1,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+69=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+71=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+72=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+73=0$

$_A(-1,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+75=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+77=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+79=0$

$_A(-1,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+81=0$

$_A(-1,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+82=0$

$_A(-1,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+83=0$

$_A(-1,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+85=0$

$_A(-1,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+86=0$

$_A(-1,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+88=0$

$_A(-1,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+89=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+3=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+7=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+9=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+11=0$

$_A(-2,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+13=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+15=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+17=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+19=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+4=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+8=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+12=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+16=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+20=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+5=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+7=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+11=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+13=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+17=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+19=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+6=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+10=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+14=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+18=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+22=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+7=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+9=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+11=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+13=0$

$_A(-2,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+17=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+19=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+21=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+23=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+8=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+16=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+20=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+9=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+11=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+13=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+15=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+17=0$

$_A(-2,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+19=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+23=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+25=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+10=0$

$_A(-2,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+14=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+18=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+22=0$

$_A(-2,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+26=0$

$_A(-2,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+11=0$

$_A(-2,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+13=0$

$_A(-2,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+17=0$

$_A(-2,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+19=0$

$_A(-2,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+23=0$

$_A(-2,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+25=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+6=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+8=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+10=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+12=0$

$_A(-2,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+14=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+16=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+18=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+20=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+6=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+10=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+14=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+18=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+22=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+8=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+10=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+14=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+16=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+20=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+22=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+10=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+14=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+18=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+22=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+26=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+12=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+14=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+16=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+18=0$

$_A(-2,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+22=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+24=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+26=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+28=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+14=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+22=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+26=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+16=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+18=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+20=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+22=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+24=0$

$_A(-2,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+26=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+30=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+32=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+18=0$

$_A(-2,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+22=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+26=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+30=0$

$_A(-2,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+34=0$

$_A(-2,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+20=0$

$_A(-2,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+22=0$

$_A(-2,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+26=0$

$_A(-2,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+28=0$

$_A(-2,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+32=0$

$_A(-2,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+34=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+9=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+11=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+13=0$

$_A(-2,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+15=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+17=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+19=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+21=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+8=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+12=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+16=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+20=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+24=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+11=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+13=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+17=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+19=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+23=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+25=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+14=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+18=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+22=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+26=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+30=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+17=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+19=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+21=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+23=0$

$_A(-2,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+27=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+29=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+31=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+33=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+20=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+28=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+32=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+23=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+25=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+27=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+29=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+31=0$

$_A(-2,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+33=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+37=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+39=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+26=0$

$_A(-2,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+30=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+34=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+38=0$

$_A(-2,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+42=0$

$_A(-2,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+29=0$

$_A(-2,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+31=0$

$_A(-2,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+35=0$

$_A(-2,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+37=0$

$_A(-2,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+41=0$

$_A(-2,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+43=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+8=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+10=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+12=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+14=0$

$_A(-2,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+16=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+18=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+20=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+22=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+14=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+18=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+22=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+26=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+14=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+16=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+20=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+22=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+26=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+28=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+18=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+22=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+26=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+30=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+34=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+22=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+24=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+26=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+28=0$

$_A(-2,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+32=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+34=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+36=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+38=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+26=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+34=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+38=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+30=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+32=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+34=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+36=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+38=0$

$_A(-2,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+40=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+44=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+46=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+34=0$

$_A(-2,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+38=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+42=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+46=0$

$_A(-2,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+50=0$

$_A(-2,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+38=0$

$_A(-2,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+40=0$

$_A(-2,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+44=0$

$_A(-2,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+46=0$

$_A(-2,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+50=0$

$_A(-2,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+52=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+11=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+13=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+15=0$

$_A(-2,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+17=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+19=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+21=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+23=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+12=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+16=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+20=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+24=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+28=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+17=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+19=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+23=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+25=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+29=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+31=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+22=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+26=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+30=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+34=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+38=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+27=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+29=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+31=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+33=0$

$_A(-2,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+37=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+39=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+41=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+43=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+32=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+40=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+44=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+37=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+39=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+41=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+43=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+45=0$

$_A(-2,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+47=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+51=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+53=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+42=0$

$_A(-2,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+46=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+50=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+54=0$

$_A(-2,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+58=0$

$_A(-2,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+47=0$

$_A(-2,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+49=0$

$_A(-2,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+53=0$

$_A(-2,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+55=0$

$_A(-2,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+59=0$

$_A(-2,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+61=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+10=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+12=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+14=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+16=0$

$_A(-2,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+18=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+20=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+22=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+24=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+14=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+18=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+22=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+26=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+30=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+20=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+22=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+26=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+28=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+32=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+34=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+26=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+30=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+34=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+38=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+42=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+32=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+34=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+36=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+38=0$

$_A(-2,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+42=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+44=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+46=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+48=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+38=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+46=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+50=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+44=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+46=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+48=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+50=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+52=0$

$_A(-2,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+54=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+58=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+60=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+50=0$

$_A(-2,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+54=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+58=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+62=0$

$_A(-2,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+66=0$

$_A(-2,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+56=0$

$_A(-2,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+58=0$

$_A(-2,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+62=0$

$_A(-2,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+64=0$

$_A(-2,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+68=0$

$_A(-2,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+70=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+13=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+15=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+17=0$

$_A(-2,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+19=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+21=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+23=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+25=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+16=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+20=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+24=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+28=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+32=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+23=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+25=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+29=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+31=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+35=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+37=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+30=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+34=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+38=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+42=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+46=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+37=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+39=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+41=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+43=0$

$_A(-2,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+47=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+49=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+51=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+53=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+44=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+52=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+56=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+51=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+53=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+55=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+57=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+59=0$

$_A(-2,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+61=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+65=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+67=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+58=0$

$_A(-2,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+62=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+66=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+70=0$

$_A(-2,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+74=0$

$_A(-2,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+65=0$

$_A(-2,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+67=0$

$_A(-2,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+71=0$

$_A(-2,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+73=0$

$_A(-2,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+77=0$

$_A(-2,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+79=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+12=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+14=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+16=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+18=0$

$_A(-2,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+20=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+22=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+24=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+26=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+18=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+22=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+26=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+30=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+34=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+26=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+28=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+32=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+34=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+38=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+40=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+34=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+38=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+42=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+46=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+50=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+42=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+44=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+46=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+48=0$

$_A(-2,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+52=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+54=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+56=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+58=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+50=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+58=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+62=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+58=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+60=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+62=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+64=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+66=0$

$_A(-2,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+68=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+72=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+74=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+66=0$

$_A(-2,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+70=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+74=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+78=0$

$_A(-2,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+82=0$

$_A(-2,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+74=0$

$_A(-2,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+76=0$

$_A(-2,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+80=0$

$_A(-2,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+82=0$

$_A(-2,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+86=0$

$_A(-2,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+88=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+13=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+15=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+17=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+19=0$

$_A(-2,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+21=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+23=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+25=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+27=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+20=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+24=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+28=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+32=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+36=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+29=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+31=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+35=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+37=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+41=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+43=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+38=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+42=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+46=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+50=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+54=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+47=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+49=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+51=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+53=0$

$_A(-2,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+57=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+59=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+61=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+63=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+56=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+64=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+68=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+65=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+67=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+69=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+71=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+73=0$

$_A(-2,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+75=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+79=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+81=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+74=0$

$_A(-2,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+78=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+82=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+86=0$

$_A(-2,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+90=0$

$_A(-2,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+83=0$

$_A(-2,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+85=0$

$_A(-2,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+89=0$

$_A(-2,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+91=0$

$_A(-2,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+95=0$

$_A(-2,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+97=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+4=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+10=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+13=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+16=0$

$_A(-3,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+19=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+22=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+25=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+28=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+5=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+11=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+17=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+23=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+29=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+6=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+9=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+15=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+18=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+24=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+27=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+7=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+13=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+19=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+25=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+31=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+8=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+11=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+14=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+17=0$

$_A(-3,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+23=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+26=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+29=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+32=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+9=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+21=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+27=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+10=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+13=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+16=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+19=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+22=0$

$_A(-3,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+25=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+31=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+34=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+11=0$

$_A(-3,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+17=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+23=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+29=0$

$_A(-3,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+35=0$

$_A(-3,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+12=0$

$_A(-3,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+15=0$

$_A(-3,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+21=0$

$_A(-3,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+24=0$

$_A(-3,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+30=0$

$_A(-3,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+33=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+8=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+11=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+14=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+17=0$

$_A(-3,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+20=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+23=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+26=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+29=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+7=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+13=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+19=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+25=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+31=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+9=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+12=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+18=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+21=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+27=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+30=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+11=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+17=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+23=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+29=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+35=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+13=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+16=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+19=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+22=0$

$_A(-3,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+28=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+31=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+34=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+37=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+15=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+27=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+33=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+17=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+20=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+23=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+26=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+29=0$

$_A(-3,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+32=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+38=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+41=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+19=0$

$_A(-3,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+25=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+31=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+37=0$

$_A(-3,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+43=0$

$_A(-3,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+21=0$

$_A(-3,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+24=0$

$_A(-3,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+30=0$

$_A(-3,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+33=0$

$_A(-3,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+39=0$

$_A(-3,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+42=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+12=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+15=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+18=0$

$_A(-3,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+21=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+24=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+27=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+30=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+15=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+21=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+27=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+33=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+12=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+15=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+21=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+24=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+30=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+33=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+15=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+21=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+27=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+33=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+39=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+18=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+21=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+24=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+27=0$

$_A(-3,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+33=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+36=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+39=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+42=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+21=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+33=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+39=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+24=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+27=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+30=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+33=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+36=0$

$_A(-3,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+39=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+45=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+48=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+27=0$

$_A(-3,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+33=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+39=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+45=0$

$_A(-3,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+51=0$

$_A(-3,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+30=0$

$_A(-3,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+33=0$

$_A(-3,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+39=0$

$_A(-3,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+42=0$

$_A(-3,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+48=0$

$_A(-3,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+51=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+10=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+13=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+16=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+19=0$

$_A(-3,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+22=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+25=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+28=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+31=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+17=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+23=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+29=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+35=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+15=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+18=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+24=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+27=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+33=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+36=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+19=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+25=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+31=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+37=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+43=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+23=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+26=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+29=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+32=0$

$_A(-3,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+38=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+41=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+44=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+47=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+27=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+39=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+45=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+31=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+34=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+37=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+40=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+43=0$

$_A(-3,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+46=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+52=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+55=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+35=0$

$_A(-3,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+41=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+47=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+53=0$

$_A(-3,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+59=0$

$_A(-3,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+39=0$

$_A(-3,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+42=0$

$_A(-3,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+48=0$

$_A(-3,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+51=0$

$_A(-3,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+57=0$

$_A(-3,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+60=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+14=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+17=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+20=0$

$_A(-3,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+23=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+26=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+29=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+32=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+13=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+19=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+25=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+31=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+37=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+18=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+21=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+27=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+30=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+36=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+39=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+23=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+29=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+35=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+41=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+47=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+28=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+31=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+34=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+37=0$

$_A(-3,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+43=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+46=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+49=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+52=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+33=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+45=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+51=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+38=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+41=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+44=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+47=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+50=0$

$_A(-3,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+53=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+59=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+62=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+43=0$

$_A(-3,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+49=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+55=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+61=0$

$_A(-3,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+67=0$

$_A(-3,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+48=0$

$_A(-3,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+51=0$

$_A(-3,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+57=0$

$_A(-3,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+60=0$

$_A(-3,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+66=0$

$_A(-3,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+69=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+12=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+15=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+18=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+21=0$

$_A(-3,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+24=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+27=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+30=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+33=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+15=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+21=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+27=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+33=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+39=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+21=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+24=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+30=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+33=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+39=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+42=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+27=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+33=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+39=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+45=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+51=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+33=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+36=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+39=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+42=0$

$_A(-3,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+48=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+51=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+54=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+57=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+39=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+51=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+57=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+45=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+48=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+51=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+54=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+57=0$

$_A(-3,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+60=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+66=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+69=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+51=0$

$_A(-3,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+57=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+63=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+69=0$

$_A(-3,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+75=0$

$_A(-3,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+57=0$

$_A(-3,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+60=0$

$_A(-3,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+66=0$

$_A(-3,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+69=0$

$_A(-3,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+75=0$

$_A(-3,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+78=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+13=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+16=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+19=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+22=0$

$_A(-3,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+25=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+28=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+31=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+34=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+17=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+23=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+29=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+35=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+41=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+24=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+27=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+33=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+36=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+42=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+45=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+31=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+37=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+43=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+49=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+55=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+38=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+41=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+44=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+47=0$

$_A(-3,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+53=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+56=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+59=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+62=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+45=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+57=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+63=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+52=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+55=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+58=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+61=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+64=0$

$_A(-3,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+67=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+73=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+76=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+59=0$

$_A(-3,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+65=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+71=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+77=0$

$_A(-3,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+83=0$

$_A(-3,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+66=0$

$_A(-3,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+69=0$

$_A(-3,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+75=0$

$_A(-3,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+78=0$

$_A(-3,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+84=0$

$_A(-3,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+87=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+14=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+17=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+20=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+23=0$

$_A(-3,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+26=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+29=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+32=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+35=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+19=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+25=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+31=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+37=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+43=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+27=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+30=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+36=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+39=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+45=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+48=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+35=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+41=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+47=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+53=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+59=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+43=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+46=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+49=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+52=0$

$_A(-3,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+58=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+61=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+64=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+67=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+51=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+63=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+69=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+59=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+62=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+65=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+68=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+71=0$

$_A(-3,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+74=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+80=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+83=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+67=0$

$_A(-3,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+73=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+79=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+85=0$

$_A(-3,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+91=0$

$_A(-3,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+75=0$

$_A(-3,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+78=0$

$_A(-3,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+84=0$

$_A(-3,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+87=0$

$_A(-3,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+93=0$

$_A(-3,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+96=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+15=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+18=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+21=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+24=0$

$_A(-3,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+27=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+30=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+33=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+36=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+21=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+27=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+33=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+39=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+45=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+30=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+33=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+39=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+42=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+48=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+51=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+39=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+45=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+51=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+57=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+63=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+48=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+51=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+54=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+57=0$

$_A(-3,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+63=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+66=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+69=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+72=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+57=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+69=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+75=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+66=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+69=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+72=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+75=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+78=0$

$_A(-3,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+81=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+87=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+90=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+75=0$

$_A(-3,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+81=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+87=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+93=0$

$_A(-3,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+99=0$

$_A(-3,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+84=0$

$_A(-3,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+87=0$

$_A(-3,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+93=0$

$_A(-3,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+96=0$

$_A(-3,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+102=0$

$_A(-3,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+105=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+5=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+13=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+17=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+21=0$

$_A(-4,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+25=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+29=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+33=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+37=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+6=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+14=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+22=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+30=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+38=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+7=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+11=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+19=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+23=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+31=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+35=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+8=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+16=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+24=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+32=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+40=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+9=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+13=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+17=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+21=0$

$_A(-4,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+29=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+33=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+37=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+41=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+10=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+26=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+34=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+11=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+15=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+19=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+23=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+27=0$

$_A(-4,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+31=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+39=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+43=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+12=0$

$_A(-4,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+20=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+28=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+36=0$

$_A(-4,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+44=0$

$_A(-4,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+13=0$

$_A(-4,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+17=0$

$_A(-4,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+25=0$

$_A(-4,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+29=0$

$_A(-4,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+37=0$

$_A(-4,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+41=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+10=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+14=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+18=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+22=0$

$_A(-4,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+26=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+30=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+34=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+38=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+8=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+16=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+24=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+32=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+40=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+10=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+14=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+22=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+26=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+34=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+38=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+12=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+20=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+28=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+36=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+44=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+14=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+18=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+22=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+26=0$

$_A(-4,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+34=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+38=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+42=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+46=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+16=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+32=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+40=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+18=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+22=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+26=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+30=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+34=0$

$_A(-4,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+38=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+46=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+50=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+20=0$

$_A(-4,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+28=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+36=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+44=0$

$_A(-4,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+52=0$

$_A(-4,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+22=0$

$_A(-4,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+26=0$

$_A(-4,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+34=0$

$_A(-4,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+38=0$

$_A(-4,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+46=0$

$_A(-4,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+50=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+15=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+19=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+23=0$

$_A(-4,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+27=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+31=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+35=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+39=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+18=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+26=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+34=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+42=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+13=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+17=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+25=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+29=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+37=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+41=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+16=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+24=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+32=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+40=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+48=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+19=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+23=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+27=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+31=0$

$_A(-4,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+39=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+43=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+47=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+51=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+22=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+38=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+46=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+25=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+29=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+33=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+37=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+41=0$

$_A(-4,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+45=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+53=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+57=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+28=0$

$_A(-4,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+36=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+44=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+52=0$

$_A(-4,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+60=0$

$_A(-4,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+31=0$

$_A(-4,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+35=0$

$_A(-4,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+43=0$

$_A(-4,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+47=0$

$_A(-4,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+55=0$

$_A(-4,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+59=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+12=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+16=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+20=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+24=0$

$_A(-4,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+28=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+32=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+36=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+40=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+12=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+20=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+28=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+36=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+44=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+16=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+20=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+28=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+32=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+40=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+44=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+20=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+28=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+36=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+44=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+52=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+24=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+28=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+32=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+36=0$

$_A(-4,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+44=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+48=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+52=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+56=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+28=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+44=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+52=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+32=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+36=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+40=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+44=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+48=0$

$_A(-4,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+52=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+60=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+64=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+36=0$

$_A(-4,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+44=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+52=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+60=0$

$_A(-4,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+68=0$

$_A(-4,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+40=0$

$_A(-4,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+44=0$

$_A(-4,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+52=0$

$_A(-4,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+56=0$

$_A(-4,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+64=0$

$_A(-4,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+68=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+13=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+17=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+21=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+25=0$

$_A(-4,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+29=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+33=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+37=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+41=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+14=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+22=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+30=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+38=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+46=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+19=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+23=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+31=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+35=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+43=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+47=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+24=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+32=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+40=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+48=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+56=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+29=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+33=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+37=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+41=0$

$_A(-4,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+49=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+53=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+57=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+61=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+34=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+50=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+58=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+39=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+43=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+47=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+51=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+55=0$

$_A(-4,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+59=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+67=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+71=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+44=0$

$_A(-4,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+52=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+60=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+68=0$

$_A(-4,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+76=0$

$_A(-4,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+49=0$

$_A(-4,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+53=0$

$_A(-4,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+61=0$

$_A(-4,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+65=0$

$_A(-4,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+73=0$

$_A(-4,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+77=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+14=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+18=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+22=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+26=0$

$_A(-4,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+30=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+34=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+38=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+42=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+16=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+24=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+32=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+40=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+48=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+22=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+26=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+34=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+38=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+46=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+50=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+28=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+36=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+44=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+52=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+60=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+34=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+38=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+42=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+46=0$

$_A(-4,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+54=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+58=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+62=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+66=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+40=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+56=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+64=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+46=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+50=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+54=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+58=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+62=0$

$_A(-4,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+66=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+74=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+78=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+52=0$

$_A(-4,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+60=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+68=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+76=0$

$_A(-4,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+84=0$

$_A(-4,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+58=0$

$_A(-4,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+62=0$

$_A(-4,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+70=0$

$_A(-4,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+74=0$

$_A(-4,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+82=0$

$_A(-4,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+86=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+15=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+19=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+23=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+27=0$

$_A(-4,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+31=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+35=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+39=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+43=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+18=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+26=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+34=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+42=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+50=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+25=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+29=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+37=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+41=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+49=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+53=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+32=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+40=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+48=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+56=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+64=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+39=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+43=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+47=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+51=0$

$_A(-4,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+59=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+63=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+67=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+71=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+46=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+62=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+70=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+53=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+57=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+61=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+65=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+69=0$

$_A(-4,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+73=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+81=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+85=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+60=0$

$_A(-4,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+68=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+76=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+84=0$

$_A(-4,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+92=0$

$_A(-4,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+67=0$

$_A(-4,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+71=0$

$_A(-4,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+79=0$

$_A(-4,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+83=0$

$_A(-4,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+91=0$

$_A(-4,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+95=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+16=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+20=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+24=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+28=0$

$_A(-4,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+32=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+36=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+40=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+44=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+20=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+28=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+36=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+44=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+52=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+28=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+32=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+40=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+44=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+52=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+56=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+36=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+44=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+52=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+60=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+68=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+44=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+48=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+52=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+56=0$

$_A(-4,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+64=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+68=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+72=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+76=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+52=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+68=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+76=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+60=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+64=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+68=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+72=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+76=0$

$_A(-4,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+80=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+88=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+92=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+68=0$

$_A(-4,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+76=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+84=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+92=0$

$_A(-4,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+100=0$

$_A(-4,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+76=0$

$_A(-4,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+80=0$

$_A(-4,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+88=0$

$_A(-4,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+92=0$

$_A(-4,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+100=0$

$_A(-4,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+104=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+17=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+21=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+25=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+29=0$

$_A(-4,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+33=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+37=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+41=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+45=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+22=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+30=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+38=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+46=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+54=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+31=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+35=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+43=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+47=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+55=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+59=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+40=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+48=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+56=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+64=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+72=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+49=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+53=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+57=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+61=0$

$_A(-4,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+69=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+73=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+77=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+81=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+58=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+74=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+82=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+67=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+71=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+75=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+79=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+83=0$

$_A(-4,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+87=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+95=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+99=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+76=0$

$_A(-4,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+84=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+92=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+100=0$

$_A(-4,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+108=0$

$_A(-4,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+85=0$

$_A(-4,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+89=0$

$_A(-4,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+97=0$

$_A(-4,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+101=0$

$_A(-4,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+109=0$

$_A(-4,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+113=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+6=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+16=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+21=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+26=0$

$_A(-5,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+31=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+36=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+41=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+46=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+7=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+17=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+27=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+37=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+47=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+8=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+13=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+23=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+28=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+38=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+43=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+9=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+19=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+29=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+39=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+49=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+10=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+15=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+20=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+25=0$

$_A(-5,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+35=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+40=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+45=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+50=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+11=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+31=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+41=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+12=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+17=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+22=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+27=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+32=0$

$_A(-5,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+37=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+47=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+52=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+13=0$

$_A(-5,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+23=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+33=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+43=0$

$_A(-5,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+53=0$

$_A(-5,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+14=0$

$_A(-5,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+19=0$

$_A(-5,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+29=0$

$_A(-5,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+34=0$

$_A(-5,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+44=0$

$_A(-5,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+49=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+12=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+17=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+22=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+27=0$

$_A(-5,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+32=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+37=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+42=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+47=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+19=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+29=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+39=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+49=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+11=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+16=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+26=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+31=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+41=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+46=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+13=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+23=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+33=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+43=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+53=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+15=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+20=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+25=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+30=0$

$_A(-5,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+40=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+45=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+50=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+55=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+17=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+37=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+47=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+19=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+24=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+29=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+34=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+39=0$

$_A(-5,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+44=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+54=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+59=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+21=0$

$_A(-5,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+31=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+41=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+51=0$

$_A(-5,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+61=0$

$_A(-5,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+23=0$

$_A(-5,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+28=0$

$_A(-5,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+38=0$

$_A(-5,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+43=0$

$_A(-5,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+53=0$

$_A(-5,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+58=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+13=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+18=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+23=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+28=0$

$_A(-5,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+33=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+38=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+43=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+48=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+21=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+31=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+41=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+51=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+14=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+19=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+29=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+34=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+44=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+49=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+17=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+27=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+37=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+47=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+57=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+20=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+25=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+30=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+35=0$

$_A(-5,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+45=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+50=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+55=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+60=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+23=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+43=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+53=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+26=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+31=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+36=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+41=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+46=0$

$_A(-5,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+51=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+61=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+66=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+29=0$

$_A(-5,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+39=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+49=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+59=0$

$_A(-5,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+69=0$

$_A(-5,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+32=0$

$_A(-5,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+37=0$

$_A(-5,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+47=0$

$_A(-5,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+52=0$

$_A(-5,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+62=0$

$_A(-5,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+67=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+14=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+19=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+24=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+29=0$

$_A(-5,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+34=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+39=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+44=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+49=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+13=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+23=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+33=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+43=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+53=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+17=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+22=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+32=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+37=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+47=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+52=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+21=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+31=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+41=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+51=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+61=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+25=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+30=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+35=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+40=0$

$_A(-5,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+50=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+55=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+60=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+65=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+29=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+49=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+59=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+33=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+38=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+43=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+48=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+53=0$

$_A(-5,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+58=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+68=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+73=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+37=0$

$_A(-5,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+47=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+57=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+67=0$

$_A(-5,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+77=0$

$_A(-5,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+41=0$

$_A(-5,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+46=0$

$_A(-5,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+56=0$

$_A(-5,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+61=0$

$_A(-5,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+71=0$

$_A(-5,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+76=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+15=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+20=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+25=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+30=0$

$_A(-5,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+35=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+40=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+45=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+50=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+15=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+25=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+35=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+45=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+55=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+20=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+25=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+35=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+40=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+50=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+55=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+25=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+35=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+45=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+55=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+65=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+30=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+35=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+40=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+45=0$

$_A(-5,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+55=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+60=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+65=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+70=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+35=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+55=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+65=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+40=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+45=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+50=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+55=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+60=0$

$_A(-5,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+65=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+75=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+80=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+45=0$

$_A(-5,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+55=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+65=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+75=0$

$_A(-5,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+85=0$

$_A(-5,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+50=0$

$_A(-5,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+55=0$

$_A(-5,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+65=0$

$_A(-5,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+70=0$

$_A(-5,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+80=0$

$_A(-5,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+85=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+16=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+21=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+26=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+31=0$

$_A(-5,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+36=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+41=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+46=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+51=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+17=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+27=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+37=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+47=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+57=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+23=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+28=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+38=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+43=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+53=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+58=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+29=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+39=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+49=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+59=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+69=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+35=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+40=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+45=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+50=0$

$_A(-5,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+60=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+65=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+70=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+75=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+41=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+61=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+71=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+47=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+52=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+57=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+62=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+67=0$

$_A(-5,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+72=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+82=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+87=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+53=0$

$_A(-5,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+63=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+73=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+83=0$

$_A(-5,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+93=0$

$_A(-5,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+59=0$

$_A(-5,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+64=0$

$_A(-5,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+74=0$

$_A(-5,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+79=0$

$_A(-5,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+89=0$

$_A(-5,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+94=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+17=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+22=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+27=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+32=0$

$_A(-5,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+37=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+42=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+47=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+52=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+19=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+29=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+39=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+49=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+59=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+26=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+31=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+41=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+46=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+56=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+61=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+33=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+43=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+53=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+63=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+73=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+40=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+45=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+50=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+55=0$

$_A(-5,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+65=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+70=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+75=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+80=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+47=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+67=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+77=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+54=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+59=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+64=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+69=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+74=0$

$_A(-5,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+79=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+89=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+94=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+61=0$

$_A(-5,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+71=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+81=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+91=0$

$_A(-5,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+101=0$

$_A(-5,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+68=0$

$_A(-5,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+73=0$

$_A(-5,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+83=0$

$_A(-5,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+88=0$

$_A(-5,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+98=0$

$_A(-5,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+103=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+18=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+23=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+28=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+33=0$

$_A(-5,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+38=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+43=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+48=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+53=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+21=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+31=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+41=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+51=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+61=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+29=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+34=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+44=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+49=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+59=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+64=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+37=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+47=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+57=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+67=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+77=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+45=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+50=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+55=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+60=0$

$_A(-5,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+70=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+75=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+80=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+85=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+53=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+73=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+83=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+61=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+66=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+71=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+76=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+81=0$

$_A(-5,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+86=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+96=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+101=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+69=0$

$_A(-5,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+79=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+89=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+99=0$

$_A(-5,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+109=0$

$_A(-5,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+77=0$

$_A(-5,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+82=0$

$_A(-5,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+92=0$

$_A(-5,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+97=0$

$_A(-5,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+107=0$

$_A(-5,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+112=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+19=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+24=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+29=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+34=0$

$_A(-5,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+39=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+44=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+49=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+54=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+23=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+33=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+43=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+53=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+63=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+32=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+37=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+47=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+52=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+62=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+67=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+41=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+51=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+61=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+71=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+81=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+50=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+55=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+60=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+65=0$

$_A(-5,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+75=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+80=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+85=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+90=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+59=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+79=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+89=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+68=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+73=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+78=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+83=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+88=0$

$_A(-5,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+93=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+103=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+108=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+77=0$

$_A(-5,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+87=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+97=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+107=0$

$_A(-5,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+117=0$

$_A(-5,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+86=0$

$_A(-5,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+91=0$

$_A(-5,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+101=0$

$_A(-5,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+106=0$

$_A(-5,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+116=0$

$_A(-5,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+121=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+7=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+13=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+19=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+25=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+31=0$

$_A(-6,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+37=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+43=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+49=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+55=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+8=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+20=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+32=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+44=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+56=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+9=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+15=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+27=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+33=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+45=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+51=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+10=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+22=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+34=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+46=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+58=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+11=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+17=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+23=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+29=0$

$_A(-6,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+41=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+47=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+53=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+59=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+12=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+36=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+48=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+13=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+19=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+25=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+31=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+37=0$

$_A(-6,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+43=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+55=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+61=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+14=0$

$_A(-6,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+26=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+38=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+50=0$

$_A(-6,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+62=0$

$_A(-6,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+15=0$

$_A(-6,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+21=0$

$_A(-6,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+33=0$

$_A(-6,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+39=0$

$_A(-6,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+51=0$

$_A(-6,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+57=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+14=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+20=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+26=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+32=0$

$_A(-6,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+38=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+44=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+50=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+56=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+22=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+34=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+46=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+58=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+12=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+18=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+30=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+36=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+48=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+54=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+14=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+26=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+38=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+50=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+62=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+16=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+22=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+28=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+34=0$

$_A(-6,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+46=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+52=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+58=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+64=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+18=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+42=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+54=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+20=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+26=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+32=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+38=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+44=0$

$_A(-6,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+50=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+62=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+68=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+22=0$

$_A(-6,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+34=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+46=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+58=0$

$_A(-6,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+70=0$

$_A(-6,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+24=0$

$_A(-6,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+30=0$

$_A(-6,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+42=0$

$_A(-6,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+48=0$

$_A(-6,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+60=0$

$_A(-6,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+66=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+15=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+21=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+27=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+33=0$

$_A(-6,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+39=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+45=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+51=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+57=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+12=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+24=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+36=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+48=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+60=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+15=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+21=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+33=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+39=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+51=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+57=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+18=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+30=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+42=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+54=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+66=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+21=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+27=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+33=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+39=0$

$_A(-6,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+51=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+57=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+63=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+69=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+24=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+48=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+60=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+27=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+33=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+39=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+45=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+51=0$

$_A(-6,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+57=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+69=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+75=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+30=0$

$_A(-6,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+42=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+54=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+66=0$

$_A(-6,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+78=0$

$_A(-6,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+33=0$

$_A(-6,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+39=0$

$_A(-6,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+51=0$

$_A(-6,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+57=0$

$_A(-6,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+69=0$

$_A(-6,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+75=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+16=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+22=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+28=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+34=0$

$_A(-6,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+40=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+46=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+52=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+58=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+14=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+26=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+38=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+50=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+62=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+18=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+24=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+36=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+42=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+54=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+60=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+22=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+34=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+46=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+58=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+70=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+26=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+32=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+38=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+44=0$

$_A(-6,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+56=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+62=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+68=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+74=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+30=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+54=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+66=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+34=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+40=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+46=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+52=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+58=0$

$_A(-6,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+64=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+76=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+82=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+38=0$

$_A(-6,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+50=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+62=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+74=0$

$_A(-6,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+86=0$

$_A(-6,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+42=0$

$_A(-6,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+48=0$

$_A(-6,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+60=0$

$_A(-6,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+66=0$

$_A(-6,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+78=0$

$_A(-6,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+84=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+17=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+23=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+29=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+35=0$

$_A(-6,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+41=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+47=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+53=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+59=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+16=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+28=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+40=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+52=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+64=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+21=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+27=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+39=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+45=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+57=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+63=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+26=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+38=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+50=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+62=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+74=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+31=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+37=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+43=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+49=0$

$_A(-6,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+61=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+67=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+73=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+79=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+36=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+60=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+72=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+41=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+47=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+53=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+59=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+65=0$

$_A(-6,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+71=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+83=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+89=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+46=0$

$_A(-6,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+58=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+70=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+82=0$

$_A(-6,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+94=0$

$_A(-6,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+51=0$

$_A(-6,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+57=0$

$_A(-6,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+69=0$

$_A(-6,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+75=0$

$_A(-6,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+87=0$

$_A(-6,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+93=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+18=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+24=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+30=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+36=0$

$_A(-6,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+42=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+48=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+54=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+60=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+18=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+30=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+42=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+54=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+66=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+24=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+30=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+42=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+48=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+60=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+66=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+30=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+42=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+54=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+66=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+78=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+36=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+42=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+48=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+54=0$

$_A(-6,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+66=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+72=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+78=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+84=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+42=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+66=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+78=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+48=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+54=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+60=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+66=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+72=0$

$_A(-6,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+78=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+90=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+96=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+54=0$

$_A(-6,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+66=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+78=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+90=0$

$_A(-6,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+102=0$

$_A(-6,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+60=0$

$_A(-6,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+66=0$

$_A(-6,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+78=0$

$_A(-6,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+84=0$

$_A(-6,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+96=0$

$_A(-6,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+102=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+19=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+25=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+31=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+37=0$

$_A(-6,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+43=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+49=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+55=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+61=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+20=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+32=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+44=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+56=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+68=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+27=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+33=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+45=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+51=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+63=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+69=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+34=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+46=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+58=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+70=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+82=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+41=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+47=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+53=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+59=0$

$_A(-6,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+71=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+77=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+83=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+89=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+48=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+72=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+84=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+55=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+61=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+67=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+73=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+79=0$

$_A(-6,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+85=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+97=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+103=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+62=0$

$_A(-6,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+74=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+86=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+98=0$

$_A(-6,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+110=0$

$_A(-6,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+69=0$

$_A(-6,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+75=0$

$_A(-6,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+87=0$

$_A(-6,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+93=0$

$_A(-6,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+105=0$

$_A(-6,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+111=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+20=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+26=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+32=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+38=0$

$_A(-6,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+44=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+50=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+56=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+62=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+22=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+34=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+46=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+58=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+70=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+30=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+36=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+48=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+54=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+66=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+72=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+38=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+50=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+62=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+74=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+86=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+46=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+52=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+58=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+64=0$

$_A(-6,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+76=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+82=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+88=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+94=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+54=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+78=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+90=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+62=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+68=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+74=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+80=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+86=0$

$_A(-6,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+92=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+104=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+110=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+70=0$

$_A(-6,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+82=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+94=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+106=0$

$_A(-6,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+118=0$

$_A(-6,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+78=0$

$_A(-6,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+84=0$

$_A(-6,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+96=0$

$_A(-6,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+102=0$

$_A(-6,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+114=0$

$_A(-6,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+120=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+21=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+27=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+33=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+39=0$

$_A(-6,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+45=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+51=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+57=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+63=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+24=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+36=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+48=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+60=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+72=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+33=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+39=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+51=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+57=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+69=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+75=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+42=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+54=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+66=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+78=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+90=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+51=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+57=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+63=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+69=0$

$_A(-6,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+81=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+87=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+93=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+99=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+60=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+84=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+96=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+69=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+75=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+81=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+87=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+93=0$

$_A(-6,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+99=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+111=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+117=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+78=0$

$_A(-6,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+90=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+102=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+114=0$

$_A(-6,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+126=0$

$_A(-6,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+87=0$

$_A(-6,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+93=0$

$_A(-6,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+105=0$

$_A(-6,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+111=0$

$_A(-6,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+123=0$

$_A(-6,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+129=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+8=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+15=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+22=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+29=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+36=0$

$_A(-7,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+43=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+50=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+57=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+64=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+9=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+23=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+37=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+51=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+65=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+10=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+17=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+31=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+38=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+52=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+59=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+11=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+25=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+39=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+53=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+67=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+12=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+19=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+26=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+33=0$

$_A(-7,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+47=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+54=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+61=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+68=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+13=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+41=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+55=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+14=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+21=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+28=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+35=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+42=0$

$_A(-7,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+49=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+63=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+70=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+15=0$

$_A(-7,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+29=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+43=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+57=0$

$_A(-7,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+71=0$

$_A(-7,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+16=0$

$_A(-7,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+23=0$

$_A(-7,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+37=0$

$_A(-7,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+44=0$

$_A(-7,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+58=0$

$_A(-7,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+65=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+16=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+23=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+30=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+37=0$

$_A(-7,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+44=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+51=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+58=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+65=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+11=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+25=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+39=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+53=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+67=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+13=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+20=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+34=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+41=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+55=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+62=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+15=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+29=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+43=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+57=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+71=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+17=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+24=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+31=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+38=0$

$_A(-7,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+52=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+59=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+66=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+73=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+19=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+47=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+61=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+21=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+28=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+35=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+42=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+49=0$

$_A(-7,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+56=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+70=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+77=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+23=0$

$_A(-7,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+37=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+51=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+65=0$

$_A(-7,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+79=0$

$_A(-7,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+25=0$

$_A(-7,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+32=0$

$_A(-7,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+46=0$

$_A(-7,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+53=0$

$_A(-7,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+67=0$

$_A(-7,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+74=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+17=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+24=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+31=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+38=0$

$_A(-7,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+45=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+52=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+59=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+66=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+13=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+27=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+41=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+55=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+69=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+16=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+23=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+37=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+44=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+58=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+65=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+19=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+33=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+47=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+61=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+75=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+22=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+29=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+36=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+43=0$

$_A(-7,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+57=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+64=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+71=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+78=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+25=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+53=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+67=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+28=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+35=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+42=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+49=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+56=0$

$_A(-7,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+63=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+77=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+84=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+31=0$

$_A(-7,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+45=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+59=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+73=0$

$_A(-7,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+87=0$

$_A(-7,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+34=0$

$_A(-7,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+41=0$

$_A(-7,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+55=0$

$_A(-7,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+62=0$

$_A(-7,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+76=0$

$_A(-7,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+83=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+18=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+25=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+32=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+39=0$

$_A(-7,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+46=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+53=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+60=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+67=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+15=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+29=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+43=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+57=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+71=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+19=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+26=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+40=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+47=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+61=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+68=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+23=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+37=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+51=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+65=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+79=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+27=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+34=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+41=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+48=0$

$_A(-7,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+62=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+69=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+76=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+83=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+31=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+59=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+73=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+35=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+42=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+49=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+56=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+63=0$

$_A(-7,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+70=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+84=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+91=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+39=0$

$_A(-7,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+53=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+67=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+81=0$

$_A(-7,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+95=0$

$_A(-7,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+43=0$

$_A(-7,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+50=0$

$_A(-7,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+64=0$

$_A(-7,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+71=0$

$_A(-7,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+85=0$

$_A(-7,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+92=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+19=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+26=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+33=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+40=0$

$_A(-7,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+47=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+54=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+61=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+68=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+17=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+31=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+45=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+59=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+73=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+22=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+29=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+43=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+50=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+64=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+71=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+27=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+41=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+55=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+69=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+83=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+32=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+39=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+46=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+53=0$

$_A(-7,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+67=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+74=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+81=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+88=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+37=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+65=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+79=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+42=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+49=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+56=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+63=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+70=0$

$_A(-7,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+77=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+91=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+98=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+47=0$

$_A(-7,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+61=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+75=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+89=0$

$_A(-7,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+103=0$

$_A(-7,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+52=0$

$_A(-7,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+59=0$

$_A(-7,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+73=0$

$_A(-7,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+80=0$

$_A(-7,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+94=0$

$_A(-7,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+101=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+20=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+27=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+34=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+41=0$

$_A(-7,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+48=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+55=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+62=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+69=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+19=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+33=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+47=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+61=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+75=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+25=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+32=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+46=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+53=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+67=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+74=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+31=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+45=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+59=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+73=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+87=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+37=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+44=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+51=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+58=0$

$_A(-7,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+72=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+79=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+86=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+93=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+43=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+71=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+85=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+49=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+56=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+63=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+70=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+77=0$

$_A(-7,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+84=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+98=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+105=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+55=0$

$_A(-7,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+69=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+83=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+97=0$

$_A(-7,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+111=0$

$_A(-7,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+61=0$

$_A(-7,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+68=0$

$_A(-7,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+82=0$

$_A(-7,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+89=0$

$_A(-7,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+103=0$

$_A(-7,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+110=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+21=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+28=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+35=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+42=0$

$_A(-7,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+49=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+56=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+63=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+70=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+21=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+35=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+49=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+63=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+77=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+28=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+35=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+49=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+56=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+70=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+77=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+35=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+49=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+63=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+77=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+91=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+42=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+49=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+56=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+63=0$

$_A(-7,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+77=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+84=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+91=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+98=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+49=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+77=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+91=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+56=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+63=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+70=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+77=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+84=0$

$_A(-7,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+91=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+105=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+112=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+63=0$

$_A(-7,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+77=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+91=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+105=0$

$_A(-7,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+119=0$

$_A(-7,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+70=0$

$_A(-7,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+77=0$

$_A(-7,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+91=0$

$_A(-7,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+98=0$

$_A(-7,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+112=0$

$_A(-7,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+119=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+22=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+29=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+36=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+43=0$

$_A(-7,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+50=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+57=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+64=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+71=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+23=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+37=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+51=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+65=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+79=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+31=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+38=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+52=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+59=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+73=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+80=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+39=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+53=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+67=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+81=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+95=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+47=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+54=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+61=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+68=0$

$_A(-7,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+82=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+89=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+96=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+103=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+55=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+83=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+97=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+63=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+70=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+77=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+84=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+91=0$

$_A(-7,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+98=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+112=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+119=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+71=0$

$_A(-7,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+85=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+99=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+113=0$

$_A(-7,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+127=0$

$_A(-7,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+79=0$

$_A(-7,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+86=0$

$_A(-7,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+100=0$

$_A(-7,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+107=0$

$_A(-7,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+121=0$

$_A(-7,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+128=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+23=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+30=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+37=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+44=0$

$_A(-7,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+51=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+58=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+65=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+72=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+25=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+39=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+53=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+67=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+81=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+34=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+41=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+55=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+62=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+76=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+83=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+43=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+57=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+71=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+85=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+99=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+52=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+59=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+66=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+73=0$

$_A(-7,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+87=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+94=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+101=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+108=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+61=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+89=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+103=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+70=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+77=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+84=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+91=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+98=0$

$_A(-7,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+105=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+119=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+126=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+79=0$

$_A(-7,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+93=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+107=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+121=0$

$_A(-7,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+135=0$

$_A(-7,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+88=0$

$_A(-7,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+95=0$

$_A(-7,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+109=0$

$_A(-7,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+116=0$

$_A(-7,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+130=0$

$_A(-7,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+137=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+9=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+17=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+25=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+33=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+41=0$

$_A(-8,\,-1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+49=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+57=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+65=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+73=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+10=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+26=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+42=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+58=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+74=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+11=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+19=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+35=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+43=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+59=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+67=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+12=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+28=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+44=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+60=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+76=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+13=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+21=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+29=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+37=0$

$_A(-8,\,-1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+53=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+61=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+69=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+77=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+14=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+46=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+62=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+15=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+23=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+31=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+39=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+47=0$

$_A(-8,\,-1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+55=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+71=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+79=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+16=0$

$_A(-8,\,-1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+32=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+48=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+64=0$

$_A(-8,\,-1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+80=0$

$_A(-8,\,-1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+17=0$

$_A(-8,\,-1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+25=0$

$_A(-8,\,-1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+41=0$

$_A(-8,\,-1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+49=0$

$_A(-8,\,-1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+65=0$

$_A(-8,\,-1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+73=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+18=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+26=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+34=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+42=0$

$_A(-8,\,-2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+50=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+58=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+66=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+74=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+12=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+28=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+44=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+60=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+76=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+14=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+22=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+38=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+46=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+62=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+70=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+16=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+32=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+48=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+64=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+80=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+18=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+26=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+34=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+42=0$

$_A(-8,\,-2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+58=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+66=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+74=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+82=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+20=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+52=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+68=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+22=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+30=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+38=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+46=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+54=0$

$_A(-8,\,-2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+62=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+78=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+86=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+24=0$

$_A(-8,\,-2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+40=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+56=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+72=0$

$_A(-8,\,-2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+88=0$

$_A(-8,\,-2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+26=0$

$_A(-8,\,-2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+34=0$

$_A(-8,\,-2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+50=0$

$_A(-8,\,-2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+58=0$

$_A(-8,\,-2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+74=0$

$_A(-8,\,-2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+82=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+19=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+27=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+35=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+43=0$

$_A(-8,\,-3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+51=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+59=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+67=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+75=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+14=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+30=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+46=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+62=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+78=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+17=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+25=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+41=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+49=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+65=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+73=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+20=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+36=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+52=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+68=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+84=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+23=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+31=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+39=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+47=0$

$_A(-8,\,-3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+63=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+71=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+79=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+87=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+26=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+58=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+74=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+29=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+37=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+45=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+53=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+61=0$

$_A(-8,\,-3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+69=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+85=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+93=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+32=0$

$_A(-8,\,-3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+48=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+64=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+80=0$

$_A(-8,\,-3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+96=0$

$_A(-8,\,-3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+35=0$

$_A(-8,\,-3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+43=0$

$_A(-8,\,-3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+59=0$

$_A(-8,\,-3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+67=0$

$_A(-8,\,-3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+83=0$

$_A(-8,\,-3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+91=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+20=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+28=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+36=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+44=0$

$_A(-8,\,-4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+52=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+60=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+68=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+76=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+16=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+32=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+48=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+64=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+80=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+20=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+28=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+44=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+52=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+68=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+76=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+24=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+40=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+56=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+72=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+88=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+28=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+36=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+44=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+52=0$

$_A(-8,\,-4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+68=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+76=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+84=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+92=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+32=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+64=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+80=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+36=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+44=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+52=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+60=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+68=0$

$_A(-8,\,-4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+76=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+92=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+100=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+40=0$

$_A(-8,\,-4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+56=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+72=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+88=0$

$_A(-8,\,-4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+104=0$

$_A(-8,\,-4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+44=0$

$_A(-8,\,-4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+52=0$

$_A(-8,\,-4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+68=0$

$_A(-8,\,-4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+76=0$

$_A(-8,\,-4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+92=0$

$_A(-8,\,-4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+100=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+21=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+29=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+37=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+45=0$

$_A(-8,\,-5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+53=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+61=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+69=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+77=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+18=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+34=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+50=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+66=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+82=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+23=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+31=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+47=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+55=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+71=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+79=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+28=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+44=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+60=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+76=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+92=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+33=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+41=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+49=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+57=0$

$_A(-8,\,-5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+73=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+81=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+89=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+97=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+38=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+70=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+86=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+43=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+51=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+59=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+67=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+75=0$

$_A(-8,\,-5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+83=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+99=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+107=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+48=0$

$_A(-8,\,-5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+64=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+80=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+96=0$

$_A(-8,\,-5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+112=0$

$_A(-8,\,-5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+53=0$

$_A(-8,\,-5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+61=0$

$_A(-8,\,-5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+77=0$

$_A(-8,\,-5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+85=0$

$_A(-8,\,-5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+101=0$

$_A(-8,\,-5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+109=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+22=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+30=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+38=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+46=0$

$_A(-8,\,-6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+54=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+62=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+70=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+78=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+20=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+36=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+52=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+68=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+84=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+26=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+34=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+50=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+58=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+74=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+82=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+32=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+48=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+64=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+80=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+96=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+38=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+46=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+54=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+62=0$

$_A(-8,\,-6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+78=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+86=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+94=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+102=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+44=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+76=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+92=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+50=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+58=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+66=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+74=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+82=0$

$_A(-8,\,-6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+90=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+106=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+114=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+56=0$

$_A(-8,\,-6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+72=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+88=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+104=0$

$_A(-8,\,-6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+120=0$

$_A(-8,\,-6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+62=0$

$_A(-8,\,-6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+70=0$

$_A(-8,\,-6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+86=0$

$_A(-8,\,-6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+94=0$

$_A(-8,\,-6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+110=0$

$_A(-8,\,-6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+118=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+23=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+31=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+39=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+47=0$

$_A(-8,\,-7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+55=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+63=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+71=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+79=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+22=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+38=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+54=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+70=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+86=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+29=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+37=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+53=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+61=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+77=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+85=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+36=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+52=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+68=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+84=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+100=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+43=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+51=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+59=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+67=0$

$_A(-8,\,-7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+83=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+91=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+99=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+107=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+50=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+82=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+98=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+57=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+65=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+73=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+81=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+89=0$

$_A(-8,\,-7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+97=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+113=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+121=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+64=0$

$_A(-8,\,-7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+80=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+96=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+112=0$

$_A(-8,\,-7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+128=0$

$_A(-8,\,-7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+71=0$

$_A(-8,\,-7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+79=0$

$_A(-8,\,-7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+95=0$

$_A(-8,\,-7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+103=0$

$_A(-8,\,-7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+119=0$

$_A(-8,\,-7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+127=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+24=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+32=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+40=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+48=0$

$_A(-8,\,-8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+56=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+64=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+72=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+80=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+24=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+40=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+56=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+72=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+88=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+32=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+40=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+56=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+64=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+80=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+88=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+40=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+56=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+72=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+88=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+104=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+48=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+56=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+64=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+72=0$

$_A(-8,\,-8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+88=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+96=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+104=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+112=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+56=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+88=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+104=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+64=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+72=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+80=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+88=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+96=0$

$_A(-8,\,-8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+104=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+120=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+128=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+72=0$

$_A(-8,\,-8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+88=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+104=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+120=0$

$_A(-8,\,-8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+136=0$

$_A(-8,\,-8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+80=0$

$_A(-8,\,-8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+88=0$

$_A(-8,\,-8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+104=0$

$_A(-8,\,-8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+112=0$

$_A(-8,\,-8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+128=0$

$_A(-8,\,-8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+136=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+25=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+33=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+41=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+49=0$

$_A(-8,\,-9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+57=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+65=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+73=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+81=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+26=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+42=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+58=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+74=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+90=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+35=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+43=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+59=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+67=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+83=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+91=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+44=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+60=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+76=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+92=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+108=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+53=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+61=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+69=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+77=0$

$_A(-8,\,-9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+93=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+101=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+109=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+117=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+62=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+94=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+110=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+71=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+79=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+87=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+95=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+103=0$

$_A(-8,\,-9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+111=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+127=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+135=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y+80=0$

$_A(-8,\,-9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+96=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+112=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+128=0$

$_A(-8,\,-9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+144=0$

$_A(-8,\,-9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y+89=0$

$_A(-8,\,-9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+97=0$

$_A(-8,\,-9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+113=0$

$_A(-8,\,-9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+121=0$

$_A(-8,\,-9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+137=0$

$_A(-8,\,-9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+145=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+2=0$

$_A(-1,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+3=0$

$_A(-1,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+4=0$

$_A(-1,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+5=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+6=0$

$_A(-1,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+7=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+8=0$

$_A(-1,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+9=0$

$_A(-1,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+10=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+3=0$

$_A(-1,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+5=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+7=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+9=0$

$_A(-1,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+11=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+4=0$

$_A(-1,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+5=0$

$_A(-1,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+7=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+8=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+10=0$

$_A(-1,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+11=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+5=0$

$_A(-1,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+7=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+9=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+11=0$

$_A(-1,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+13=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+6=0$

$_A(-1,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+7=0$

$_A(-1,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+8=0$

$_A(-1,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+9=0$

$_A(-1,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+11=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+12=0$

$_A(-1,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+13=0$

$_A(-1,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+14=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+7=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+11=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+13=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+8=0$

$_A(-1,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+9=0$

$_A(-1,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+10=0$

$_A(-1,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+11=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+12=0$

$_A(-1,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+13=0$

$_A(-1,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+15=0$

$_A(-1,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+16=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+9=0$

$_A(-1,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+11=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+13=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+15=0$

$_A(-1,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+17=0$

$_A(-1,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+10=0$

$_A(-1,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+11=0$

$_A(-1,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+13=0$

$_A(-1,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+14=0$

$_A(-1,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+16=0$

$_A(-1,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+17=0$

$_A(-1,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+4=0$

$_A(-1,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+5=0$

$_A(-1,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+6=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+7=0$

$_A(-1,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+8=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+9=0$

$_A(-1,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+10=0$

$_A(-1,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+11=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(-1,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+7=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+9=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+11=0$

$_A(-1,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+13=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+7=0$

$_A(-1,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+8=0$

$_A(-1,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+10=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+11=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+13=0$

$_A(-1,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+14=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+9=0$

$_A(-1,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+11=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+13=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+15=0$

$_A(-1,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+17=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+11=0$

$_A(-1,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+12=0$

$_A(-1,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+13=0$

$_A(-1,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+14=0$

$_A(-1,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+16=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+17=0$

$_A(-1,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+18=0$

$_A(-1,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+19=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+13=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+17=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+19=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+15=0$

$_A(-1,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+16=0$

$_A(-1,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+17=0$

$_A(-1,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+18=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+19=0$

$_A(-1,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+20=0$

$_A(-1,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+22=0$

$_A(-1,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+23=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+17=0$

$_A(-1,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+19=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+21=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+23=0$

$_A(-1,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+25=0$

$_A(-1,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+19=0$

$_A(-1,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+20=0$

$_A(-1,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+22=0$

$_A(-1,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+23=0$

$_A(-1,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+25=0$

$_A(-1,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+26=0$

$_A(-1,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(-1,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+6=0$

$_A(-1,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+7=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+8=0$

$_A(-1,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+9=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+10=0$

$_A(-1,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+11=0$

$_A(-1,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+12=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(-1,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+9=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+11=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+13=0$

$_A(-1,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+15=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+10=0$

$_A(-1,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+11=0$

$_A(-1,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+13=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+14=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+16=0$

$_A(-1,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+17=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+13=0$

$_A(-1,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+15=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+17=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+19=0$

$_A(-1,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+21=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+16=0$

$_A(-1,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+17=0$

$_A(-1,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+18=0$

$_A(-1,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+19=0$

$_A(-1,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+21=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+22=0$

$_A(-1,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+23=0$

$_A(-1,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+24=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+19=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+23=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+25=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+22=0$

$_A(-1,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+23=0$

$_A(-1,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+24=0$

$_A(-1,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+25=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+26=0$

$_A(-1,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+27=0$

$_A(-1,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+29=0$

$_A(-1,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+30=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+25=0$

$_A(-1,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+27=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+29=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+31=0$

$_A(-1,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+33=0$

$_A(-1,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+28=0$

$_A(-1,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+29=0$

$_A(-1,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+31=0$

$_A(-1,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+32=0$

$_A(-1,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+34=0$

$_A(-1,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+35=0$

$_A(-1,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+6=0$

$_A(-1,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+7=0$

$_A(-1,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+8=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+9=0$

$_A(-1,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+10=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+11=0$

$_A(-1,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+12=0$

$_A(-1,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+13=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(-1,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+11=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+13=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+15=0$

$_A(-1,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+17=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+13=0$

$_A(-1,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+14=0$

$_A(-1,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+16=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+17=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+19=0$

$_A(-1,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+20=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+17=0$

$_A(-1,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+19=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+21=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+23=0$

$_A(-1,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+25=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+21=0$

$_A(-1,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+22=0$

$_A(-1,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+23=0$

$_A(-1,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+24=0$

$_A(-1,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+26=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+27=0$

$_A(-1,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+28=0$

$_A(-1,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+29=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+25=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+29=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+31=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+29=0$

$_A(-1,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+30=0$

$_A(-1,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+31=0$

$_A(-1,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+32=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+33=0$

$_A(-1,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+34=0$

$_A(-1,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+36=0$

$_A(-1,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+37=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+33=0$

$_A(-1,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+35=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+37=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+39=0$

$_A(-1,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+41=0$

$_A(-1,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+37=0$

$_A(-1,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+38=0$

$_A(-1,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+40=0$

$_A(-1,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+41=0$

$_A(-1,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+43=0$

$_A(-1,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+44=0$

$_A(-1,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-1,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+8=0$

$_A(-1,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+9=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+10=0$

$_A(-1,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+11=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+12=0$

$_A(-1,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+13=0$

$_A(-1,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+14=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(-1,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+13=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+15=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+17=0$

$_A(-1,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+19=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+16=0$

$_A(-1,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+17=0$

$_A(-1,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+19=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+20=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+22=0$

$_A(-1,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+23=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+21=0$

$_A(-1,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+23=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+25=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+27=0$

$_A(-1,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+29=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+26=0$

$_A(-1,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+27=0$

$_A(-1,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+28=0$

$_A(-1,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+29=0$

$_A(-1,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+31=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+32=0$

$_A(-1,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+33=0$

$_A(-1,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+34=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+31=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+35=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+37=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+36=0$

$_A(-1,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+37=0$

$_A(-1,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+38=0$

$_A(-1,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+39=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+40=0$

$_A(-1,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+41=0$

$_A(-1,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+43=0$

$_A(-1,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+44=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+41=0$

$_A(-1,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+43=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+45=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+47=0$

$_A(-1,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+49=0$

$_A(-1,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+46=0$

$_A(-1,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+47=0$

$_A(-1,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+49=0$

$_A(-1,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+50=0$

$_A(-1,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+52=0$

$_A(-1,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+53=0$

$_A(-1,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+8=0$

$_A(-1,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+9=0$

$_A(-1,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+10=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+11=0$

$_A(-1,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+12=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+13=0$

$_A(-1,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+14=0$

$_A(-1,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+15=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+13=0$

$_A(-1,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+15=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+17=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+19=0$

$_A(-1,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+21=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+19=0$

$_A(-1,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+20=0$

$_A(-1,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+22=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+23=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+25=0$

$_A(-1,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+26=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+25=0$

$_A(-1,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+27=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+29=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+31=0$

$_A(-1,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+33=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+31=0$

$_A(-1,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+32=0$

$_A(-1,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+33=0$

$_A(-1,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+34=0$

$_A(-1,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+36=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+37=0$

$_A(-1,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+38=0$

$_A(-1,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+39=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+37=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+41=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+43=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+43=0$

$_A(-1,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+44=0$

$_A(-1,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+45=0$

$_A(-1,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+46=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+47=0$

$_A(-1,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+48=0$

$_A(-1,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+50=0$

$_A(-1,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+51=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+49=0$

$_A(-1,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+51=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+53=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+55=0$

$_A(-1,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+57=0$

$_A(-1,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+55=0$

$_A(-1,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+56=0$

$_A(-1,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+58=0$

$_A(-1,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+59=0$

$_A(-1,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+61=0$

$_A(-1,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+62=0$

$_A(-1,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-1,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+10=0$

$_A(-1,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+11=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+12=0$

$_A(-1,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+13=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+14=0$

$_A(-1,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+15=0$

$_A(-1,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+16=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+15=0$

$_A(-1,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+17=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+19=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+21=0$

$_A(-1,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+23=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+22=0$

$_A(-1,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+23=0$

$_A(-1,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+25=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+26=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+28=0$

$_A(-1,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+29=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+29=0$

$_A(-1,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+31=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+33=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+35=0$

$_A(-1,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+37=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+36=0$

$_A(-1,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+37=0$

$_A(-1,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+38=0$

$_A(-1,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+39=0$

$_A(-1,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+41=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+42=0$

$_A(-1,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+43=0$

$_A(-1,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+44=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+43=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+47=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+49=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+50=0$

$_A(-1,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+51=0$

$_A(-1,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+52=0$

$_A(-1,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+53=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+54=0$

$_A(-1,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+55=0$

$_A(-1,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+57=0$

$_A(-1,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+58=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+57=0$

$_A(-1,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+59=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+61=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+63=0$

$_A(-1,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+65=0$

$_A(-1,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+64=0$

$_A(-1,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+65=0$

$_A(-1,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+67=0$

$_A(-1,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+68=0$

$_A(-1,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+70=0$

$_A(-1,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+71=0$

$_A(-1,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+10=0$

$_A(-1,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+11=0$

$_A(-1,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+12=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+13=0$

$_A(-1,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+14=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+15=0$

$_A(-1,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+16=0$

$_A(-1,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+17=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+17=0$

$_A(-1,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+19=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+21=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+23=0$

$_A(-1,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+25=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+25=0$

$_A(-1,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+26=0$

$_A(-1,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+28=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+29=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+31=0$

$_A(-1,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+32=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+33=0$

$_A(-1,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+35=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+37=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+39=0$

$_A(-1,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+41=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+41=0$

$_A(-1,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+42=0$

$_A(-1,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+43=0$

$_A(-1,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+44=0$

$_A(-1,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+46=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+47=0$

$_A(-1,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+48=0$

$_A(-1,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+49=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+49=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+53=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+55=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+57=0$

$_A(-1,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+58=0$

$_A(-1,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+59=0$

$_A(-1,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+60=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+61=0$

$_A(-1,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+62=0$

$_A(-1,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+64=0$

$_A(-1,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+65=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+65=0$

$_A(-1,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+67=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+69=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+71=0$

$_A(-1,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+73=0$

$_A(-1,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+73=0$

$_A(-1,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+74=0$

$_A(-1,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+76=0$

$_A(-1,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+77=0$

$_A(-1,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+79=0$

$_A(-1,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+80=0$

$_A(-1,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-1,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+12=0$

$_A(-1,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+13=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+14=0$

$_A(-1,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+15=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+16=0$

$_A(-1,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+17=0$

$_A(-1,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+18=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+19=0$

$_A(-1,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+21=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+23=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+25=0$

$_A(-1,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+27=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+28=0$

$_A(-1,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+29=0$

$_A(-1,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+31=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+32=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+34=0$

$_A(-1,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+35=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+37=0$

$_A(-1,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+39=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+41=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+43=0$

$_A(-1,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+45=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+46=0$

$_A(-1,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+47=0$

$_A(-1,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+48=0$

$_A(-1,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+49=0$

$_A(-1,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+51=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+52=0$

$_A(-1,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+53=0$

$_A(-1,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+54=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+55=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+59=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+61=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+64=0$

$_A(-1,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+65=0$

$_A(-1,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+66=0$

$_A(-1,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+67=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+68=0$

$_A(-1,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+69=0$

$_A(-1,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+71=0$

$_A(-1,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+72=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+73=0$

$_A(-1,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+75=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+77=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+79=0$

$_A(-1,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+81=0$

$_A(-1,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+82=0$

$_A(-1,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+83=0$

$_A(-1,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+85=0$

$_A(-1,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+86=0$

$_A(-1,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+88=0$

$_A(-1,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+89=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+3=0$

$_A(-2,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+5=0$

$_A(-2,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+7=0$

$_A(-2,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+9=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+11=0$

$_A(-2,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+13=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+15=0$

$_A(-2,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+17=0$

$_A(-2,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+19=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+4=0$

$_A(-2,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+8=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+12=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+16=0$

$_A(-2,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+20=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+5=0$

$_A(-2,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+7=0$

$_A(-2,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+11=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+13=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+17=0$

$_A(-2,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+19=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+6=0$

$_A(-2,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+10=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+14=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+18=0$

$_A(-2,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+22=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+7=0$

$_A(-2,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+9=0$

$_A(-2,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+11=0$

$_A(-2,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+13=0$

$_A(-2,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+17=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+19=0$

$_A(-2,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+21=0$

$_A(-2,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+23=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+8=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+16=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+20=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+9=0$

$_A(-2,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+11=0$

$_A(-2,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+13=0$

$_A(-2,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+15=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+17=0$

$_A(-2,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+19=0$

$_A(-2,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+23=0$

$_A(-2,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+25=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+10=0$

$_A(-2,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+14=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+18=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+22=0$

$_A(-2,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+26=0$

$_A(-2,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+11=0$

$_A(-2,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+13=0$

$_A(-2,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+17=0$

$_A(-2,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+19=0$

$_A(-2,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+23=0$

$_A(-2,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+25=0$

$_A(-2,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+6=0$

$_A(-2,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+8=0$

$_A(-2,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+10=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+12=0$

$_A(-2,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+14=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+16=0$

$_A(-2,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+18=0$

$_A(-2,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+20=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+6=0$

$_A(-2,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+10=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+14=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+18=0$

$_A(-2,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+22=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+8=0$

$_A(-2,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+10=0$

$_A(-2,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+14=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+16=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+20=0$

$_A(-2,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+22=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+10=0$

$_A(-2,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+14=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+18=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+22=0$

$_A(-2,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+26=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+12=0$

$_A(-2,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+14=0$

$_A(-2,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+16=0$

$_A(-2,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+18=0$

$_A(-2,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+22=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+24=0$

$_A(-2,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+26=0$

$_A(-2,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+28=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+14=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+22=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+26=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+16=0$

$_A(-2,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+18=0$

$_A(-2,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+20=0$

$_A(-2,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+22=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+24=0$

$_A(-2,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+26=0$

$_A(-2,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+30=0$

$_A(-2,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+32=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+18=0$

$_A(-2,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+22=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+26=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+30=0$

$_A(-2,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+34=0$

$_A(-2,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+20=0$

$_A(-2,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+22=0$

$_A(-2,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+26=0$

$_A(-2,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+28=0$

$_A(-2,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+32=0$

$_A(-2,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+34=0$

$_A(-2,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-2,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+9=0$

$_A(-2,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+11=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+13=0$

$_A(-2,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+15=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+17=0$

$_A(-2,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+19=0$

$_A(-2,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+21=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+8=0$

$_A(-2,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+12=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+16=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+20=0$

$_A(-2,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+24=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+11=0$

$_A(-2,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+13=0$

$_A(-2,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+17=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+19=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+23=0$

$_A(-2,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+25=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+14=0$

$_A(-2,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+18=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+22=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+26=0$

$_A(-2,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+30=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+17=0$

$_A(-2,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+19=0$

$_A(-2,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+21=0$

$_A(-2,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+23=0$

$_A(-2,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+27=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+29=0$

$_A(-2,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+31=0$

$_A(-2,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+33=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+20=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+28=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+32=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+23=0$

$_A(-2,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+25=0$

$_A(-2,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+27=0$

$_A(-2,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+29=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+31=0$

$_A(-2,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+33=0$

$_A(-2,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+37=0$

$_A(-2,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+39=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+26=0$

$_A(-2,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+30=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+34=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+38=0$

$_A(-2,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+42=0$

$_A(-2,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+29=0$

$_A(-2,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+31=0$

$_A(-2,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+35=0$

$_A(-2,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+37=0$

$_A(-2,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+41=0$

$_A(-2,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+43=0$

$_A(-2,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+8=0$

$_A(-2,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+10=0$

$_A(-2,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+12=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+14=0$

$_A(-2,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+16=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+18=0$

$_A(-2,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+20=0$

$_A(-2,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+22=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(-2,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+14=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+18=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+22=0$

$_A(-2,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+26=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+14=0$

$_A(-2,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+16=0$

$_A(-2,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+20=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+22=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+26=0$

$_A(-2,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+28=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+18=0$

$_A(-2,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+22=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+26=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+30=0$

$_A(-2,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+34=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+22=0$

$_A(-2,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+24=0$

$_A(-2,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+26=0$

$_A(-2,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+28=0$

$_A(-2,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+32=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+34=0$

$_A(-2,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+36=0$

$_A(-2,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+38=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+26=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+34=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+38=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+30=0$

$_A(-2,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+32=0$

$_A(-2,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+34=0$

$_A(-2,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+36=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+38=0$

$_A(-2,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+40=0$

$_A(-2,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+44=0$

$_A(-2,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+46=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+34=0$

$_A(-2,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+38=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+42=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+46=0$

$_A(-2,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+50=0$

$_A(-2,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+38=0$

$_A(-2,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+40=0$

$_A(-2,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+44=0$

$_A(-2,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+46=0$

$_A(-2,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+50=0$

$_A(-2,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+52=0$

$_A(-2,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-2,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+11=0$

$_A(-2,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+13=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+15=0$

$_A(-2,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+17=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+19=0$

$_A(-2,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+21=0$

$_A(-2,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+23=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+12=0$

$_A(-2,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+16=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+20=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+24=0$

$_A(-2,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+28=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+17=0$

$_A(-2,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+19=0$

$_A(-2,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+23=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+25=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+29=0$

$_A(-2,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+31=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+22=0$

$_A(-2,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+26=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+30=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+34=0$

$_A(-2,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+38=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+27=0$

$_A(-2,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+29=0$

$_A(-2,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+31=0$

$_A(-2,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+33=0$

$_A(-2,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+37=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+39=0$

$_A(-2,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+41=0$

$_A(-2,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+43=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+32=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+40=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+44=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+37=0$

$_A(-2,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+39=0$

$_A(-2,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+41=0$

$_A(-2,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+43=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+45=0$

$_A(-2,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+47=0$

$_A(-2,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+51=0$

$_A(-2,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+53=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+42=0$

$_A(-2,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+46=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+50=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+54=0$

$_A(-2,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+58=0$

$_A(-2,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+47=0$

$_A(-2,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+49=0$

$_A(-2,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+53=0$

$_A(-2,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+55=0$

$_A(-2,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+59=0$

$_A(-2,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+61=0$

$_A(-2,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+10=0$

$_A(-2,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+12=0$

$_A(-2,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+14=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+16=0$

$_A(-2,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+18=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+20=0$

$_A(-2,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+22=0$

$_A(-2,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+24=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+14=0$

$_A(-2,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+18=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+22=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+26=0$

$_A(-2,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+30=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+20=0$

$_A(-2,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+22=0$

$_A(-2,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+26=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+28=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+32=0$

$_A(-2,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+34=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+26=0$

$_A(-2,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+30=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+34=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+38=0$

$_A(-2,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+42=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+32=0$

$_A(-2,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+34=0$

$_A(-2,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+36=0$

$_A(-2,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+38=0$

$_A(-2,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+42=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+44=0$

$_A(-2,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+46=0$

$_A(-2,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+48=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+38=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+46=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+50=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+44=0$

$_A(-2,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+46=0$

$_A(-2,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+48=0$

$_A(-2,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+50=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+52=0$

$_A(-2,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+54=0$

$_A(-2,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+58=0$

$_A(-2,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+60=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+50=0$

$_A(-2,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+54=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+58=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+62=0$

$_A(-2,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+66=0$

$_A(-2,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+56=0$

$_A(-2,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+58=0$

$_A(-2,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+62=0$

$_A(-2,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+64=0$

$_A(-2,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+68=0$

$_A(-2,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+70=0$

$_A(-2,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-2,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+13=0$

$_A(-2,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+15=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+17=0$

$_A(-2,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+19=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+21=0$

$_A(-2,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+23=0$

$_A(-2,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+25=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+16=0$

$_A(-2,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+20=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+24=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+28=0$

$_A(-2,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+32=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+23=0$

$_A(-2,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+25=0$

$_A(-2,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+29=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+31=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+35=0$

$_A(-2,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+37=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+30=0$

$_A(-2,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+34=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+38=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+42=0$

$_A(-2,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+46=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+37=0$

$_A(-2,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+39=0$

$_A(-2,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+41=0$

$_A(-2,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+43=0$

$_A(-2,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+47=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+49=0$

$_A(-2,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+51=0$

$_A(-2,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+53=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+44=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+52=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+56=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+51=0$

$_A(-2,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+53=0$

$_A(-2,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+55=0$

$_A(-2,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+57=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+59=0$

$_A(-2,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+61=0$

$_A(-2,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+65=0$

$_A(-2,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+67=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+58=0$

$_A(-2,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+62=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+66=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+70=0$

$_A(-2,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+74=0$

$_A(-2,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+65=0$

$_A(-2,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+67=0$

$_A(-2,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+71=0$

$_A(-2,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+73=0$

$_A(-2,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+77=0$

$_A(-2,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+79=0$

$_A(-2,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+12=0$

$_A(-2,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+14=0$

$_A(-2,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+16=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+18=0$

$_A(-2,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+20=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+22=0$

$_A(-2,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+24=0$

$_A(-2,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+26=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+18=0$

$_A(-2,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+22=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+26=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+30=0$

$_A(-2,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+34=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+26=0$

$_A(-2,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+28=0$

$_A(-2,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+32=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+34=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+38=0$

$_A(-2,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+40=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+34=0$

$_A(-2,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+38=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+42=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+46=0$

$_A(-2,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+50=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+42=0$

$_A(-2,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+44=0$

$_A(-2,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+46=0$

$_A(-2,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+48=0$

$_A(-2,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+52=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+54=0$

$_A(-2,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+56=0$

$_A(-2,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+58=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+50=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+58=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+62=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+58=0$

$_A(-2,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+60=0$

$_A(-2,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+62=0$

$_A(-2,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+64=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+66=0$

$_A(-2,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+68=0$

$_A(-2,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+72=0$

$_A(-2,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+74=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+66=0$

$_A(-2,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+70=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+74=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+78=0$

$_A(-2,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+82=0$

$_A(-2,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+74=0$

$_A(-2,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+76=0$

$_A(-2,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+80=0$

$_A(-2,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+82=0$

$_A(-2,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+86=0$

$_A(-2,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+88=0$

$_A(-2,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+13=0$

$_A(-2,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+15=0$

$_A(-2,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+17=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+19=0$

$_A(-2,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+21=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+23=0$

$_A(-2,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+25=0$

$_A(-2,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+27=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+20=0$

$_A(-2,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+24=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+28=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+32=0$

$_A(-2,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+36=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+29=0$

$_A(-2,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+31=0$

$_A(-2,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+35=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+37=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+41=0$

$_A(-2,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+43=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+38=0$

$_A(-2,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+42=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+46=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+50=0$

$_A(-2,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+54=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+47=0$

$_A(-2,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+49=0$

$_A(-2,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+51=0$

$_A(-2,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+53=0$

$_A(-2,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+57=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+59=0$

$_A(-2,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+61=0$

$_A(-2,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+63=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+56=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+64=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+68=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+65=0$

$_A(-2,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+67=0$

$_A(-2,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+69=0$

$_A(-2,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+71=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+73=0$

$_A(-2,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+75=0$

$_A(-2,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+79=0$

$_A(-2,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+81=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+74=0$

$_A(-2,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+78=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+82=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+86=0$

$_A(-2,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+90=0$

$_A(-2,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+83=0$

$_A(-2,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+85=0$

$_A(-2,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+89=0$

$_A(-2,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+91=0$

$_A(-2,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+95=0$

$_A(-2,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+97=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+4=0$

$_A(-3,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+7=0$

$_A(-3,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+10=0$

$_A(-3,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+13=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+16=0$

$_A(-3,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+19=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+22=0$

$_A(-3,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+25=0$

$_A(-3,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+28=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+5=0$

$_A(-3,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+11=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+17=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+23=0$

$_A(-3,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+29=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+6=0$

$_A(-3,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+9=0$

$_A(-3,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+15=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+18=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+24=0$

$_A(-3,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+27=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+7=0$

$_A(-3,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+13=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+19=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+25=0$

$_A(-3,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+31=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+8=0$

$_A(-3,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+11=0$

$_A(-3,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+14=0$

$_A(-3,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+17=0$

$_A(-3,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+23=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+26=0$

$_A(-3,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+29=0$

$_A(-3,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+32=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+9=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+21=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+27=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+10=0$

$_A(-3,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+13=0$

$_A(-3,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+16=0$

$_A(-3,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+19=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+22=0$

$_A(-3,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+25=0$

$_A(-3,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+31=0$

$_A(-3,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+34=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+11=0$

$_A(-3,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+17=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+23=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+29=0$

$_A(-3,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+35=0$

$_A(-3,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+12=0$

$_A(-3,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+15=0$

$_A(-3,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+21=0$

$_A(-3,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+24=0$

$_A(-3,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+30=0$

$_A(-3,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+33=0$

$_A(-3,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+8=0$

$_A(-3,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+11=0$

$_A(-3,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+14=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+17=0$

$_A(-3,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+20=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+23=0$

$_A(-3,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+26=0$

$_A(-3,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+29=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(-3,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+13=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+19=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+25=0$

$_A(-3,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+31=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+9=0$

$_A(-3,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+12=0$

$_A(-3,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+18=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+21=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+27=0$

$_A(-3,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+30=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+11=0$

$_A(-3,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+17=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+23=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+29=0$

$_A(-3,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+35=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+13=0$

$_A(-3,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+16=0$

$_A(-3,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+19=0$

$_A(-3,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+22=0$

$_A(-3,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+28=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+31=0$

$_A(-3,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+34=0$

$_A(-3,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+37=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+15=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+27=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+33=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+17=0$

$_A(-3,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+20=0$

$_A(-3,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+23=0$

$_A(-3,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+26=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+29=0$

$_A(-3,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+32=0$

$_A(-3,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+38=0$

$_A(-3,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+41=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+19=0$

$_A(-3,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+25=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+31=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+37=0$

$_A(-3,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+43=0$

$_A(-3,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+21=0$

$_A(-3,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+24=0$

$_A(-3,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+30=0$

$_A(-3,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+33=0$

$_A(-3,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+39=0$

$_A(-3,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+42=0$

$_A(-3,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-3,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+12=0$

$_A(-3,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+15=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+18=0$

$_A(-3,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+21=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+24=0$

$_A(-3,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+27=0$

$_A(-3,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+30=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(-3,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+15=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+21=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+27=0$

$_A(-3,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+33=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+12=0$

$_A(-3,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+15=0$

$_A(-3,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+21=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+24=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+30=0$

$_A(-3,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+33=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+15=0$

$_A(-3,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+21=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+27=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+33=0$

$_A(-3,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+39=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+18=0$

$_A(-3,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+21=0$

$_A(-3,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+24=0$

$_A(-3,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+27=0$

$_A(-3,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+33=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+36=0$

$_A(-3,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+39=0$

$_A(-3,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+42=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+21=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+33=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+39=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+24=0$

$_A(-3,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+27=0$

$_A(-3,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+30=0$

$_A(-3,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+33=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+36=0$

$_A(-3,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+39=0$

$_A(-3,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+45=0$

$_A(-3,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+48=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+27=0$

$_A(-3,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+33=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+39=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+45=0$

$_A(-3,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+51=0$

$_A(-3,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+30=0$

$_A(-3,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+33=0$

$_A(-3,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+39=0$

$_A(-3,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+42=0$

$_A(-3,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+48=0$

$_A(-3,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+51=0$

$_A(-3,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+10=0$

$_A(-3,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+13=0$

$_A(-3,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+16=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+19=0$

$_A(-3,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+22=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+25=0$

$_A(-3,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+28=0$

$_A(-3,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+31=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(-3,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+17=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+23=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+29=0$

$_A(-3,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+35=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+15=0$

$_A(-3,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+18=0$

$_A(-3,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+24=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+27=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+33=0$

$_A(-3,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+36=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+19=0$

$_A(-3,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+25=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+31=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+37=0$

$_A(-3,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+43=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+23=0$

$_A(-3,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+26=0$

$_A(-3,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+29=0$

$_A(-3,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+32=0$

$_A(-3,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+38=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+41=0$

$_A(-3,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+44=0$

$_A(-3,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+47=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+27=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+39=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+45=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+31=0$

$_A(-3,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+34=0$

$_A(-3,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+37=0$

$_A(-3,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+40=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+43=0$

$_A(-3,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+46=0$

$_A(-3,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+52=0$

$_A(-3,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+55=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+35=0$

$_A(-3,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+41=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+47=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+53=0$

$_A(-3,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+59=0$

$_A(-3,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+39=0$

$_A(-3,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+42=0$

$_A(-3,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+48=0$

$_A(-3,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+51=0$

$_A(-3,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+57=0$

$_A(-3,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+60=0$

$_A(-3,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-3,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+14=0$

$_A(-3,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+17=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+20=0$

$_A(-3,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+23=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+26=0$

$_A(-3,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+29=0$

$_A(-3,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+32=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+13=0$

$_A(-3,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+19=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+25=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+31=0$

$_A(-3,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+37=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+18=0$

$_A(-3,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+21=0$

$_A(-3,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+27=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+30=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+36=0$

$_A(-3,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+39=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+23=0$

$_A(-3,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+29=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+35=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+41=0$

$_A(-3,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+47=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+28=0$

$_A(-3,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+31=0$

$_A(-3,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+34=0$

$_A(-3,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+37=0$

$_A(-3,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+43=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+46=0$

$_A(-3,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+49=0$

$_A(-3,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+52=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+33=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+45=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+51=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+38=0$

$_A(-3,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+41=0$

$_A(-3,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+44=0$

$_A(-3,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+47=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+50=0$

$_A(-3,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+53=0$

$_A(-3,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+59=0$

$_A(-3,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+62=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+43=0$

$_A(-3,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+49=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+55=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+61=0$

$_A(-3,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+67=0$

$_A(-3,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+48=0$

$_A(-3,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+51=0$

$_A(-3,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+57=0$

$_A(-3,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+60=0$

$_A(-3,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+66=0$

$_A(-3,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+69=0$

$_A(-3,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+12=0$

$_A(-3,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+15=0$

$_A(-3,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+18=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+21=0$

$_A(-3,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+24=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+27=0$

$_A(-3,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+30=0$

$_A(-3,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+33=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+15=0$

$_A(-3,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+21=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+27=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+33=0$

$_A(-3,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+39=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+21=0$

$_A(-3,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+24=0$

$_A(-3,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+30=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+33=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+39=0$

$_A(-3,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+42=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+27=0$

$_A(-3,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+33=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+39=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+45=0$

$_A(-3,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+51=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+33=0$

$_A(-3,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+36=0$

$_A(-3,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+39=0$

$_A(-3,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+42=0$

$_A(-3,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+48=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+51=0$

$_A(-3,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+54=0$

$_A(-3,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+57=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+39=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+51=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+57=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+45=0$

$_A(-3,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+48=0$

$_A(-3,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+51=0$

$_A(-3,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+54=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+57=0$

$_A(-3,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+60=0$

$_A(-3,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+66=0$

$_A(-3,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+69=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+51=0$

$_A(-3,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+57=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+63=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+69=0$

$_A(-3,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+75=0$

$_A(-3,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+57=0$

$_A(-3,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+60=0$

$_A(-3,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+66=0$

$_A(-3,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+69=0$

$_A(-3,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+75=0$

$_A(-3,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+78=0$

$_A(-3,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+13=0$

$_A(-3,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+16=0$

$_A(-3,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+19=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+22=0$

$_A(-3,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+25=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+28=0$

$_A(-3,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+31=0$

$_A(-3,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+34=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+17=0$

$_A(-3,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+23=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+29=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+35=0$

$_A(-3,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+41=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+24=0$

$_A(-3,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+27=0$

$_A(-3,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+33=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+36=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+42=0$

$_A(-3,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+45=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+31=0$

$_A(-3,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+37=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+43=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+49=0$

$_A(-3,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+55=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+38=0$

$_A(-3,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+41=0$

$_A(-3,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+44=0$

$_A(-3,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+47=0$

$_A(-3,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+53=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+56=0$

$_A(-3,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+59=0$

$_A(-3,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+62=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+45=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+57=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+63=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+52=0$

$_A(-3,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+55=0$

$_A(-3,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+58=0$

$_A(-3,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+61=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+64=0$

$_A(-3,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+67=0$

$_A(-3,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+73=0$

$_A(-3,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+76=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+59=0$

$_A(-3,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+65=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+71=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+77=0$

$_A(-3,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+83=0$

$_A(-3,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+66=0$

$_A(-3,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+69=0$

$_A(-3,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+75=0$

$_A(-3,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+78=0$

$_A(-3,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+84=0$

$_A(-3,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+87=0$

$_A(-3,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+14=0$

$_A(-3,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+17=0$

$_A(-3,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+20=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+23=0$

$_A(-3,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+26=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+29=0$

$_A(-3,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+32=0$

$_A(-3,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+35=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+19=0$

$_A(-3,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+25=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+31=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+37=0$

$_A(-3,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+43=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+27=0$

$_A(-3,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+30=0$

$_A(-3,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+36=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+39=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+45=0$

$_A(-3,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+48=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+35=0$

$_A(-3,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+41=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+47=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+53=0$

$_A(-3,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+59=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+43=0$

$_A(-3,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+46=0$

$_A(-3,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+49=0$

$_A(-3,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+52=0$

$_A(-3,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+58=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+61=0$

$_A(-3,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+64=0$

$_A(-3,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+67=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+51=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+63=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+69=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+59=0$

$_A(-3,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+62=0$

$_A(-3,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+65=0$

$_A(-3,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+68=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+71=0$

$_A(-3,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+74=0$

$_A(-3,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+80=0$

$_A(-3,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+83=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+67=0$

$_A(-3,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+73=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+79=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+85=0$

$_A(-3,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+91=0$

$_A(-3,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+75=0$

$_A(-3,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+78=0$

$_A(-3,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+84=0$

$_A(-3,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+87=0$

$_A(-3,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+93=0$

$_A(-3,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+96=0$

$_A(-3,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+15=0$

$_A(-3,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+18=0$

$_A(-3,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+21=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+24=0$

$_A(-3,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+27=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+30=0$

$_A(-3,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+33=0$

$_A(-3,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+36=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+21=0$

$_A(-3,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+27=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+33=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+39=0$

$_A(-3,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+45=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+30=0$

$_A(-3,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+33=0$

$_A(-3,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+39=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+42=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+48=0$

$_A(-3,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+51=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+39=0$

$_A(-3,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+45=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+51=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+57=0$

$_A(-3,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+63=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+48=0$

$_A(-3,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+51=0$

$_A(-3,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+54=0$

$_A(-3,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+57=0$

$_A(-3,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+63=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+66=0$

$_A(-3,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+69=0$

$_A(-3,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+72=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+57=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+69=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+75=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+66=0$

$_A(-3,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+69=0$

$_A(-3,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+72=0$

$_A(-3,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+75=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+78=0$

$_A(-3,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+81=0$

$_A(-3,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+87=0$

$_A(-3,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+90=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+75=0$

$_A(-3,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+81=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+87=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+93=0$

$_A(-3,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+99=0$

$_A(-3,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+84=0$

$_A(-3,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+87=0$

$_A(-3,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+93=0$

$_A(-3,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+96=0$

$_A(-3,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+102=0$

$_A(-3,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+105=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+5=0$

$_A(-4,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+9=0$

$_A(-4,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+13=0$

$_A(-4,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+17=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+21=0$

$_A(-4,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+25=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+29=0$

$_A(-4,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+33=0$

$_A(-4,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+37=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+6=0$

$_A(-4,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+14=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+22=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+30=0$

$_A(-4,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+38=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+7=0$

$_A(-4,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+11=0$

$_A(-4,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+19=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+23=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+31=0$

$_A(-4,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+35=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+8=0$

$_A(-4,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+16=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+24=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+32=0$

$_A(-4,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+40=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+9=0$

$_A(-4,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+13=0$

$_A(-4,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+17=0$

$_A(-4,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+21=0$

$_A(-4,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+29=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+33=0$

$_A(-4,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+37=0$

$_A(-4,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+41=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+10=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+26=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+34=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+11=0$

$_A(-4,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+15=0$

$_A(-4,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+19=0$

$_A(-4,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+23=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+27=0$

$_A(-4,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+31=0$

$_A(-4,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+39=0$

$_A(-4,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+43=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+12=0$

$_A(-4,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+20=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+28=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+36=0$

$_A(-4,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+44=0$

$_A(-4,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+13=0$

$_A(-4,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+17=0$

$_A(-4,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+25=0$

$_A(-4,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+29=0$

$_A(-4,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+37=0$

$_A(-4,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+41=0$

$_A(-4,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+10=0$

$_A(-4,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+14=0$

$_A(-4,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+18=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+22=0$

$_A(-4,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+26=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+30=0$

$_A(-4,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+34=0$

$_A(-4,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+38=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+8=0$

$_A(-4,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+16=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+24=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+32=0$

$_A(-4,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+40=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+10=0$

$_A(-4,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+14=0$

$_A(-4,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+22=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+26=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+34=0$

$_A(-4,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+38=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+12=0$

$_A(-4,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+20=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+28=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+36=0$

$_A(-4,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+44=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+14=0$

$_A(-4,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+18=0$

$_A(-4,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+22=0$

$_A(-4,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+26=0$

$_A(-4,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+34=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+38=0$

$_A(-4,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+42=0$

$_A(-4,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+46=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+16=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+32=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+40=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+18=0$

$_A(-4,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+22=0$

$_A(-4,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+26=0$

$_A(-4,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+30=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+34=0$

$_A(-4,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+38=0$

$_A(-4,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+46=0$

$_A(-4,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+50=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+20=0$

$_A(-4,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+28=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+36=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+44=0$

$_A(-4,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+52=0$

$_A(-4,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+22=0$

$_A(-4,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+26=0$

$_A(-4,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+34=0$

$_A(-4,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+38=0$

$_A(-4,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+46=0$

$_A(-4,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+50=0$

$_A(-4,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-4,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+15=0$

$_A(-4,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+19=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+23=0$

$_A(-4,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+27=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+31=0$

$_A(-4,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+35=0$

$_A(-4,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+39=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(-4,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+18=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+26=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+34=0$

$_A(-4,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+42=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+13=0$

$_A(-4,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+17=0$

$_A(-4,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+25=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+29=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+37=0$

$_A(-4,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+41=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+16=0$

$_A(-4,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+24=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+32=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+40=0$

$_A(-4,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+48=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+19=0$

$_A(-4,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+23=0$

$_A(-4,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+27=0$

$_A(-4,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+31=0$

$_A(-4,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+39=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+43=0$

$_A(-4,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+47=0$

$_A(-4,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+51=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+22=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+38=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+46=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+25=0$

$_A(-4,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+29=0$

$_A(-4,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+33=0$

$_A(-4,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+37=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+41=0$

$_A(-4,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+45=0$

$_A(-4,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+53=0$

$_A(-4,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+57=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+28=0$

$_A(-4,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+36=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+44=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+52=0$

$_A(-4,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+60=0$

$_A(-4,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+31=0$

$_A(-4,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+35=0$

$_A(-4,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+43=0$

$_A(-4,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+47=0$

$_A(-4,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+55=0$

$_A(-4,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+59=0$

$_A(-4,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+12=0$

$_A(-4,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+16=0$

$_A(-4,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+20=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+24=0$

$_A(-4,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+28=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+32=0$

$_A(-4,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+36=0$

$_A(-4,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+40=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+12=0$

$_A(-4,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+20=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+28=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+36=0$

$_A(-4,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+44=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+16=0$

$_A(-4,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+20=0$

$_A(-4,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+28=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+32=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+40=0$

$_A(-4,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+44=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+20=0$

$_A(-4,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+28=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+36=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+44=0$

$_A(-4,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+52=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+24=0$

$_A(-4,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+28=0$

$_A(-4,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+32=0$

$_A(-4,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+36=0$

$_A(-4,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+44=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+48=0$

$_A(-4,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+52=0$

$_A(-4,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+56=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+28=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+44=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+52=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+32=0$

$_A(-4,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+36=0$

$_A(-4,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+40=0$

$_A(-4,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+44=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+48=0$

$_A(-4,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+52=0$

$_A(-4,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+60=0$

$_A(-4,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+64=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+36=0$

$_A(-4,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+44=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+52=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+60=0$

$_A(-4,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+68=0$

$_A(-4,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+40=0$

$_A(-4,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+44=0$

$_A(-4,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+52=0$

$_A(-4,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+56=0$

$_A(-4,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+64=0$

$_A(-4,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+68=0$

$_A(-4,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+13=0$

$_A(-4,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+17=0$

$_A(-4,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+21=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+25=0$

$_A(-4,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+29=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+33=0$

$_A(-4,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+37=0$

$_A(-4,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+41=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+14=0$

$_A(-4,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+22=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+30=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+38=0$

$_A(-4,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+46=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+19=0$

$_A(-4,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+23=0$

$_A(-4,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+31=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+35=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+43=0$

$_A(-4,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+47=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+24=0$

$_A(-4,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+32=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+40=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+48=0$

$_A(-4,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+56=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+29=0$

$_A(-4,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+33=0$

$_A(-4,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+37=0$

$_A(-4,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+41=0$

$_A(-4,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+49=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+53=0$

$_A(-4,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+57=0$

$_A(-4,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+61=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+34=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+50=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+58=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+39=0$

$_A(-4,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+43=0$

$_A(-4,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+47=0$

$_A(-4,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+51=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+55=0$

$_A(-4,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+59=0$

$_A(-4,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+67=0$

$_A(-4,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+71=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+44=0$

$_A(-4,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+52=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+60=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+68=0$

$_A(-4,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+76=0$

$_A(-4,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+49=0$

$_A(-4,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+53=0$

$_A(-4,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+61=0$

$_A(-4,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+65=0$

$_A(-4,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+73=0$

$_A(-4,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+77=0$

$_A(-4,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+14=0$

$_A(-4,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+18=0$

$_A(-4,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+22=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+26=0$

$_A(-4,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+30=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+34=0$

$_A(-4,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+38=0$

$_A(-4,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+42=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+16=0$

$_A(-4,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+24=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+32=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+40=0$

$_A(-4,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+48=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+22=0$

$_A(-4,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+26=0$

$_A(-4,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+34=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+38=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+46=0$

$_A(-4,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+50=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+28=0$

$_A(-4,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+36=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+44=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+52=0$

$_A(-4,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+60=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+34=0$

$_A(-4,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+38=0$

$_A(-4,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+42=0$

$_A(-4,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+46=0$

$_A(-4,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+54=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+58=0$

$_A(-4,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+62=0$

$_A(-4,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+66=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+40=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+56=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+64=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+46=0$

$_A(-4,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+50=0$

$_A(-4,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+54=0$

$_A(-4,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+58=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+62=0$

$_A(-4,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+66=0$

$_A(-4,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+74=0$

$_A(-4,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+78=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+52=0$

$_A(-4,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+60=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+68=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+76=0$

$_A(-4,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+84=0$

$_A(-4,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+58=0$

$_A(-4,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+62=0$

$_A(-4,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+70=0$

$_A(-4,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+74=0$

$_A(-4,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+82=0$

$_A(-4,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+86=0$

$_A(-4,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+15=0$

$_A(-4,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+19=0$

$_A(-4,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+23=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+27=0$

$_A(-4,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+31=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+35=0$

$_A(-4,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+39=0$

$_A(-4,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+43=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+18=0$

$_A(-4,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+26=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+34=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+42=0$

$_A(-4,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+50=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+25=0$

$_A(-4,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+29=0$

$_A(-4,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+37=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+41=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+49=0$

$_A(-4,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+53=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+32=0$

$_A(-4,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+40=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+48=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+56=0$

$_A(-4,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+64=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+39=0$

$_A(-4,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+43=0$

$_A(-4,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+47=0$

$_A(-4,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+51=0$

$_A(-4,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+59=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+63=0$

$_A(-4,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+67=0$

$_A(-4,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+71=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+46=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+62=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+70=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+53=0$

$_A(-4,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+57=0$

$_A(-4,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+61=0$

$_A(-4,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+65=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+69=0$

$_A(-4,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+73=0$

$_A(-4,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+81=0$

$_A(-4,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+85=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+60=0$

$_A(-4,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+68=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+76=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+84=0$

$_A(-4,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+92=0$

$_A(-4,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+67=0$

$_A(-4,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+71=0$

$_A(-4,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+79=0$

$_A(-4,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+83=0$

$_A(-4,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+91=0$

$_A(-4,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+95=0$

$_A(-4,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+16=0$

$_A(-4,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+20=0$

$_A(-4,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+24=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+28=0$

$_A(-4,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+32=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+36=0$

$_A(-4,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+40=0$

$_A(-4,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+44=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+20=0$

$_A(-4,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+28=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+36=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+44=0$

$_A(-4,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+52=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+28=0$

$_A(-4,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+32=0$

$_A(-4,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+40=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+44=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+52=0$

$_A(-4,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+56=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+36=0$

$_A(-4,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+44=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+52=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+60=0$

$_A(-4,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+68=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+44=0$

$_A(-4,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+48=0$

$_A(-4,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+52=0$

$_A(-4,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+56=0$

$_A(-4,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+64=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+68=0$

$_A(-4,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+72=0$

$_A(-4,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+76=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+52=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+68=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+76=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+60=0$

$_A(-4,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+64=0$

$_A(-4,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+68=0$

$_A(-4,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+72=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+76=0$

$_A(-4,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+80=0$

$_A(-4,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+88=0$

$_A(-4,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+92=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+68=0$

$_A(-4,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+76=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+84=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+92=0$

$_A(-4,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+100=0$

$_A(-4,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+76=0$

$_A(-4,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+80=0$

$_A(-4,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+88=0$

$_A(-4,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+92=0$

$_A(-4,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+100=0$

$_A(-4,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+104=0$

$_A(-4,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+17=0$

$_A(-4,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+21=0$

$_A(-4,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+25=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+29=0$

$_A(-4,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+33=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+37=0$

$_A(-4,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+41=0$

$_A(-4,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+45=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+22=0$

$_A(-4,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+30=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+38=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+46=0$

$_A(-4,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+54=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+31=0$

$_A(-4,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+35=0$

$_A(-4,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+43=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+47=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+55=0$

$_A(-4,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+59=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+40=0$

$_A(-4,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+48=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+56=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+64=0$

$_A(-4,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+72=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+49=0$

$_A(-4,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+53=0$

$_A(-4,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+57=0$

$_A(-4,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+61=0$

$_A(-4,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+69=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+73=0$

$_A(-4,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+77=0$

$_A(-4,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+81=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+58=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+74=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+82=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+67=0$

$_A(-4,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+71=0$

$_A(-4,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+75=0$

$_A(-4,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+79=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+83=0$

$_A(-4,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+87=0$

$_A(-4,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+95=0$

$_A(-4,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+99=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+76=0$

$_A(-4,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+84=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+92=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+100=0$

$_A(-4,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+108=0$

$_A(-4,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+85=0$

$_A(-4,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+89=0$

$_A(-4,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+97=0$

$_A(-4,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+101=0$

$_A(-4,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+109=0$

$_A(-4,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+113=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+6=0$

$_A(-5,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+11=0$

$_A(-5,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+16=0$

$_A(-5,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+21=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+26=0$

$_A(-5,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+31=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+36=0$

$_A(-5,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+41=0$

$_A(-5,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+46=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+7=0$

$_A(-5,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+17=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+27=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+37=0$

$_A(-5,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+47=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+8=0$

$_A(-5,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+13=0$

$_A(-5,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+23=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+28=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+38=0$

$_A(-5,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+43=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+9=0$

$_A(-5,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+19=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+29=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+39=0$

$_A(-5,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+49=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+10=0$

$_A(-5,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+15=0$

$_A(-5,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+20=0$

$_A(-5,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+25=0$

$_A(-5,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+35=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+40=0$

$_A(-5,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+45=0$

$_A(-5,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+50=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+11=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+31=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+41=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+12=0$

$_A(-5,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+17=0$

$_A(-5,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+22=0$

$_A(-5,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+27=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+32=0$

$_A(-5,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+37=0$

$_A(-5,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+47=0$

$_A(-5,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+52=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+13=0$

$_A(-5,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+23=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+33=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+43=0$

$_A(-5,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+53=0$

$_A(-5,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+14=0$

$_A(-5,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+19=0$

$_A(-5,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+29=0$

$_A(-5,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+34=0$

$_A(-5,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+44=0$

$_A(-5,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+49=0$

$_A(-5,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+12=0$

$_A(-5,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+17=0$

$_A(-5,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+22=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+27=0$

$_A(-5,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+32=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+37=0$

$_A(-5,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+42=0$

$_A(-5,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+47=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(-5,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+19=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+29=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+39=0$

$_A(-5,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+49=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+11=0$

$_A(-5,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+16=0$

$_A(-5,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+26=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+31=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+41=0$

$_A(-5,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+46=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+13=0$

$_A(-5,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+23=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+33=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+43=0$

$_A(-5,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+53=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+15=0$

$_A(-5,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+20=0$

$_A(-5,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+25=0$

$_A(-5,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+30=0$

$_A(-5,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+40=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+45=0$

$_A(-5,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+50=0$

$_A(-5,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+55=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+17=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+37=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+47=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+19=0$

$_A(-5,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+24=0$

$_A(-5,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+29=0$

$_A(-5,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+34=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+39=0$

$_A(-5,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+44=0$

$_A(-5,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+54=0$

$_A(-5,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+59=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+21=0$

$_A(-5,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+31=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+41=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+51=0$

$_A(-5,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+61=0$

$_A(-5,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+23=0$

$_A(-5,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+28=0$

$_A(-5,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+38=0$

$_A(-5,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+43=0$

$_A(-5,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+53=0$

$_A(-5,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+58=0$

$_A(-5,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+13=0$

$_A(-5,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+18=0$

$_A(-5,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+23=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+28=0$

$_A(-5,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+33=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+38=0$

$_A(-5,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+43=0$

$_A(-5,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+48=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(-5,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+21=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+31=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+41=0$

$_A(-5,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+51=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+14=0$

$_A(-5,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+19=0$

$_A(-5,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+29=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+34=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+44=0$

$_A(-5,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+49=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+17=0$

$_A(-5,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+27=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+37=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+47=0$

$_A(-5,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+57=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+20=0$

$_A(-5,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+25=0$

$_A(-5,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+30=0$

$_A(-5,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+35=0$

$_A(-5,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+45=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+50=0$

$_A(-5,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+55=0$

$_A(-5,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+60=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+23=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+43=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+53=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+26=0$

$_A(-5,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+31=0$

$_A(-5,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+36=0$

$_A(-5,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+41=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+46=0$

$_A(-5,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+51=0$

$_A(-5,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+61=0$

$_A(-5,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+66=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+29=0$

$_A(-5,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+39=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+49=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+59=0$

$_A(-5,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+69=0$

$_A(-5,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+32=0$

$_A(-5,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+37=0$

$_A(-5,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+47=0$

$_A(-5,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+52=0$

$_A(-5,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+62=0$

$_A(-5,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+67=0$

$_A(-5,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+14=0$

$_A(-5,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+19=0$

$_A(-5,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+24=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+29=0$

$_A(-5,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+34=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+39=0$

$_A(-5,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+44=0$

$_A(-5,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+49=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+13=0$

$_A(-5,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+23=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+33=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+43=0$

$_A(-5,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+53=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+17=0$

$_A(-5,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+22=0$

$_A(-5,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+32=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+37=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+47=0$

$_A(-5,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+52=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+21=0$

$_A(-5,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+31=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+41=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+51=0$

$_A(-5,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+61=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+25=0$

$_A(-5,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+30=0$

$_A(-5,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+35=0$

$_A(-5,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+40=0$

$_A(-5,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+50=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+55=0$

$_A(-5,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+60=0$

$_A(-5,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+65=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+29=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+49=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+59=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+33=0$

$_A(-5,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+38=0$

$_A(-5,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+43=0$

$_A(-5,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+48=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+53=0$

$_A(-5,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+58=0$

$_A(-5,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+68=0$

$_A(-5,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+73=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+37=0$

$_A(-5,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+47=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+57=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+67=0$

$_A(-5,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+77=0$

$_A(-5,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+41=0$

$_A(-5,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+46=0$

$_A(-5,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+56=0$

$_A(-5,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+61=0$

$_A(-5,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+71=0$

$_A(-5,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+76=0$

$_A(-5,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+15=0$

$_A(-5,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+20=0$

$_A(-5,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+25=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+30=0$

$_A(-5,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+35=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+40=0$

$_A(-5,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+45=0$

$_A(-5,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+50=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+15=0$

$_A(-5,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+25=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+35=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+45=0$

$_A(-5,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+55=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+20=0$

$_A(-5,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+25=0$

$_A(-5,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+35=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+40=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+50=0$

$_A(-5,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+55=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+25=0$

$_A(-5,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+35=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+45=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+55=0$

$_A(-5,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+65=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+30=0$

$_A(-5,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+35=0$

$_A(-5,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+40=0$

$_A(-5,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+45=0$

$_A(-5,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+55=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+60=0$

$_A(-5,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+65=0$

$_A(-5,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+70=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+35=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+55=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+65=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+40=0$

$_A(-5,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+45=0$

$_A(-5,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+50=0$

$_A(-5,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+55=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+60=0$

$_A(-5,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+65=0$

$_A(-5,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+75=0$

$_A(-5,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+80=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+45=0$

$_A(-5,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+55=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+65=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+75=0$

$_A(-5,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+85=0$

$_A(-5,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+50=0$

$_A(-5,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+55=0$

$_A(-5,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+65=0$

$_A(-5,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+70=0$

$_A(-5,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+80=0$

$_A(-5,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+85=0$

$_A(-5,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+16=0$

$_A(-5,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+21=0$

$_A(-5,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+26=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+31=0$

$_A(-5,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+36=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+41=0$

$_A(-5,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+46=0$

$_A(-5,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+51=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+17=0$

$_A(-5,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+27=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+37=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+47=0$

$_A(-5,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+57=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+23=0$

$_A(-5,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+28=0$

$_A(-5,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+38=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+43=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+53=0$

$_A(-5,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+58=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+29=0$

$_A(-5,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+39=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+49=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+59=0$

$_A(-5,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+69=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+35=0$

$_A(-5,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+40=0$

$_A(-5,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+45=0$

$_A(-5,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+50=0$

$_A(-5,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+60=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+65=0$

$_A(-5,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+70=0$

$_A(-5,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+75=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+41=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+61=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+71=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+47=0$

$_A(-5,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+52=0$

$_A(-5,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+57=0$

$_A(-5,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+62=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+67=0$

$_A(-5,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+72=0$

$_A(-5,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+82=0$

$_A(-5,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+87=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+53=0$

$_A(-5,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+63=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+73=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+83=0$

$_A(-5,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+93=0$

$_A(-5,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+59=0$

$_A(-5,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+64=0$

$_A(-5,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+74=0$

$_A(-5,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+79=0$

$_A(-5,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+89=0$

$_A(-5,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+94=0$

$_A(-5,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+17=0$

$_A(-5,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+22=0$

$_A(-5,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+27=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+32=0$

$_A(-5,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+37=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+42=0$

$_A(-5,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+47=0$

$_A(-5,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+52=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+19=0$

$_A(-5,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+29=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+39=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+49=0$

$_A(-5,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+59=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+26=0$

$_A(-5,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+31=0$

$_A(-5,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+41=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+46=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+56=0$

$_A(-5,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+61=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+33=0$

$_A(-5,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+43=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+53=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+63=0$

$_A(-5,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+73=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+40=0$

$_A(-5,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+45=0$

$_A(-5,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+50=0$

$_A(-5,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+55=0$

$_A(-5,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+65=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+70=0$

$_A(-5,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+75=0$

$_A(-5,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+80=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+47=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+67=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+77=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+54=0$

$_A(-5,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+59=0$

$_A(-5,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+64=0$

$_A(-5,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+69=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+74=0$

$_A(-5,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+79=0$

$_A(-5,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+89=0$

$_A(-5,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+94=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+61=0$

$_A(-5,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+71=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+81=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+91=0$

$_A(-5,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+101=0$

$_A(-5,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+68=0$

$_A(-5,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+73=0$

$_A(-5,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+83=0$

$_A(-5,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+88=0$

$_A(-5,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+98=0$

$_A(-5,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+103=0$

$_A(-5,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+18=0$

$_A(-5,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+23=0$

$_A(-5,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+28=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+33=0$

$_A(-5,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+38=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+43=0$

$_A(-5,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+48=0$

$_A(-5,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+53=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+21=0$

$_A(-5,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+31=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+41=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+51=0$

$_A(-5,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+61=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+29=0$

$_A(-5,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+34=0$

$_A(-5,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+44=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+49=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+59=0$

$_A(-5,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+64=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+37=0$

$_A(-5,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+47=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+57=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+67=0$

$_A(-5,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+77=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+45=0$

$_A(-5,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+50=0$

$_A(-5,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+55=0$

$_A(-5,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+60=0$

$_A(-5,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+70=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+75=0$

$_A(-5,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+80=0$

$_A(-5,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+85=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+53=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+73=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+83=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+61=0$

$_A(-5,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+66=0$

$_A(-5,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+71=0$

$_A(-5,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+76=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+81=0$

$_A(-5,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+86=0$

$_A(-5,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+96=0$

$_A(-5,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+101=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+69=0$

$_A(-5,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+79=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+89=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+99=0$

$_A(-5,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+109=0$

$_A(-5,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+77=0$

$_A(-5,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+82=0$

$_A(-5,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+92=0$

$_A(-5,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+97=0$

$_A(-5,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+107=0$

$_A(-5,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+112=0$

$_A(-5,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+19=0$

$_A(-5,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+24=0$

$_A(-5,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+29=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+34=0$

$_A(-5,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+39=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+44=0$

$_A(-5,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+49=0$

$_A(-5,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+54=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+23=0$

$_A(-5,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+33=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+43=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+53=0$

$_A(-5,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+63=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+32=0$

$_A(-5,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+37=0$

$_A(-5,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+47=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+52=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+62=0$

$_A(-5,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+67=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+41=0$

$_A(-5,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+51=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+61=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+71=0$

$_A(-5,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+81=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+50=0$

$_A(-5,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+55=0$

$_A(-5,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+60=0$

$_A(-5,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+65=0$

$_A(-5,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+75=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+80=0$

$_A(-5,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+85=0$

$_A(-5,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+90=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+59=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+79=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+89=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+68=0$

$_A(-5,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+73=0$

$_A(-5,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+78=0$

$_A(-5,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+83=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+88=0$

$_A(-5,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+93=0$

$_A(-5,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+103=0$

$_A(-5,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+108=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+77=0$

$_A(-5,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+87=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+97=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+107=0$

$_A(-5,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+117=0$

$_A(-5,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+86=0$

$_A(-5,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+91=0$

$_A(-5,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+101=0$

$_A(-5,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+106=0$

$_A(-5,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+116=0$

$_A(-5,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+121=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+7=0$

$_A(-6,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+13=0$

$_A(-6,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+19=0$

$_A(-6,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+25=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+31=0$

$_A(-6,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+37=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+43=0$

$_A(-6,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+49=0$

$_A(-6,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+55=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+8=0$

$_A(-6,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+20=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+32=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+44=0$

$_A(-6,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+56=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+9=0$

$_A(-6,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+15=0$

$_A(-6,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+27=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+33=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+45=0$

$_A(-6,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+51=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+10=0$

$_A(-6,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+22=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+34=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+46=0$

$_A(-6,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+58=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+11=0$

$_A(-6,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+17=0$

$_A(-6,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+23=0$

$_A(-6,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+29=0$

$_A(-6,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+41=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+47=0$

$_A(-6,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+53=0$

$_A(-6,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+59=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+12=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+36=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+48=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+13=0$

$_A(-6,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+19=0$

$_A(-6,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+25=0$

$_A(-6,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+31=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+37=0$

$_A(-6,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+43=0$

$_A(-6,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+55=0$

$_A(-6,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+61=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+14=0$

$_A(-6,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+26=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+38=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+50=0$

$_A(-6,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+62=0$

$_A(-6,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+15=0$

$_A(-6,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+21=0$

$_A(-6,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+33=0$

$_A(-6,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+39=0$

$_A(-6,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+51=0$

$_A(-6,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+57=0$

$_A(-6,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+14=0$

$_A(-6,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+20=0$

$_A(-6,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+26=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+32=0$

$_A(-6,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+38=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+44=0$

$_A(-6,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+50=0$

$_A(-6,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+56=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(-6,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+22=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+34=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+46=0$

$_A(-6,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+58=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+12=0$

$_A(-6,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+18=0$

$_A(-6,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+30=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+36=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+48=0$

$_A(-6,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+54=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+14=0$

$_A(-6,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+26=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+38=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+50=0$

$_A(-6,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+62=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+16=0$

$_A(-6,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+22=0$

$_A(-6,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+28=0$

$_A(-6,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+34=0$

$_A(-6,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+46=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+52=0$

$_A(-6,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+58=0$

$_A(-6,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+64=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+18=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+42=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+54=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+20=0$

$_A(-6,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+26=0$

$_A(-6,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+32=0$

$_A(-6,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+38=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+44=0$

$_A(-6,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+50=0$

$_A(-6,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+62=0$

$_A(-6,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+68=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+22=0$

$_A(-6,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+34=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+46=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+58=0$

$_A(-6,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+70=0$

$_A(-6,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+24=0$

$_A(-6,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+30=0$

$_A(-6,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+42=0$

$_A(-6,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+48=0$

$_A(-6,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+60=0$

$_A(-6,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+66=0$

$_A(-6,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+15=0$

$_A(-6,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+21=0$

$_A(-6,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+27=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+33=0$

$_A(-6,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+39=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+45=0$

$_A(-6,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+51=0$

$_A(-6,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+57=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+12=0$

$_A(-6,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+24=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+36=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+48=0$

$_A(-6,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+60=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+15=0$

$_A(-6,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+21=0$

$_A(-6,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+33=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+39=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+51=0$

$_A(-6,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+57=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+18=0$

$_A(-6,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+30=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+42=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+54=0$

$_A(-6,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+66=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+21=0$

$_A(-6,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+27=0$

$_A(-6,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+33=0$

$_A(-6,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+39=0$

$_A(-6,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+51=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+57=0$

$_A(-6,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+63=0$

$_A(-6,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+69=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+24=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+48=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+60=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+27=0$

$_A(-6,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+33=0$

$_A(-6,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+39=0$

$_A(-6,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+45=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+51=0$

$_A(-6,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+57=0$

$_A(-6,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+69=0$

$_A(-6,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+75=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+30=0$

$_A(-6,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+42=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+54=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+66=0$

$_A(-6,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+78=0$

$_A(-6,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+33=0$

$_A(-6,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+39=0$

$_A(-6,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+51=0$

$_A(-6,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+57=0$

$_A(-6,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+69=0$

$_A(-6,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+75=0$

$_A(-6,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+16=0$

$_A(-6,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+22=0$

$_A(-6,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+28=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+34=0$

$_A(-6,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+40=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+46=0$

$_A(-6,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+52=0$

$_A(-6,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+58=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+14=0$

$_A(-6,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+26=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+38=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+50=0$

$_A(-6,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+62=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+18=0$

$_A(-6,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+24=0$

$_A(-6,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+36=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+42=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+54=0$

$_A(-6,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+60=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+22=0$

$_A(-6,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+34=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+46=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+58=0$

$_A(-6,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+70=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+26=0$

$_A(-6,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+32=0$

$_A(-6,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+38=0$

$_A(-6,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+44=0$

$_A(-6,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+56=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+62=0$

$_A(-6,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+68=0$

$_A(-6,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+74=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+30=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+54=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+66=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+34=0$

$_A(-6,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+40=0$

$_A(-6,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+46=0$

$_A(-6,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+52=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+58=0$

$_A(-6,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+64=0$

$_A(-6,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+76=0$

$_A(-6,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+82=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+38=0$

$_A(-6,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+50=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+62=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+74=0$

$_A(-6,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+86=0$

$_A(-6,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+42=0$

$_A(-6,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+48=0$

$_A(-6,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+60=0$

$_A(-6,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+66=0$

$_A(-6,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+78=0$

$_A(-6,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+84=0$

$_A(-6,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+17=0$

$_A(-6,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+23=0$

$_A(-6,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+29=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+35=0$

$_A(-6,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+41=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+47=0$

$_A(-6,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+53=0$

$_A(-6,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+59=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+16=0$

$_A(-6,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+28=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+40=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+52=0$

$_A(-6,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+64=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+21=0$

$_A(-6,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+27=0$

$_A(-6,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+39=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+45=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+57=0$

$_A(-6,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+63=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+26=0$

$_A(-6,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+38=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+50=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+62=0$

$_A(-6,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+74=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+31=0$

$_A(-6,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+37=0$

$_A(-6,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+43=0$

$_A(-6,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+49=0$

$_A(-6,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+61=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+67=0$

$_A(-6,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+73=0$

$_A(-6,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+79=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+36=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+60=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+72=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+41=0$

$_A(-6,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+47=0$

$_A(-6,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+53=0$

$_A(-6,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+59=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+65=0$

$_A(-6,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+71=0$

$_A(-6,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+83=0$

$_A(-6,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+89=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+46=0$

$_A(-6,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+58=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+70=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+82=0$

$_A(-6,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+94=0$

$_A(-6,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+51=0$

$_A(-6,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+57=0$

$_A(-6,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+69=0$

$_A(-6,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+75=0$

$_A(-6,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+87=0$

$_A(-6,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+93=0$

$_A(-6,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+18=0$

$_A(-6,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+24=0$

$_A(-6,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+30=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+36=0$

$_A(-6,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+42=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+48=0$

$_A(-6,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+54=0$

$_A(-6,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+60=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+18=0$

$_A(-6,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+30=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+42=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+54=0$

$_A(-6,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+66=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+24=0$

$_A(-6,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+30=0$

$_A(-6,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+42=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+48=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+60=0$

$_A(-6,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+66=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+30=0$

$_A(-6,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+42=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+54=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+66=0$

$_A(-6,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+78=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+36=0$

$_A(-6,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+42=0$

$_A(-6,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+48=0$

$_A(-6,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+54=0$

$_A(-6,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+66=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+72=0$

$_A(-6,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+78=0$

$_A(-6,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+84=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+42=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+66=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+78=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+48=0$

$_A(-6,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+54=0$

$_A(-6,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+60=0$

$_A(-6,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+66=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+72=0$

$_A(-6,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+78=0$

$_A(-6,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+90=0$

$_A(-6,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+96=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+54=0$

$_A(-6,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+66=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+78=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+90=0$

$_A(-6,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+102=0$

$_A(-6,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+60=0$

$_A(-6,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+66=0$

$_A(-6,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+78=0$

$_A(-6,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+84=0$

$_A(-6,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+96=0$

$_A(-6,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+102=0$

$_A(-6,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+19=0$

$_A(-6,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+25=0$

$_A(-6,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+31=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+37=0$

$_A(-6,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+43=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+49=0$

$_A(-6,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+55=0$

$_A(-6,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+61=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+20=0$

$_A(-6,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+32=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+44=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+56=0$

$_A(-6,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+68=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+27=0$

$_A(-6,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+33=0$

$_A(-6,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+45=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+51=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+63=0$

$_A(-6,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+69=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+34=0$

$_A(-6,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+46=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+58=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+70=0$

$_A(-6,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+82=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+41=0$

$_A(-6,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+47=0$

$_A(-6,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+53=0$

$_A(-6,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+59=0$

$_A(-6,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+71=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+77=0$

$_A(-6,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+83=0$

$_A(-6,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+89=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+48=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+72=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+84=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+55=0$

$_A(-6,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+61=0$

$_A(-6,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+67=0$

$_A(-6,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+73=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+79=0$

$_A(-6,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+85=0$

$_A(-6,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+97=0$

$_A(-6,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+103=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+62=0$

$_A(-6,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+74=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+86=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+98=0$

$_A(-6,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+110=0$

$_A(-6,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+69=0$

$_A(-6,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+75=0$

$_A(-6,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+87=0$

$_A(-6,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+93=0$

$_A(-6,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+105=0$

$_A(-6,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+111=0$

$_A(-6,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+20=0$

$_A(-6,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+26=0$

$_A(-6,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+32=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+38=0$

$_A(-6,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+44=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+50=0$

$_A(-6,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+56=0$

$_A(-6,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+62=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+22=0$

$_A(-6,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+34=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+46=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+58=0$

$_A(-6,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+70=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+30=0$

$_A(-6,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+36=0$

$_A(-6,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+48=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+54=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+66=0$

$_A(-6,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+72=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+38=0$

$_A(-6,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+50=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+62=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+74=0$

$_A(-6,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+86=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+46=0$

$_A(-6,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+52=0$

$_A(-6,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+58=0$

$_A(-6,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+64=0$

$_A(-6,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+76=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+82=0$

$_A(-6,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+88=0$

$_A(-6,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+94=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+54=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+78=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+90=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+62=0$

$_A(-6,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+68=0$

$_A(-6,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+74=0$

$_A(-6,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+80=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+86=0$

$_A(-6,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+92=0$

$_A(-6,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+104=0$

$_A(-6,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+110=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+70=0$

$_A(-6,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+82=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+94=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+106=0$

$_A(-6,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+118=0$

$_A(-6,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+78=0$

$_A(-6,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+84=0$

$_A(-6,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+96=0$

$_A(-6,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+102=0$

$_A(-6,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+114=0$

$_A(-6,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+120=0$

$_A(-6,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+21=0$

$_A(-6,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+27=0$

$_A(-6,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+33=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+39=0$

$_A(-6,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+45=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+51=0$

$_A(-6,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+57=0$

$_A(-6,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+63=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+24=0$

$_A(-6,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+36=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+48=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+60=0$

$_A(-6,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+72=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+33=0$

$_A(-6,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+39=0$

$_A(-6,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+51=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+57=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+69=0$

$_A(-6,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+75=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+42=0$

$_A(-6,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+54=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+66=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+78=0$

$_A(-6,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+90=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+51=0$

$_A(-6,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+57=0$

$_A(-6,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+63=0$

$_A(-6,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+69=0$

$_A(-6,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+81=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+87=0$

$_A(-6,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+93=0$

$_A(-6,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+99=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+60=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+84=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+96=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+69=0$

$_A(-6,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+75=0$

$_A(-6,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+81=0$

$_A(-6,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+87=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+93=0$

$_A(-6,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+99=0$

$_A(-6,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+111=0$

$_A(-6,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+117=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+78=0$

$_A(-6,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+90=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+102=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+114=0$

$_A(-6,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+126=0$

$_A(-6,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+87=0$

$_A(-6,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+93=0$

$_A(-6,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+105=0$

$_A(-6,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+111=0$

$_A(-6,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+123=0$

$_A(-6,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+129=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+8=0$

$_A(-7,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+15=0$

$_A(-7,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+22=0$

$_A(-7,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+29=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+36=0$

$_A(-7,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+43=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+50=0$

$_A(-7,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+57=0$

$_A(-7,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+64=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+9=0$

$_A(-7,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+23=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+37=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+51=0$

$_A(-7,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+65=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+10=0$

$_A(-7,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+17=0$

$_A(-7,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+31=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+38=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+52=0$

$_A(-7,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+59=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+11=0$

$_A(-7,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+25=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+39=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+53=0$

$_A(-7,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+67=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+12=0$

$_A(-7,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+19=0$

$_A(-7,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+26=0$

$_A(-7,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+33=0$

$_A(-7,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+47=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+54=0$

$_A(-7,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+61=0$

$_A(-7,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+68=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+13=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+41=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+55=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+14=0$

$_A(-7,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+21=0$

$_A(-7,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+28=0$

$_A(-7,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+35=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+42=0$

$_A(-7,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+49=0$

$_A(-7,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+63=0$

$_A(-7,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+70=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+15=0$

$_A(-7,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+29=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+43=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+57=0$

$_A(-7,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+71=0$

$_A(-7,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+16=0$

$_A(-7,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+23=0$

$_A(-7,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+37=0$

$_A(-7,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+44=0$

$_A(-7,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+58=0$

$_A(-7,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+65=0$

$_A(-7,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+16=0$

$_A(-7,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+23=0$

$_A(-7,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+30=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+37=0$

$_A(-7,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+44=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+51=0$

$_A(-7,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+58=0$

$_A(-7,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+65=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+11=0$

$_A(-7,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+25=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+39=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+53=0$

$_A(-7,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+67=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+13=0$

$_A(-7,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+20=0$

$_A(-7,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+34=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+41=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+55=0$

$_A(-7,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+62=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+15=0$

$_A(-7,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+29=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+43=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+57=0$

$_A(-7,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+71=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+17=0$

$_A(-7,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+24=0$

$_A(-7,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+31=0$

$_A(-7,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+38=0$

$_A(-7,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+52=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+59=0$

$_A(-7,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+66=0$

$_A(-7,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+73=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+19=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+47=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+61=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+21=0$

$_A(-7,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+28=0$

$_A(-7,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+35=0$

$_A(-7,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+42=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+49=0$

$_A(-7,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+56=0$

$_A(-7,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+70=0$

$_A(-7,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+77=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+23=0$

$_A(-7,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+37=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+51=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+65=0$

$_A(-7,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+79=0$

$_A(-7,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+25=0$

$_A(-7,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+32=0$

$_A(-7,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+46=0$

$_A(-7,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+53=0$

$_A(-7,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+67=0$

$_A(-7,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+74=0$

$_A(-7,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+17=0$

$_A(-7,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+24=0$

$_A(-7,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+31=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+38=0$

$_A(-7,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+45=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+52=0$

$_A(-7,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+59=0$

$_A(-7,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+66=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+13=0$

$_A(-7,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+27=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+41=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+55=0$

$_A(-7,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+69=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+16=0$

$_A(-7,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+23=0$

$_A(-7,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+37=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+44=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+58=0$

$_A(-7,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+65=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+19=0$

$_A(-7,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+33=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+47=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+61=0$

$_A(-7,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+75=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+22=0$

$_A(-7,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+29=0$

$_A(-7,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+36=0$

$_A(-7,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+43=0$

$_A(-7,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+57=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+64=0$

$_A(-7,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+71=0$

$_A(-7,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+78=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+25=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+53=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+67=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+28=0$

$_A(-7,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+35=0$

$_A(-7,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+42=0$

$_A(-7,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+49=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+56=0$

$_A(-7,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+63=0$

$_A(-7,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+77=0$

$_A(-7,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+84=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+31=0$

$_A(-7,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+45=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+59=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+73=0$

$_A(-7,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+87=0$

$_A(-7,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+34=0$

$_A(-7,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+41=0$

$_A(-7,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+55=0$

$_A(-7,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+62=0$

$_A(-7,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+76=0$

$_A(-7,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+83=0$

$_A(-7,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+18=0$

$_A(-7,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+25=0$

$_A(-7,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+32=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+39=0$

$_A(-7,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+46=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+53=0$

$_A(-7,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+60=0$

$_A(-7,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+67=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+15=0$

$_A(-7,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+29=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+43=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+57=0$

$_A(-7,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+71=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+19=0$

$_A(-7,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+26=0$

$_A(-7,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+40=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+47=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+61=0$

$_A(-7,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+68=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+23=0$

$_A(-7,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+37=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+51=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+65=0$

$_A(-7,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+79=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+27=0$

$_A(-7,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+34=0$

$_A(-7,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+41=0$

$_A(-7,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+48=0$

$_A(-7,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+62=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+69=0$

$_A(-7,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+76=0$

$_A(-7,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+83=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+31=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+59=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+73=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+35=0$

$_A(-7,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+42=0$

$_A(-7,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+49=0$

$_A(-7,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+56=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+63=0$

$_A(-7,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+70=0$

$_A(-7,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+84=0$

$_A(-7,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+91=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+39=0$

$_A(-7,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+53=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+67=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+81=0$

$_A(-7,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+95=0$

$_A(-7,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+43=0$

$_A(-7,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+50=0$

$_A(-7,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+64=0$

$_A(-7,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+71=0$

$_A(-7,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+85=0$

$_A(-7,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+92=0$

$_A(-7,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+19=0$

$_A(-7,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+26=0$

$_A(-7,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+33=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+40=0$

$_A(-7,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+47=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+54=0$

$_A(-7,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+61=0$

$_A(-7,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+68=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+17=0$

$_A(-7,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+31=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+45=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+59=0$

$_A(-7,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+73=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+22=0$

$_A(-7,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+29=0$

$_A(-7,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+43=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+50=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+64=0$

$_A(-7,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+71=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+27=0$

$_A(-7,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+41=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+55=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+69=0$

$_A(-7,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+83=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+32=0$

$_A(-7,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+39=0$

$_A(-7,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+46=0$

$_A(-7,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+53=0$

$_A(-7,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+67=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+74=0$

$_A(-7,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+81=0$

$_A(-7,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+88=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+37=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+65=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+79=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+42=0$

$_A(-7,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+49=0$

$_A(-7,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+56=0$

$_A(-7,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+63=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+70=0$

$_A(-7,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+77=0$

$_A(-7,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+91=0$

$_A(-7,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+98=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+47=0$

$_A(-7,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+61=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+75=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+89=0$

$_A(-7,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+103=0$

$_A(-7,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+52=0$

$_A(-7,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+59=0$

$_A(-7,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+73=0$

$_A(-7,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+80=0$

$_A(-7,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+94=0$

$_A(-7,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+101=0$

$_A(-7,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+20=0$

$_A(-7,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+27=0$

$_A(-7,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+34=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+41=0$

$_A(-7,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+48=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+55=0$

$_A(-7,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+62=0$

$_A(-7,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+69=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+19=0$

$_A(-7,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+33=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+47=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+61=0$

$_A(-7,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+75=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+25=0$

$_A(-7,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+32=0$

$_A(-7,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+46=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+53=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+67=0$

$_A(-7,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+74=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+31=0$

$_A(-7,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+45=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+59=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+73=0$

$_A(-7,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+87=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+37=0$

$_A(-7,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+44=0$

$_A(-7,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+51=0$

$_A(-7,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+58=0$

$_A(-7,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+72=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+79=0$

$_A(-7,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+86=0$

$_A(-7,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+93=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+43=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+71=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+85=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+49=0$

$_A(-7,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+56=0$

$_A(-7,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+63=0$

$_A(-7,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+70=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+77=0$

$_A(-7,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+84=0$

$_A(-7,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+98=0$

$_A(-7,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+105=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+55=0$

$_A(-7,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+69=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+83=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+97=0$

$_A(-7,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+111=0$

$_A(-7,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+61=0$

$_A(-7,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+68=0$

$_A(-7,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+82=0$

$_A(-7,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+89=0$

$_A(-7,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+103=0$

$_A(-7,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+110=0$

$_A(-7,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+21=0$

$_A(-7,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+28=0$

$_A(-7,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+35=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+42=0$

$_A(-7,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+49=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+56=0$

$_A(-7,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+63=0$

$_A(-7,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+70=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+21=0$

$_A(-7,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+35=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+49=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+63=0$

$_A(-7,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+77=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+28=0$

$_A(-7,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+35=0$

$_A(-7,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+49=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+56=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+70=0$

$_A(-7,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+77=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+35=0$

$_A(-7,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+49=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+63=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+77=0$

$_A(-7,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+91=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+42=0$

$_A(-7,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+49=0$

$_A(-7,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+56=0$

$_A(-7,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+63=0$

$_A(-7,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+77=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+84=0$

$_A(-7,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+91=0$

$_A(-7,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+98=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+49=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+77=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+91=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+56=0$

$_A(-7,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+63=0$

$_A(-7,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+70=0$

$_A(-7,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+77=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+84=0$

$_A(-7,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+91=0$

$_A(-7,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+105=0$

$_A(-7,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+112=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+63=0$

$_A(-7,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+77=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+91=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+105=0$

$_A(-7,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+119=0$

$_A(-7,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+70=0$

$_A(-7,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+77=0$

$_A(-7,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+91=0$

$_A(-7,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+98=0$

$_A(-7,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+112=0$

$_A(-7,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+119=0$

$_A(-7,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+22=0$

$_A(-7,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+29=0$

$_A(-7,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+36=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+43=0$

$_A(-7,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+50=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+57=0$

$_A(-7,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+64=0$

$_A(-7,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+71=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+23=0$

$_A(-7,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+37=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+51=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+65=0$

$_A(-7,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+79=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+31=0$

$_A(-7,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+38=0$

$_A(-7,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+52=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+59=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+73=0$

$_A(-7,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+80=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+39=0$

$_A(-7,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+53=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+67=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+81=0$

$_A(-7,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+95=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+47=0$

$_A(-7,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+54=0$

$_A(-7,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+61=0$

$_A(-7,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+68=0$

$_A(-7,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+82=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+89=0$

$_A(-7,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+96=0$

$_A(-7,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+103=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+55=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+83=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+97=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+63=0$

$_A(-7,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+70=0$

$_A(-7,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+77=0$

$_A(-7,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+84=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+91=0$

$_A(-7,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+98=0$

$_A(-7,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+112=0$

$_A(-7,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+119=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+71=0$

$_A(-7,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+85=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+99=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+113=0$

$_A(-7,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+127=0$

$_A(-7,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+79=0$

$_A(-7,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+86=0$

$_A(-7,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+100=0$

$_A(-7,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+107=0$

$_A(-7,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+121=0$

$_A(-7,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+128=0$

$_A(-7,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+23=0$

$_A(-7,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+30=0$

$_A(-7,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+37=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+44=0$

$_A(-7,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+51=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+58=0$

$_A(-7,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+65=0$

$_A(-7,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+72=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+25=0$

$_A(-7,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+39=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+53=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+67=0$

$_A(-7,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+81=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+34=0$

$_A(-7,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+41=0$

$_A(-7,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+55=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+62=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+76=0$

$_A(-7,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+83=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+43=0$

$_A(-7,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+57=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+71=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+85=0$

$_A(-7,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+99=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+52=0$

$_A(-7,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+59=0$

$_A(-7,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+66=0$

$_A(-7,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+73=0$

$_A(-7,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+87=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+94=0$

$_A(-7,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+101=0$

$_A(-7,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+108=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+61=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+89=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+103=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+70=0$

$_A(-7,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+77=0$

$_A(-7,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+84=0$

$_A(-7,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+91=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+98=0$

$_A(-7,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+105=0$

$_A(-7,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+119=0$

$_A(-7,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+126=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+79=0$

$_A(-7,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+93=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+107=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+121=0$

$_A(-7,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+135=0$

$_A(-7,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+88=0$

$_A(-7,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+95=0$

$_A(-7,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+109=0$

$_A(-7,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+116=0$

$_A(-7,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+130=0$

$_A(-7,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+137=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-1)ɐȒ̕߂$

$x-y+9=0$

$_A(-8,\,1)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+17=0$

$_A(-8,\,1)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+25=0$

$_A(-8,\,1)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+33=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+41=0$

$_A(-8,\,1)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+49=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+57=0$

$_A(-8,\,1)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+65=0$

$_A(-8,\,1)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+73=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+10=0$

$_A(-8,\,1)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+26=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+42=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+58=0$

$_A(-8,\,1)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+74=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+11=0$

$_A(-8,\,1)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+19=0$

$_A(-8,\,1)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+35=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+43=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+59=0$

$_A(-8,\,1)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+67=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+12=0$

$_A(-8,\,1)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+28=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+44=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+60=0$

$_A(-8,\,1)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+76=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+13=0$

$_A(-8,\,1)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+21=0$

$_A(-8,\,1)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+29=0$

$_A(-8,\,1)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+37=0$

$_A(-8,\,1)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+53=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+61=0$

$_A(-8,\,1)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+69=0$

$_A(-8,\,1)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+77=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+14=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+46=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+62=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+15=0$

$_A(-8,\,1)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+23=0$

$_A(-8,\,1)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+31=0$

$_A(-8,\,1)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+39=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+47=0$

$_A(-8,\,1)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+55=0$

$_A(-8,\,1)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+71=0$

$_A(-8,\,1)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+79=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+16=0$

$_A(-8,\,1)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+32=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+48=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+64=0$

$_A(-8,\,1)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+80=0$

$_A(-8,\,1)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+17=0$

$_A(-8,\,1)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+25=0$

$_A(-8,\,1)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+41=0$

$_A(-8,\,1)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+49=0$

$_A(-8,\,1)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+65=0$

$_A(-8,\,1)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+73=0$

$_A(-8,\,2)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+18=0$

$_A(-8,\,2)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+26=0$

$_A(-8,\,2)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+34=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+42=0$

$_A(-8,\,2)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+50=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+58=0$

$_A(-8,\,2)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+66=0$

$_A(-8,\,2)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+74=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+12=0$

$_A(-8,\,2)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+28=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+44=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+60=0$

$_A(-8,\,2)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+76=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+14=0$

$_A(-8,\,2)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+22=0$

$_A(-8,\,2)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+38=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+46=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+62=0$

$_A(-8,\,2)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+70=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+16=0$

$_A(-8,\,2)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+32=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+48=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+64=0$

$_A(-8,\,2)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+80=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+18=0$

$_A(-8,\,2)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+26=0$

$_A(-8,\,2)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+34=0$

$_A(-8,\,2)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+42=0$

$_A(-8,\,2)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+58=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+66=0$

$_A(-8,\,2)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+74=0$

$_A(-8,\,2)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+82=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+20=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+52=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+68=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+22=0$

$_A(-8,\,2)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+30=0$

$_A(-8,\,2)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+38=0$

$_A(-8,\,2)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+46=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+54=0$

$_A(-8,\,2)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+62=0$

$_A(-8,\,2)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+78=0$

$_A(-8,\,2)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+86=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+24=0$

$_A(-8,\,2)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+40=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+56=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+72=0$

$_A(-8,\,2)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+88=0$

$_A(-8,\,2)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+26=0$

$_A(-8,\,2)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+34=0$

$_A(-8,\,2)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+50=0$

$_A(-8,\,2)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+58=0$

$_A(-8,\,2)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+74=0$

$_A(-8,\,2)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+82=0$

$_A(-8,\,3)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+19=0$

$_A(-8,\,3)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+27=0$

$_A(-8,\,3)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+35=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+43=0$

$_A(-8,\,3)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+51=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+59=0$

$_A(-8,\,3)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+67=0$

$_A(-8,\,3)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+75=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+14=0$

$_A(-8,\,3)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+30=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+46=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+62=0$

$_A(-8,\,3)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+78=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+17=0$

$_A(-8,\,3)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+25=0$

$_A(-8,\,3)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+41=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+49=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+65=0$

$_A(-8,\,3)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+73=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+20=0$

$_A(-8,\,3)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+36=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+52=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+68=0$

$_A(-8,\,3)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+84=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+23=0$

$_A(-8,\,3)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+31=0$

$_A(-8,\,3)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+39=0$

$_A(-8,\,3)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+47=0$

$_A(-8,\,3)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+63=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+71=0$

$_A(-8,\,3)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+79=0$

$_A(-8,\,3)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+87=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+26=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+58=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+74=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+29=0$

$_A(-8,\,3)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+37=0$

$_A(-8,\,3)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+45=0$

$_A(-8,\,3)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+53=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+61=0$

$_A(-8,\,3)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+69=0$

$_A(-8,\,3)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+85=0$

$_A(-8,\,3)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+93=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+32=0$

$_A(-8,\,3)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+48=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+64=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+80=0$

$_A(-8,\,3)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+96=0$

$_A(-8,\,3)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+35=0$

$_A(-8,\,3)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+43=0$

$_A(-8,\,3)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+59=0$

$_A(-8,\,3)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+67=0$

$_A(-8,\,3)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+83=0$

$_A(-8,\,3)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+91=0$

$_A(-8,\,4)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+20=0$

$_A(-8,\,4)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+28=0$

$_A(-8,\,4)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+36=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+44=0$

$_A(-8,\,4)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+52=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+60=0$

$_A(-8,\,4)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+68=0$

$_A(-8,\,4)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+76=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+16=0$

$_A(-8,\,4)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+32=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+48=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+64=0$

$_A(-8,\,4)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+80=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+20=0$

$_A(-8,\,4)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+28=0$

$_A(-8,\,4)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+44=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+52=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+68=0$

$_A(-8,\,4)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+76=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+24=0$

$_A(-8,\,4)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+40=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+56=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+72=0$

$_A(-8,\,4)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+88=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+28=0$

$_A(-8,\,4)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+36=0$

$_A(-8,\,4)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+44=0$

$_A(-8,\,4)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+52=0$

$_A(-8,\,4)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+68=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+76=0$

$_A(-8,\,4)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+84=0$

$_A(-8,\,4)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+92=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+32=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+64=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+80=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+36=0$

$_A(-8,\,4)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+44=0$

$_A(-8,\,4)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+52=0$

$_A(-8,\,4)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+60=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+68=0$

$_A(-8,\,4)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+76=0$

$_A(-8,\,4)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+92=0$

$_A(-8,\,4)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+100=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+40=0$

$_A(-8,\,4)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+56=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+72=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+88=0$

$_A(-8,\,4)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+104=0$

$_A(-8,\,4)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+44=0$

$_A(-8,\,4)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+52=0$

$_A(-8,\,4)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+68=0$

$_A(-8,\,4)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+76=0$

$_A(-8,\,4)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+92=0$

$_A(-8,\,4)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+100=0$

$_A(-8,\,5)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+21=0$

$_A(-8,\,5)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+29=0$

$_A(-8,\,5)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+37=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+45=0$

$_A(-8,\,5)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+53=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+61=0$

$_A(-8,\,5)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+69=0$

$_A(-8,\,5)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+77=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+18=0$

$_A(-8,\,5)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+34=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+50=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+66=0$

$_A(-8,\,5)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+82=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+23=0$

$_A(-8,\,5)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+31=0$

$_A(-8,\,5)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+47=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+55=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+71=0$

$_A(-8,\,5)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+79=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+28=0$

$_A(-8,\,5)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+44=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+60=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+76=0$

$_A(-8,\,5)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+92=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+33=0$

$_A(-8,\,5)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+41=0$

$_A(-8,\,5)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+49=0$

$_A(-8,\,5)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+57=0$

$_A(-8,\,5)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+73=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+81=0$

$_A(-8,\,5)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+89=0$

$_A(-8,\,5)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+97=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+38=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+70=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+86=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+43=0$

$_A(-8,\,5)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+51=0$

$_A(-8,\,5)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+59=0$

$_A(-8,\,5)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+67=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+75=0$

$_A(-8,\,5)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+83=0$

$_A(-8,\,5)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+99=0$

$_A(-8,\,5)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+107=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+48=0$

$_A(-8,\,5)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+64=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+80=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+96=0$

$_A(-8,\,5)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+112=0$

$_A(-8,\,5)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+53=0$

$_A(-8,\,5)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+61=0$

$_A(-8,\,5)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+77=0$

$_A(-8,\,5)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+85=0$

$_A(-8,\,5)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+101=0$

$_A(-8,\,5)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+109=0$

$_A(-8,\,6)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+22=0$

$_A(-8,\,6)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+30=0$

$_A(-8,\,6)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+38=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+46=0$

$_A(-8,\,6)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+54=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+62=0$

$_A(-8,\,6)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+70=0$

$_A(-8,\,6)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+78=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+20=0$

$_A(-8,\,6)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+36=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+52=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+68=0$

$_A(-8,\,6)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+84=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+26=0$

$_A(-8,\,6)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+34=0$

$_A(-8,\,6)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+50=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+58=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+74=0$

$_A(-8,\,6)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+82=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+32=0$

$_A(-8,\,6)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+48=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+64=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+80=0$

$_A(-8,\,6)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+96=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+38=0$

$_A(-8,\,6)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+46=0$

$_A(-8,\,6)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+54=0$

$_A(-8,\,6)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+62=0$

$_A(-8,\,6)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+78=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+86=0$

$_A(-8,\,6)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+94=0$

$_A(-8,\,6)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+102=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+44=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+76=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+92=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+50=0$

$_A(-8,\,6)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+58=0$

$_A(-8,\,6)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+66=0$

$_A(-8,\,6)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+74=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+82=0$

$_A(-8,\,6)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+90=0$

$_A(-8,\,6)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+106=0$

$_A(-8,\,6)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+114=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+56=0$

$_A(-8,\,6)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+72=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+88=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+104=0$

$_A(-8,\,6)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+120=0$

$_A(-8,\,6)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+62=0$

$_A(-8,\,6)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+70=0$

$_A(-8,\,6)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+86=0$

$_A(-8,\,6)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+94=0$

$_A(-8,\,6)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+110=0$

$_A(-8,\,6)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+118=0$

$_A(-8,\,7)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+23=0$

$_A(-8,\,7)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+31=0$

$_A(-8,\,7)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+39=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+47=0$

$_A(-8,\,7)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+55=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+63=0$

$_A(-8,\,7)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+71=0$

$_A(-8,\,7)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+79=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+22=0$

$_A(-8,\,7)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+38=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+54=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+70=0$

$_A(-8,\,7)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+86=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+29=0$

$_A(-8,\,7)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+37=0$

$_A(-8,\,7)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+53=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+61=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+77=0$

$_A(-8,\,7)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+85=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+36=0$

$_A(-8,\,7)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+52=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+68=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+84=0$

$_A(-8,\,7)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+100=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+43=0$

$_A(-8,\,7)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+51=0$

$_A(-8,\,7)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+59=0$

$_A(-8,\,7)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+67=0$

$_A(-8,\,7)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+83=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+91=0$

$_A(-8,\,7)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+99=0$

$_A(-8,\,7)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+107=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+50=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+82=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+98=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+57=0$

$_A(-8,\,7)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+65=0$

$_A(-8,\,7)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+73=0$

$_A(-8,\,7)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+81=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+89=0$

$_A(-8,\,7)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+97=0$

$_A(-8,\,7)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+113=0$

$_A(-8,\,7)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+121=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+64=0$

$_A(-8,\,7)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+80=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+96=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+112=0$

$_A(-8,\,7)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+128=0$

$_A(-8,\,7)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+71=0$

$_A(-8,\,7)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+79=0$

$_A(-8,\,7)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+95=0$

$_A(-8,\,7)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+103=0$

$_A(-8,\,7)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+119=0$

$_A(-8,\,7)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+127=0$

$_A(-8,\,8)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+24=0$

$_A(-8,\,8)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+32=0$

$_A(-8,\,8)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+40=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+48=0$

$_A(-8,\,8)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+56=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+64=0$

$_A(-8,\,8)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+72=0$

$_A(-8,\,8)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+80=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+24=0$

$_A(-8,\,8)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+40=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+56=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+72=0$

$_A(-8,\,8)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+88=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+32=0$

$_A(-8,\,8)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+40=0$

$_A(-8,\,8)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+56=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+64=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+80=0$

$_A(-8,\,8)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+88=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+40=0$

$_A(-8,\,8)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+56=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+72=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+88=0$

$_A(-8,\,8)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+104=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+48=0$

$_A(-8,\,8)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+56=0$

$_A(-8,\,8)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+64=0$

$_A(-8,\,8)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+72=0$

$_A(-8,\,8)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+88=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+96=0$

$_A(-8,\,8)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+104=0$

$_A(-8,\,8)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+112=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+56=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+88=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+104=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+64=0$

$_A(-8,\,8)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+72=0$

$_A(-8,\,8)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+80=0$

$_A(-8,\,8)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+88=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+96=0$

$_A(-8,\,8)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+104=0$

$_A(-8,\,8)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+120=0$

$_A(-8,\,8)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+128=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+72=0$

$_A(-8,\,8)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+88=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+104=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+120=0$

$_A(-8,\,8)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+136=0$

$_A(-8,\,8)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+80=0$

$_A(-8,\,8)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+88=0$

$_A(-8,\,8)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+104=0$

$_A(-8,\,8)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+112=0$

$_A(-8,\,8)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+128=0$

$_A(-8,\,8)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+136=0$

$_A(-8,\,9)ʂA\beku n=(2,\,-1)ɐȒ̕߂$

$2x-y+25=0$

$_A(-8,\,9)ʂA\beku n=(3,\,-1)ɐȒ̕߂$

$3x-y+33=0$

$_A(-8,\,9)ʂA\beku n=(4,\,-1)ɐȒ̕߂$

$4x-y+41=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-1)ɐȒ̕߂$

$5x-y+49=0$

$_A(-8,\,9)ʂA\beku n=(6,\,-1)ɐȒ̕߂$

$6x-y+57=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-1)ɐȒ̕߂$

$7x-y+65=0$

$_A(-8,\,9)ʂA\beku n=(8,\,-1)ɐȒ̕߂$

$8x-y+73=0$

$_A(-8,\,9)ʂA\beku n=(9,\,-1)ɐȒ̕߂$

$9x-y+81=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-2)ɐȒ̕߂$

$x-2y+26=0$

$_A(-8,\,9)ʂA\beku n=(3,\,-2)ɐȒ̕߂$

$3x-2y+42=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-2)ɐȒ̕߂$

$5x-2y+58=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-2)ɐȒ̕߂$

$7x-2y+74=0$

$_A(-8,\,9)ʂA\beku n=(9,\,-2)ɐȒ̕߂$

$9x-2y+90=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-3)ɐȒ̕߂$

$x-3y+35=0$

$_A(-8,\,9)ʂA\beku n=(2,\,-3)ɐȒ̕߂$

$2x-3y+43=0$

$_A(-8,\,9)ʂA\beku n=(4,\,-3)ɐȒ̕߂$

$4x-3y+59=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-3)ɐȒ̕߂$

$5x-3y+67=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-3)ɐȒ̕߂$

$7x-3y+83=0$

$_A(-8,\,9)ʂA\beku n=(8,\,-3)ɐȒ̕߂$

$8x-3y+91=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-4)ɐȒ̕߂$

$x-4y+44=0$

$_A(-8,\,9)ʂA\beku n=(3,\,-4)ɐȒ̕߂$

$3x-4y+60=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-4)ɐȒ̕߂$

$5x-4y+76=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-4)ɐȒ̕߂$

$7x-4y+92=0$

$_A(-8,\,9)ʂA\beku n=(9,\,-4)ɐȒ̕߂$

$9x-4y+108=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-5)ɐȒ̕߂$

$x-5y+53=0$

$_A(-8,\,9)ʂA\beku n=(2,\,-5)ɐȒ̕߂$

$2x-5y+61=0$

$_A(-8,\,9)ʂA\beku n=(3,\,-5)ɐȒ̕߂$

$3x-5y+69=0$

$_A(-8,\,9)ʂA\beku n=(4,\,-5)ɐȒ̕߂$

$4x-5y+77=0$

$_A(-8,\,9)ʂA\beku n=(6,\,-5)ɐȒ̕߂$

$6x-5y+93=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-5)ɐȒ̕߂$

$7x-5y+101=0$

$_A(-8,\,9)ʂA\beku n=(8,\,-5)ɐȒ̕߂$

$8x-5y+109=0$

$_A(-8,\,9)ʂA\beku n=(9,\,-5)ɐȒ̕߂$

$9x-5y+117=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-6)ɐȒ̕߂$

$x-6y+62=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-6)ɐȒ̕߂$

$5x-6y+94=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-6)ɐȒ̕߂$

$7x-6y+110=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-7)ɐȒ̕߂$

$x-7y+71=0$

$_A(-8,\,9)ʂA\beku n=(2,\,-7)ɐȒ̕߂$

$2x-7y+79=0$

$_A(-8,\,9)ʂA\beku n=(3,\,-7)ɐȒ̕߂$

$3x-7y+87=0$

$_A(-8,\,9)ʂA\beku n=(4,\,-7)ɐȒ̕߂$

$4x-7y+95=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-7)ɐȒ̕߂$

$5x-7y+103=0$

$_A(-8,\,9)ʂA\beku n=(6,\,-7)ɐȒ̕߂$

$6x-7y+111=0$

$_A(-8,\,9)ʂA\beku n=(8,\,-7)ɐȒ̕߂$

$8x-7y+127=0$

$_A(-8,\,9)ʂA\beku n=(9,\,-7)ɐȒ̕߂$

$9x-7y+135=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-8)ɐȒ̕߂$

$x-8y+80=0$

$_A(-8,\,9)ʂA\beku n=(3,\,-8)ɐȒ̕߂$

$3x-8y+96=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-8)ɐȒ̕߂$

$5x-8y+112=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-8)ɐȒ̕߂$

$7x-8y+128=0$

$_A(-8,\,9)ʂA\beku n=(9,\,-8)ɐȒ̕߂$

$9x-8y+144=0$

$_A(-8,\,9)ʂA\beku n=(1,\,-9)ɐȒ̕߂$

$x-9y+89=0$

$_A(-8,\,9)ʂA\beku n=(2,\,-9)ɐȒ̕߂$

$2x-9y+97=0$

$_A(-8,\,9)ʂA\beku n=(4,\,-9)ɐȒ̕߂$

$4x-9y+113=0$

$_A(-8,\,9)ʂA\beku n=(5,\,-9)ɐȒ̕߂$

$5x-9y+121=0$

$_A(-8,\,9)ʂA\beku n=(7,\,-9)ɐȒ̕߂$

$7x-9y+137=0$

$_A(-8,\,9)ʂA\beku n=(8,\,-9)ɐȒ̕߂$

$8x-9y+145=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-2=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-3=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-4=0$

$_A(-1,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-5=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-6=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-7=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-8=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+1=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-1=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-3=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-5=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-7=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+2=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+1=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-1=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-2=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-4=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-5=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+3=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+1=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-1=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-3=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-5=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+4=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+3=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+2=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+1=0$

$_A(-1,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-1=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-2=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-3=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-4=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+5=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+1=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-1=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+6=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+5=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+4=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+3=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+2=0$

$_A(-1,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+1=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-1=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-2=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+7=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+5=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+3=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+1=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-1=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+8=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+7=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+5=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+4=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+2=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+1=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-1=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-2=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-3=0$

$_A(-1,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-4=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-5=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-6=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-7=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+3=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+1=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-1=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-3=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-5=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+5=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+4=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+2=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+1=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-1=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-2=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+7=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+5=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+3=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+1=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-1=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+9=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+8=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+7=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+6=0$

$_A(-1,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+4=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+3=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+2=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+1=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+11=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+7=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+5=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+13=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+12=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+11=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+10=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+9=0$

$_A(-1,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+8=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+6=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+5=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+15=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+13=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+11=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+9=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+7=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+17=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+16=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+14=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+13=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+11=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+10=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-1=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-2=0$

$_A(-1,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-3=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-4=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-5=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-6=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+5=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+3=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+1=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-1=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-3=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+8=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+7=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+5=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+4=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+2=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+1=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+11=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+9=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+7=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+5=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+3=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+14=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+13=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+12=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+11=0$

$_A(-1,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+9=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+8=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+7=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+6=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+17=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+13=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+11=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+20=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+19=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+18=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+17=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+16=0$

$_A(-1,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+15=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+13=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+12=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+23=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+21=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+19=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+17=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+15=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+26=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+25=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+23=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+22=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+20=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+19=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+2=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+1=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-1=0$

$_A(-1,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-2=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-3=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-4=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-5=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+7=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+5=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+3=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+1=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-1=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+11=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+10=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+8=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+7=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+5=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+4=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+15=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+13=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+11=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+9=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+7=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+19=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+18=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+17=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+16=0$

$_A(-1,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+14=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+13=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+12=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+11=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+23=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+19=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+17=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+27=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+26=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+25=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+24=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+23=0$

$_A(-1,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+22=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+20=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+19=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+31=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+29=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+27=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+25=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+23=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+35=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+34=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+32=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+31=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+29=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+28=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+2=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+1=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y=0$

$_A(-1,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-1=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-2=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-3=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-4=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+7=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+5=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+3=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+1=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+14=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+13=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+11=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+10=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+8=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+7=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+19=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+17=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+15=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+13=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+11=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+24=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+23=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+22=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+21=0$

$_A(-1,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+19=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+18=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+17=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+16=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+29=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+25=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+23=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+34=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+33=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+32=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+31=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+30=0$

$_A(-1,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+29=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+27=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+26=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+39=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+37=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+35=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+33=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+31=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+44=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+43=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+41=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+40=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+38=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+37=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+4=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+3=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+2=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+1=0$

$_A(-1,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-1=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-2=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-3=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+9=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+7=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+5=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+3=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+17=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+16=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+14=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+13=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+11=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+10=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+23=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+21=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+19=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+17=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+15=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+29=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+28=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+27=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+26=0$

$_A(-1,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+24=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+23=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+22=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+21=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+35=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+31=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+29=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+41=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+40=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+39=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+38=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+37=0$

$_A(-1,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+36=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+34=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+33=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+47=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+45=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+43=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+41=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+39=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+53=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+52=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+50=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+49=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+47=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+46=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+4=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+3=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+2=0$

$_A(-1,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+1=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-1=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-2=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+13=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+11=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+9=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+7=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+5=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+20=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+19=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+17=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+16=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+14=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+13=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+27=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+25=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+23=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+21=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+19=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+34=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+33=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+32=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+31=0$

$_A(-1,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+29=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+28=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+27=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+26=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+41=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+37=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+35=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+48=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+47=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+46=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+45=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+44=0$

$_A(-1,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+43=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+41=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+40=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+55=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+53=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+51=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+49=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+47=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+62=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+61=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+59=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+58=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+56=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+55=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+6=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+5=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+4=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+3=0$

$_A(-1,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+2=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+1=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-1=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+15=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+13=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+11=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+9=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+7=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+23=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+22=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+20=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+19=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+17=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+16=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+31=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+29=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+27=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+25=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+23=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+39=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+38=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+37=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+36=0$

$_A(-1,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+34=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+33=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+32=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+31=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+47=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+43=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+41=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+55=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+54=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+53=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+52=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+51=0$

$_A(-1,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+50=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+48=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+47=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+63=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+61=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+59=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+57=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+55=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+71=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+70=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+68=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+67=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+65=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+64=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+7=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+6=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+5=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y+4=0$

$_A(-1,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y+3=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y+2=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y+1=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+17=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+15=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+13=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+11=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y+9=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+26=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+25=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+23=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+22=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+20=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+19=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+35=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+33=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+31=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+29=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+27=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+44=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+43=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+42=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+41=0$

$_A(-1,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+39=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+38=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+37=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+36=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+53=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+49=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+47=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+62=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+61=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+60=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+59=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+58=0$

$_A(-1,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+57=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+55=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+54=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+71=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+69=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+67=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+65=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+63=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+80=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+79=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+77=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+76=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+74=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+73=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-1=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-5=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-7=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-9=0$

$_A(-2,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-11=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-13=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-15=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-17=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-4=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-8=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-12=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-16=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+1=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-1=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-5=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-7=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-11=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-13=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+2=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-2=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-6=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-10=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-14=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+3=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+1=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-1=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-3=0$

$_A(-2,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-7=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-9=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-11=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-13=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+4=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-4=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-8=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+5=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+3=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+1=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-1=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-3=0$

$_A(-2,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-5=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-9=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-11=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+6=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+2=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-2=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-6=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-10=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+7=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+5=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+1=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-1=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-5=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-7=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-2=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-4=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-6=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-8=0$

$_A(-2,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-10=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-12=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-14=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-16=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+2=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-2=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-6=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-10=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-14=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+4=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+2=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-2=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-4=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-8=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-10=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+6=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+2=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-2=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-6=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-10=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+8=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+6=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+4=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+2=0$

$_A(-2,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-2=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-4=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-6=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-8=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+10=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+2=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-2=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+12=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+10=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+8=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+6=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+4=0$

$_A(-2,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+2=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-2=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-4=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+14=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+10=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+6=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+2=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-2=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+16=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+14=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+10=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+8=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+4=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+2=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-3=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-5=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-7=0$

$_A(-2,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-9=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-11=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-13=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-15=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+4=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-4=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-8=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-12=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+7=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+5=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+1=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-1=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-5=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-7=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+10=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+6=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+2=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-2=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-6=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+13=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+11=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+9=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+7=0$

$_A(-2,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+3=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+1=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-1=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-3=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+16=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+8=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+4=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+19=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+17=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+15=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+13=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+11=0$

$_A(-2,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+9=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+5=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+3=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+22=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+18=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+14=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+10=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+6=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+25=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+23=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+19=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+17=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+13=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+11=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-2=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-4=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-6=0$

$_A(-2,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-8=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-10=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-12=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-14=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+6=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+2=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-2=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-6=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-10=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+10=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+8=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+4=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+2=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-2=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-4=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+14=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+10=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+6=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+2=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-2=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+18=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+16=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+14=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+12=0$

$_A(-2,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+8=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+6=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+4=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+2=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+22=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+14=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+10=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+26=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+24=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+22=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+20=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+18=0$

$_A(-2,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+16=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+12=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+10=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+30=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+26=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+22=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+18=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+14=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+34=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+32=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+28=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+26=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+22=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+20=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-1=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-3=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-5=0$

$_A(-2,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-7=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-9=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-11=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-13=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+8=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+4=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-4=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-8=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+13=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+11=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+7=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+5=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+1=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-1=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+18=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+14=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+10=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+6=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+2=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+23=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+21=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+19=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+17=0$

$_A(-2,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+13=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+11=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+9=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+7=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+28=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+20=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+16=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+33=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+31=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+29=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+27=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+25=0$

$_A(-2,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+23=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+19=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+17=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+38=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+34=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+30=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+26=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+22=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+43=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+41=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+37=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+35=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+31=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+29=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+2=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-2=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-4=0$

$_A(-2,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-6=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-8=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-10=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-12=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+6=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+2=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-2=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-6=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+16=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+14=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+10=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+8=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+4=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+2=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+22=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+18=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+14=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+10=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+6=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+28=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+26=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+24=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+22=0$

$_A(-2,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+18=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+16=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+14=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+12=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+34=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+26=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+22=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+40=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+38=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+36=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+34=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+32=0$

$_A(-2,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+30=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+26=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+24=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+46=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+42=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+38=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+34=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+30=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+52=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+50=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+46=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+44=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+40=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+38=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+1=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-1=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-3=0$

$_A(-2,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-5=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-7=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-9=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-11=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+12=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+8=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+4=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-4=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+19=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+17=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+13=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+11=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+7=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+5=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+26=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+22=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+18=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+14=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+10=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+33=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+31=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+29=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+27=0$

$_A(-2,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+23=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+21=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+19=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+17=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+40=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+32=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+28=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+47=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+45=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+43=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+41=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+39=0$

$_A(-2,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+37=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+33=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+31=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+54=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+50=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+46=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+42=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+38=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+61=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+59=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+55=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+53=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+49=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+47=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+4=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+2=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-2=0$

$_A(-2,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-4=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-6=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-8=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-10=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+14=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+10=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+6=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+2=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-2=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+22=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+20=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+16=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+14=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+10=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+8=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+30=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+26=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+22=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+18=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+14=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+38=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+36=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+34=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+32=0$

$_A(-2,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+28=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+26=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+24=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+22=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+46=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+38=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+34=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+54=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+52=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+50=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+48=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+46=0$

$_A(-2,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+44=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+40=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+38=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+62=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+58=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+54=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+50=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+46=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+70=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+68=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+64=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+62=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+58=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+56=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+5=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y+3=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y+1=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-1=0$

$_A(-2,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-3=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-5=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-7=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-9=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+16=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+12=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+8=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y+4=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+25=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+23=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+19=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+17=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+13=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+11=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+34=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+30=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+26=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+22=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+18=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+43=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+41=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+39=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+37=0$

$_A(-2,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+33=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+31=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+29=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+27=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+52=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+44=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+40=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+61=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+59=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+57=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+55=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+53=0$

$_A(-2,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+51=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+47=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+45=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+70=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+66=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+62=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+58=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+54=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+79=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+77=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+73=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+71=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+67=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+65=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-2=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-8=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-11=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-14=0$

$_A(-3,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-17=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-20=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-23=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-26=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-1=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-7=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-13=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-19=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-25=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-3=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-9=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-12=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-18=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-21=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+1=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-5=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-11=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-17=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-23=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+2=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-1=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-4=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-7=0$

$_A(-3,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-13=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-16=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-19=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-22=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+3=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-9=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-15=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+4=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+1=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-2=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-5=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-8=0$

$_A(-3,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-11=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-17=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-20=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+5=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-1=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-7=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-13=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-19=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+6=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+3=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-3=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-6=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-12=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-15=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-4=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-7=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-10=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-13=0$

$_A(-3,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-16=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-19=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-22=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-25=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+1=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-5=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-11=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-17=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-23=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+3=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-6=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-9=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-15=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-18=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+5=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-1=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-7=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-13=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-19=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+7=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+4=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+1=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-2=0$

$_A(-3,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-8=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-11=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-14=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-17=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+9=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-3=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-9=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+11=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+8=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+5=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+2=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-1=0$

$_A(-3,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-4=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-10=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-13=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+13=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+7=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+1=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-5=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-11=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+15=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+12=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+6=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+3=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-3=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-6=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-6=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-9=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-12=0$

$_A(-3,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-15=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-18=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-21=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-24=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+3=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-3=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-9=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-15=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-21=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+6=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+3=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-3=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-6=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-12=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-15=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+9=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+3=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-3=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-9=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-15=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+12=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+9=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+6=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+3=0$

$_A(-3,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-3=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-6=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-9=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-12=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+15=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+3=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-3=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+18=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+15=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+12=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+9=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+6=0$

$_A(-3,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+3=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-3=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-6=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+21=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+15=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+9=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+3=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-3=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+24=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+21=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+15=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+12=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+6=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+3=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-2=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-5=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-8=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-11=0$

$_A(-3,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-14=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-17=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-20=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-23=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+5=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-1=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-7=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-13=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-19=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+9=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+6=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-3=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-9=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-12=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+13=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+7=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+1=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-5=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-11=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+17=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+14=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+11=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+8=0$

$_A(-3,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+2=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-1=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-4=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-7=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+21=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+9=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+3=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+25=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+22=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+19=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+16=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+13=0$

$_A(-3,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+10=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+4=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+1=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+29=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+23=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+17=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+11=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+5=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+33=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+30=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+24=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+21=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+15=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+12=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-4=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-7=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-10=0$

$_A(-3,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-13=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-16=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-19=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-22=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+7=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+1=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-5=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-11=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-17=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+12=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+9=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+3=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-6=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-9=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+17=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+11=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+5=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-1=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-7=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+22=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+19=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+16=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+13=0$

$_A(-3,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+7=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+4=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+1=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-2=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+27=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+15=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+9=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+32=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+29=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+26=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+23=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+20=0$

$_A(-3,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+17=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+11=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+8=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+37=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+31=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+25=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+19=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+13=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+42=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+39=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+33=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+30=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+24=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+21=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-3=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-6=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-9=0$

$_A(-3,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-12=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-15=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-18=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-21=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+3=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-3=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-9=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-15=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+15=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+12=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+6=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+3=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-3=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-6=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+21=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+15=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+9=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+3=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-3=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+27=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+24=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+21=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+18=0$

$_A(-3,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+12=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+9=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+6=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+3=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+33=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+21=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+15=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+39=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+36=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+33=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+30=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+27=0$

$_A(-3,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+24=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+18=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+15=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+45=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+39=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+33=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+27=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+21=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+51=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+48=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+42=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+39=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+33=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+30=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-2=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-5=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-8=0$

$_A(-3,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-11=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-14=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-17=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-20=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+5=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-1=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-7=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-13=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+18=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+15=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+9=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+6=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-3=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+25=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+19=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+13=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+7=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+1=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+32=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+29=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+26=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+23=0$

$_A(-3,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+17=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+14=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+11=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+8=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+39=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+27=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+21=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+46=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+43=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+40=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+37=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+34=0$

$_A(-3,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+31=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+25=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+22=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+53=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+47=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+41=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+35=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+29=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+60=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+57=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+51=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+48=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+42=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+39=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+2=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-1=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-4=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-7=0$

$_A(-3,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-10=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-13=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-16=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-19=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+13=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+7=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+1=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-5=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-11=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+21=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+18=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+12=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+9=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+3=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+29=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+23=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+17=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+11=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+5=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+37=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+34=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+31=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+28=0$

$_A(-3,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+22=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+19=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+16=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+13=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+45=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+33=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+27=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+53=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+50=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+47=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+44=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+41=0$

$_A(-3,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+38=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+32=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+29=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+61=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+55=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+49=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+43=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+37=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+69=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+66=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+60=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+57=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+51=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+48=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+3=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-3=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-6=0$

$_A(-3,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-9=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-12=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-15=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-18=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+15=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+9=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y+3=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-3=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-9=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+24=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+21=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+15=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+12=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y+6=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y+3=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+33=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+27=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+21=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+15=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y+9=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+42=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+39=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+36=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+33=0$

$_A(-3,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+27=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+24=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+21=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+18=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+51=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+39=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+33=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+60=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+57=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+54=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+51=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+48=0$

$_A(-3,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+45=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+39=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+36=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+69=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+63=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+57=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+51=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+45=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+78=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+75=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+69=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+66=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+60=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+57=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-3=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-11=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-15=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-19=0$

$_A(-4,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-23=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-27=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-31=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-35=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-2=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-10=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-18=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-26=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-34=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-1=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-5=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-13=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-17=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-25=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-29=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-8=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-16=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-24=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-32=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+1=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-3=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-7=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-11=0$

$_A(-4,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-19=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-23=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-27=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-31=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+2=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-14=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-22=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+3=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-1=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-5=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-9=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-13=0$

$_A(-4,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-17=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-25=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-29=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+4=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-4=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-12=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-20=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-28=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+5=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+1=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-7=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-11=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-19=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-23=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-6=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-10=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-14=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-18=0$

$_A(-4,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-22=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-26=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-30=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-34=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-8=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-16=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-24=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-32=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+2=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-2=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-10=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-14=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-22=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-26=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+4=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-4=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-12=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-20=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-28=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+6=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+2=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-2=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-6=0$

$_A(-4,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-14=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-18=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-22=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-26=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+8=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-8=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-16=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+10=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+6=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+2=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-2=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-6=0$

$_A(-4,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-10=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-18=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-22=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+12=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+4=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-4=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-12=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-20=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+14=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+10=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+2=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-2=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-10=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-14=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-9=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-13=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-17=0$

$_A(-4,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-21=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-25=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-29=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-33=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+2=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-6=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-14=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-22=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-30=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+5=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+1=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-7=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-11=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-19=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-23=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+8=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-8=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-16=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-24=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+11=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+7=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+3=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-1=0$

$_A(-4,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-9=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-13=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-17=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-21=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+14=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-2=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-10=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+17=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+13=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+9=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+5=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+1=0$

$_A(-4,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-3=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-11=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-15=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+20=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+12=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+4=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-4=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-12=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+23=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+19=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+11=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+7=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-1=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-5=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-4=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-8=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-12=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-16=0$

$_A(-4,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-20=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-24=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-28=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-32=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+4=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-4=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-12=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-20=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-28=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+8=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+4=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-4=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-8=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-16=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-20=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+12=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+4=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-4=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-12=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-20=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+16=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+12=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+8=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+4=0$

$_A(-4,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-4=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-8=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-12=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-16=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+20=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+4=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-4=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+24=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+20=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+16=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+12=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+8=0$

$_A(-4,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+4=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-4=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-8=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+28=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+20=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+12=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+4=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-4=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+32=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+28=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+20=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+16=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+8=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+4=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-7=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-11=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-15=0$

$_A(-4,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-19=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-23=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-27=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-31=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+6=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-2=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-10=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-18=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-26=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+11=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+7=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-1=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-5=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-13=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-17=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+16=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+8=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-8=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-16=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+21=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+17=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+13=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+9=0$

$_A(-4,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+1=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-3=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-7=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-11=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+26=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+10=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+2=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+31=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+27=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+23=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+19=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+15=0$

$_A(-4,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+11=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+3=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-1=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+36=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+28=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+20=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+12=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+4=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+41=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+37=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+29=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+25=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+17=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+13=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-2=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-6=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-10=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-14=0$

$_A(-4,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-18=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-22=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-26=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-30=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+8=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-8=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-16=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-24=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+14=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+10=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+2=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-2=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-10=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-14=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+20=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+12=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+4=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-4=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-12=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+26=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+22=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+18=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+14=0$

$_A(-4,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+6=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+2=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-2=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-6=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+32=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+16=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+8=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+38=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+34=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+30=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+26=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+22=0$

$_A(-4,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+18=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+10=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+6=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+44=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+36=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+28=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+20=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+12=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+50=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+46=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+38=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+34=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+26=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+22=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-5=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-9=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-13=0$

$_A(-4,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-17=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-21=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-25=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-29=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+2=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-6=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-14=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-22=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+17=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+13=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+5=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+1=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-7=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-11=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+24=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+16=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+8=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-8=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+31=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+27=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+23=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+19=0$

$_A(-4,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+11=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+7=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+3=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-1=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+38=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+22=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+14=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+45=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+41=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+37=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+33=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+29=0$

$_A(-4,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+25=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+17=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+13=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+52=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+44=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+36=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+28=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+20=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+59=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+55=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+47=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+43=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+35=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+31=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-4=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-8=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-12=0$

$_A(-4,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-16=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-20=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-24=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-28=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+12=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+4=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-4=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-12=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-20=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+20=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+16=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+8=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+4=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-4=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-8=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+28=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+20=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+12=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+4=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-4=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+36=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+32=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+28=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+24=0$

$_A(-4,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+16=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+12=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+8=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+4=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+44=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+28=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+20=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+52=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+48=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+44=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+40=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+36=0$

$_A(-4,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+32=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+24=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+20=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+60=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+52=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+44=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+36=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+28=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+68=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+64=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+56=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+52=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+44=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+40=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y+1=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-3=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-7=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-11=0$

$_A(-4,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-15=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-19=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-23=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-27=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+14=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+6=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-2=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-10=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-18=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+23=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+19=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+11=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+7=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-1=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-5=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+32=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+24=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+16=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+8=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+41=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+37=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+33=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+29=0$

$_A(-4,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+21=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+17=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+13=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y+9=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+50=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+34=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+26=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+59=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+55=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+51=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+47=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+43=0$

$_A(-4,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+39=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+31=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+27=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+68=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+60=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+52=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+44=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+36=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+77=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+73=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+65=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+61=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+53=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+49=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-4=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-14=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-19=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-24=0$

$_A(-5,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-29=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-34=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-39=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-44=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-3=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-13=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-23=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-33=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-43=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-2=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-7=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-17=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-22=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-32=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-37=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-1=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-11=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-21=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-31=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-41=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-5=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-10=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-15=0$

$_A(-5,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-25=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-30=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-35=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-40=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+1=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-19=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-29=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+2=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-3=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-8=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-13=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-18=0$

$_A(-5,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-23=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-33=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-38=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+3=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-7=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-17=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-27=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-37=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+4=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-1=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-11=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-16=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-26=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-31=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-8=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-13=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-18=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-23=0$

$_A(-5,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-28=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-33=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-38=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-43=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-1=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-11=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-21=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-31=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-41=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+1=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-4=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-14=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-19=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-29=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-34=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+3=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-7=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-17=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-27=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-37=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+5=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-5=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-10=0$

$_A(-5,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-20=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-25=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-30=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-35=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+7=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-13=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-23=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+9=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+4=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-1=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-6=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-11=0$

$_A(-5,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-16=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-26=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-31=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+11=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+1=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-9=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-19=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-29=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+13=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+8=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-2=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-7=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-17=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-22=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-12=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-17=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-22=0$

$_A(-5,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-27=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-32=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-37=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-42=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+1=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-9=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-19=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-29=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-39=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+4=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-1=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-11=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-16=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-26=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-31=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+7=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-3=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-13=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-23=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-33=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+10=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+5=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-5=0$

$_A(-5,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-15=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-20=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-25=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-30=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+13=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-7=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-17=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+16=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+11=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+6=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+1=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-4=0$

$_A(-5,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-9=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-19=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-24=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+19=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+9=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-1=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-11=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-21=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+22=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+17=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+7=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+2=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-8=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-13=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-6=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-11=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-16=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-21=0$

$_A(-5,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-26=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-31=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-36=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-41=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+3=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-7=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-17=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-27=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-37=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+7=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+2=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-8=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-13=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-23=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-28=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+11=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+1=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-9=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-19=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-29=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+15=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+10=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+5=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y=0$

$_A(-5,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-10=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-15=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-20=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-25=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+19=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-1=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-11=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+23=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+18=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+13=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+8=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+3=0$

$_A(-5,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-2=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-12=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-17=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+27=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+17=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+7=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-3=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-13=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+31=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+26=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+16=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+11=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+1=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-4=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-10=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-15=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-20=0$

$_A(-5,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-25=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-30=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-35=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-40=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+5=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-5=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-15=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-25=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-35=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+10=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+5=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-5=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-10=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-20=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-25=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+15=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+5=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-5=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-15=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-25=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+20=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+15=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+10=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+5=0$

$_A(-5,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-5=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-10=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-15=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-20=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+25=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+5=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-5=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+30=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+25=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+20=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+15=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+10=0$

$_A(-5,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+5=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-5=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-10=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+35=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+25=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+15=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+5=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-5=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+40=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+35=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+25=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+20=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+10=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+5=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-4=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-9=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-14=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-19=0$

$_A(-5,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-24=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-29=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-34=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-39=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+7=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-3=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-13=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-23=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-33=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+13=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+8=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-2=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-7=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-17=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-22=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+19=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+9=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-1=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-11=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-21=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+25=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+20=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+15=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+10=0$

$_A(-5,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-5=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-10=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-15=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+31=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+11=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+1=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+37=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+32=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+27=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+22=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+17=0$

$_A(-5,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+12=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+2=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-3=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+43=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+33=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+23=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+13=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+3=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+49=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+44=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+34=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+29=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+19=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+14=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-8=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-13=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-18=0$

$_A(-5,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-23=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-28=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-33=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-38=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-1=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-11=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-21=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-31=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+16=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+11=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+1=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-4=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-14=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-19=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+23=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+13=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+3=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-7=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-17=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+30=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+25=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+20=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+15=0$

$_A(-5,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+5=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-5=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-10=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+37=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+17=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+7=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+44=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+39=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+34=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+29=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+24=0$

$_A(-5,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+19=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+9=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+4=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+51=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+41=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+31=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+21=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+11=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+58=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+53=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+43=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+38=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+28=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+23=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-2=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-7=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-12=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-17=0$

$_A(-5,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-22=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-27=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-32=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-37=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+1=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-9=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-19=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-29=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+19=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+14=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+4=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-1=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-11=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-16=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+27=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+17=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+7=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-3=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-13=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+35=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+30=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+25=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+20=0$

$_A(-5,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+10=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+5=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-5=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+43=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+23=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+13=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+51=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+46=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+41=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+36=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+31=0$

$_A(-5,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+26=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+16=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+11=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+59=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+49=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+39=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+29=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+19=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+67=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+62=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+52=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+47=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+37=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+32=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-1=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-6=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-11=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-16=0$

$_A(-5,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-21=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-26=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-31=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-36=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+13=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y+3=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-7=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-17=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-27=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+22=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+17=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+7=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y+2=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-8=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-13=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+31=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+21=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+11=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y+1=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-9=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+40=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+35=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+30=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+25=0$

$_A(-5,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+15=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+10=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y+5=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+49=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+29=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+19=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+58=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+53=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+48=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+43=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+38=0$

$_A(-5,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+33=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+23=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+18=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+67=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+57=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+47=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+37=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+27=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+76=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+71=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+61=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+56=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+46=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+41=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-5=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-17=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-23=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-29=0$

$_A(-6,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-35=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-41=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-47=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-53=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-4=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-16=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-28=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-40=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-52=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-3=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-9=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-21=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-27=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-39=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-45=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-2=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-14=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-26=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-38=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-50=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-1=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-7=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-13=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-19=0$

$_A(-6,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-31=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-37=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-43=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-49=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-24=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-36=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+1=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-5=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-11=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-17=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-23=0$

$_A(-6,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-29=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-41=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-47=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+2=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-10=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-22=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-34=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-46=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+3=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-3=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-15=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-21=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-33=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-39=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-10=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-16=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-22=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-28=0$

$_A(-6,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-34=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-40=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-46=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-52=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-2=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-14=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-26=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-38=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-50=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-6=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-18=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-24=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-36=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-42=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+2=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-10=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-22=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-34=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-46=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+4=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-2=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-8=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-14=0$

$_A(-6,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-26=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-32=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-38=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-44=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+6=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-18=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-30=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+8=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+2=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-4=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-10=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-16=0$

$_A(-6,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-22=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-34=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-40=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+10=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-2=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-14=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-26=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-38=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+12=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+6=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-6=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-12=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-24=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-30=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-15=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-21=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-27=0$

$_A(-6,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-33=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-39=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-45=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-51=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-12=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-24=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-36=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-48=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+3=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-3=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-15=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-21=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-33=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-39=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+6=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-6=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-18=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-30=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-42=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+9=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+3=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-3=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-9=0$

$_A(-6,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-21=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-27=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-33=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-39=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+12=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-12=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-24=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+15=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+9=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+3=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-3=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-9=0$

$_A(-6,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-15=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-27=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-33=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+18=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+6=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-6=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-18=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-30=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+21=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+15=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+3=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-3=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-15=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-21=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-8=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-14=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-20=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-26=0$

$_A(-6,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-32=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-38=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-44=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-50=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+2=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-10=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-22=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-34=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-46=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+6=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-12=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-18=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-30=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-36=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+10=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-2=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-14=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-26=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-38=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+14=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+8=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+2=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-4=0$

$_A(-6,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-16=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-22=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-28=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-34=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+18=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-6=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-18=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+22=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+16=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+10=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+4=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-2=0$

$_A(-6,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-8=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-20=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-26=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+26=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+14=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+2=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-10=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-22=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+30=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+24=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+12=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+6=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-6=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-12=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-13=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-19=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-25=0$

$_A(-6,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-31=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-37=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-43=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-49=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+4=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-8=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-20=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-32=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-44=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+9=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+3=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-9=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-15=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-27=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-33=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+14=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+2=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-10=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-22=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-34=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+19=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+13=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+7=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+1=0$

$_A(-6,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-11=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-17=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-23=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-29=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+24=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-12=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+29=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+23=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+17=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+11=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+5=0$

$_A(-6,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-1=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-13=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-19=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+34=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+22=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+10=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-2=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-14=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+39=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+33=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+21=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+15=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+3=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-3=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-6=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-12=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-18=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-24=0$

$_A(-6,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-30=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-36=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-42=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-48=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+6=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-6=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-18=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-30=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-42=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+12=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+6=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-6=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-12=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-24=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-30=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+18=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+6=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-6=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-18=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-30=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+24=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+18=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+12=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+6=0$

$_A(-6,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-6=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-12=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-18=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-24=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+30=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+6=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-6=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+36=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+30=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+24=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+18=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+12=0$

$_A(-6,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+6=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-6=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-12=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+42=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+30=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+18=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+6=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-6=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+48=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+42=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+30=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+24=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+12=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+6=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-11=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-17=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-23=0$

$_A(-6,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-29=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-35=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-41=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-47=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+8=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-4=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-16=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-28=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-40=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+15=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+9=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-3=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-9=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-21=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-27=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+22=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+10=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-2=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-14=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-26=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+29=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+23=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+17=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+11=0$

$_A(-6,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-1=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-7=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-13=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-19=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+36=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+12=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+43=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+37=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+31=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+25=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+19=0$

$_A(-6,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+13=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+1=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-5=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+50=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+38=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+26=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+14=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+2=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+57=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+51=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+39=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+33=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+21=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+15=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-4=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-10=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-16=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-22=0$

$_A(-6,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-28=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-34=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-40=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-46=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-2=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-14=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-26=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-38=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+18=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+12=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-6=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-18=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-24=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+26=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+14=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+2=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-10=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-22=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+34=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+28=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+22=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+16=0$

$_A(-6,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+4=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-2=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-8=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-14=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+42=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+18=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+6=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+50=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+44=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+38=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+32=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+26=0$

$_A(-6,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+20=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+8=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+2=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+58=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+46=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+34=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+22=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+10=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+66=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+60=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+48=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+42=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+30=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+24=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-3=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-9=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-15=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-21=0$

$_A(-6,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-27=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-33=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-39=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-45=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+12=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-12=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-24=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-36=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+21=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+15=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y+3=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-3=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-15=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-21=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+30=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+18=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+6=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-6=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-18=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+39=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+33=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+27=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+21=0$

$_A(-6,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+9=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y+3=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-3=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-9=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+48=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+24=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+12=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+57=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+51=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+45=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+39=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+33=0$

$_A(-6,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+27=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+15=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y+9=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+66=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+54=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+42=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+30=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+18=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+75=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+69=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+57=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+51=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+39=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+33=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-6=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-13=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-20=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-27=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-34=0$

$_A(-7,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-41=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-48=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-55=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-62=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-5=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-19=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-33=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-47=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-61=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-4=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-11=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-25=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-32=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-46=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-53=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-3=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-17=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-31=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-45=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-59=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-2=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-9=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-16=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-23=0$

$_A(-7,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-37=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-44=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-51=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-58=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-1=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-29=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-43=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-7=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-14=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-21=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-28=0$

$_A(-7,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-35=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-49=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-56=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+1=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-13=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-27=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-41=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-55=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+2=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-5=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-19=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-26=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-40=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-47=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-12=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-19=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-26=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-33=0$

$_A(-7,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-40=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-47=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-54=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-61=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-3=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-17=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-31=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-45=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-59=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-1=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-8=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-22=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-29=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-43=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-50=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+1=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-13=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-27=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-41=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-55=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+3=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-4=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-11=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-18=0$

$_A(-7,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-32=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-39=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-46=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-53=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+5=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-23=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-37=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+7=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-7=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-14=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-21=0$

$_A(-7,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-28=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-42=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-49=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+9=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-5=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-19=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-33=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-47=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+11=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+4=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-10=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-17=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-31=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-38=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-18=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-25=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-32=0$

$_A(-7,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-39=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-46=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-53=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-60=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-1=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-15=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-29=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-43=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-57=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+2=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-5=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-19=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-26=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-40=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-47=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+5=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-9=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-23=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-37=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-51=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+8=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+1=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-6=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-13=0$

$_A(-7,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-27=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-34=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-41=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-48=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+11=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-17=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-31=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+14=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+7=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-7=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-14=0$

$_A(-7,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-21=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-35=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-42=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+17=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+3=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-11=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-25=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-39=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+20=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+13=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-1=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-8=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-22=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-29=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-10=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-17=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-24=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-31=0$

$_A(-7,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-38=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-45=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-52=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-59=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+1=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-13=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-27=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-41=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-55=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+5=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-2=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-16=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-23=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-37=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-44=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+9=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-5=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-19=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-33=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-47=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+13=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+6=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-1=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-8=0$

$_A(-7,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-22=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-29=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-36=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-43=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+17=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-11=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-25=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+21=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+14=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+7=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-7=0$

$_A(-7,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-14=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-28=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-35=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+25=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+11=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-3=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-17=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-31=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+29=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+22=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+8=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+1=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-13=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-20=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-16=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-23=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-30=0$

$_A(-7,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-37=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-44=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-51=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-58=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+3=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-11=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-25=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-39=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-53=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+8=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+1=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-13=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-20=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-34=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-41=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+13=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-1=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-15=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-29=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-43=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+18=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+11=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+4=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-3=0$

$_A(-7,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-17=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-24=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-31=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-38=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+23=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-5=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-19=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+28=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+21=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+14=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+7=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y=0$

$_A(-7,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-7=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-21=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-28=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+33=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+19=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+5=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-9=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-23=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+38=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+31=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+17=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+10=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-4=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-11=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-8=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-15=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-22=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-29=0$

$_A(-7,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-36=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-43=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-50=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-57=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+5=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-9=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-23=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-37=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-51=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+11=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+4=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-10=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-17=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-31=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-38=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+17=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+3=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-11=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-25=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-39=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+23=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+16=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+9=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+2=0$

$_A(-7,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-12=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-19=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-26=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-33=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+29=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+1=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-13=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+35=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+28=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+21=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+14=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+7=0$

$_A(-7,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-14=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-21=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+41=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+27=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+13=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-1=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-15=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+47=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+40=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+26=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+19=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+5=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-2=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-14=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-21=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-28=0$

$_A(-7,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-35=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-42=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-49=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-56=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+7=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-7=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-21=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-35=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-49=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+14=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+7=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-7=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-14=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-28=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-35=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+21=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+7=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-7=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-21=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-35=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+28=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+21=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+14=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+7=0$

$_A(-7,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-7=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-14=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-21=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-28=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+35=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+7=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-7=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+42=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+35=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+28=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+21=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+14=0$

$_A(-7,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+7=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-7=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-14=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+49=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+35=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+21=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+7=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-7=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+56=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+49=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+35=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+28=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+14=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+7=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-6=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-13=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-20=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-27=0$

$_A(-7,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-34=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-41=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-48=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-55=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+9=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-5=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-19=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-33=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-47=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+17=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+10=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-4=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-11=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-25=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-32=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+25=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+11=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-3=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-17=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-31=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+33=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+26=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+19=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+12=0$

$_A(-7,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-2=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-9=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-16=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-23=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+41=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+13=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-1=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+49=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+42=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+35=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+28=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+21=0$

$_A(-7,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+14=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-7=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+57=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+43=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+29=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+15=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+1=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+65=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+58=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+44=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+37=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+23=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+16=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-5=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-12=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-19=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-26=0$

$_A(-7,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-33=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-40=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-47=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-54=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+11=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-3=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-17=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-31=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-45=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+20=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+13=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-1=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-8=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-22=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-29=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+29=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+15=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y+1=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-13=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-27=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+38=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+31=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+24=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+17=0$

$_A(-7,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y+3=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-4=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-11=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-18=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+47=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+19=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y+5=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+56=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+49=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+42=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+35=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+28=0$

$_A(-7,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+21=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y+7=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+65=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+51=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+37=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+23=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y+9=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+74=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+67=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+53=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+46=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+32=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+25=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-1)ɐȒ̕߂$

$-x-y-7=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-15=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-23=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-31=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-39=0$

$_A(-8,\,1)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-47=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-55=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-63=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-71=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-6=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-22=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-38=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-54=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-70=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-5=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-13=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-29=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-37=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-53=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-61=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y-4=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-20=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-36=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-52=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-68=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y-3=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-11=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-19=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-27=0$

$_A(-8,\,1)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-43=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-51=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-59=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-67=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y-2=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-34=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-50=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y-1=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-9=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-17=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-25=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-33=0$

$_A(-8,\,1)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-41=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-57=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-65=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-16=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-32=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-48=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-64=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+1=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y-7=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-23=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-31=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-47=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-55=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-14=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-22=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-30=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-38=0$

$_A(-8,\,2)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-46=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-54=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-62=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-70=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-4=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-20=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-36=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-52=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-68=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y-2=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-10=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-26=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-34=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-50=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-58=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-16=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-32=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-48=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-64=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+2=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-6=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-14=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-22=0$

$_A(-8,\,2)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-38=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-46=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-54=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-62=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+4=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-28=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-44=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+6=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y-2=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-10=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-18=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-26=0$

$_A(-8,\,2)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-34=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-50=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-58=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+8=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y-8=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-24=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-40=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-56=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+10=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+2=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-14=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-22=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-38=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-46=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-13=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-21=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-29=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-37=0$

$_A(-8,\,3)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-45=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-53=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-61=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-69=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y-2=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-18=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-34=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-50=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-66=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+1=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-7=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-23=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-31=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-47=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-55=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+4=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-12=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-28=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-44=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-60=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+7=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y-1=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-9=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-17=0$

$_A(-8,\,3)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-33=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-41=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-49=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-57=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+10=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-22=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-38=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+13=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+5=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y-3=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-11=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-19=0$

$_A(-8,\,3)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-27=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-43=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-51=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+16=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-16=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-32=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-48=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+19=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+11=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y-5=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-13=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-29=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-37=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-12=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-20=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-28=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-36=0$

$_A(-8,\,4)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-44=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-52=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-60=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-68=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-16=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-32=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-48=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-64=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+4=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-4=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-20=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-28=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-44=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-52=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+8=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-8=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-24=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-40=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-56=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+12=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+4=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y-4=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-12=0$

$_A(-8,\,4)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-28=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-36=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-44=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-52=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+16=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-16=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-32=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+20=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+12=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+4=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y-4=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-12=0$

$_A(-8,\,4)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-20=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-36=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-44=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+24=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+8=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y-8=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-24=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-40=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+28=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+20=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+4=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y-4=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-20=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-28=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-11=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-19=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-27=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-35=0$

$_A(-8,\,5)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-43=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-51=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-59=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-67=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+2=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-14=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-30=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-46=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-62=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+7=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y-1=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-17=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-25=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-41=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-49=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+12=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y-4=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-20=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-36=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-52=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+17=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+9=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+1=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-7=0$

$_A(-8,\,5)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-23=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-31=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-39=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-47=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+22=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-10=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-26=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+27=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+19=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+11=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+3=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y-5=0$

$_A(-8,\,5)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-13=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-29=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-37=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+32=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+16=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-16=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-32=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+37=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+29=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+13=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+5=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-11=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-19=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-10=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-18=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-26=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-34=0$

$_A(-8,\,6)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-42=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-50=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-58=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-66=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+4=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-12=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-28=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-44=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-60=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+10=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+2=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-14=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-22=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-38=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-46=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+16=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-16=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-32=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-48=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+22=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+14=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+6=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y-2=0$

$_A(-8,\,6)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-18=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-26=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-34=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-42=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+28=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y-4=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-20=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+34=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+26=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+18=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+10=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+2=0$

$_A(-8,\,6)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y-6=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-22=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-30=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+40=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+24=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+8=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y-8=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-24=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+46=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+38=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+22=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+14=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y-2=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-10=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-9=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-17=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-25=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-33=0$

$_A(-8,\,7)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-41=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-49=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-57=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-65=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+6=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-10=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-26=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-42=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-58=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+13=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+5=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-11=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-19=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-35=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-43=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+20=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+4=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-12=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-28=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-44=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+27=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+19=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+11=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+3=0$

$_A(-8,\,7)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-13=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-21=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-29=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-37=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+34=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+2=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-14=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+41=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+33=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+25=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+17=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+9=0$

$_A(-8,\,7)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+1=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-15=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-23=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+48=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+32=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+16=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-16=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+55=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+47=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+31=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+23=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+7=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y-1=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-8=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-16=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-24=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-32=0$

$_A(-8,\,8)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-40=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-48=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-56=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-64=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+8=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-8=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-24=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-40=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-56=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+16=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+8=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-8=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-16=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-32=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-40=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+24=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+8=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-8=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-24=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-40=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+32=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+24=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+16=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+8=0$

$_A(-8,\,8)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-8=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-16=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-24=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-32=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+40=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+8=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-8=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+48=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+40=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+32=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+24=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+16=0$

$_A(-8,\,8)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+8=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-8=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-16=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+56=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+40=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+24=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+8=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y-8=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+64=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+56=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+40=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+32=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+16=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+8=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,-1)ɐȒ̕߂$

$-2x-y-7=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,-1)ɐȒ̕߂$

$-3x-y-15=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,-1)ɐȒ̕߂$

$-4x-y-23=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-1)ɐȒ̕߂$

$-5x-y-31=0$

$_A(-8,\,9)ʂA\beku n=(-6,\,-1)ɐȒ̕߂$

$-6x-y-39=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-1)ɐȒ̕߂$

$-7x-y-47=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,-1)ɐȒ̕߂$

$-8x-y-55=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,-1)ɐȒ̕߂$

$-9x-y-63=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-2)ɐȒ̕߂$

$-x-2y+10=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,-2)ɐȒ̕߂$

$-3x-2y-6=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-2)ɐȒ̕߂$

$-5x-2y-22=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-2)ɐȒ̕߂$

$-7x-2y-38=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,-2)ɐȒ̕߂$

$-9x-2y-54=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-3)ɐȒ̕߂$

$-x-3y+19=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,-3)ɐȒ̕߂$

$-2x-3y+11=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,-3)ɐȒ̕߂$

$-4x-3y-5=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-3)ɐȒ̕߂$

$-5x-3y-13=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-3)ɐȒ̕߂$

$-7x-3y-29=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,-3)ɐȒ̕߂$

$-8x-3y-37=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-4)ɐȒ̕߂$

$-x-4y+28=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,-4)ɐȒ̕߂$

$-3x-4y+12=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-4)ɐȒ̕߂$

$-5x-4y-4=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-4)ɐȒ̕߂$

$-7x-4y-20=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,-4)ɐȒ̕߂$

$-9x-4y-36=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-5)ɐȒ̕߂$

$-x-5y+37=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,-5)ɐȒ̕߂$

$-2x-5y+29=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,-5)ɐȒ̕߂$

$-3x-5y+21=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,-5)ɐȒ̕߂$

$-4x-5y+13=0$

$_A(-8,\,9)ʂA\beku n=(-6,\,-5)ɐȒ̕߂$

$-6x-5y-3=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-5)ɐȒ̕߂$

$-7x-5y-11=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,-5)ɐȒ̕߂$

$-8x-5y-19=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,-5)ɐȒ̕߂$

$-9x-5y-27=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-6)ɐȒ̕߂$

$-x-6y+46=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-6)ɐȒ̕߂$

$-5x-6y+14=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-6)ɐȒ̕߂$

$-7x-6y-2=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-7)ɐȒ̕߂$

$-x-7y+55=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,-7)ɐȒ̕߂$

$-2x-7y+47=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,-7)ɐȒ̕߂$

$-3x-7y+39=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,-7)ɐȒ̕߂$

$-4x-7y+31=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-7)ɐȒ̕߂$

$-5x-7y+23=0$

$_A(-8,\,9)ʂA\beku n=(-6,\,-7)ɐȒ̕߂$

$-6x-7y+15=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,-7)ɐȒ̕߂$

$-8x-7y-1=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,-7)ɐȒ̕߂$

$-9x-7y-9=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-8)ɐȒ̕߂$

$-x-8y+64=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,-8)ɐȒ̕߂$

$-3x-8y+48=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-8)ɐȒ̕߂$

$-5x-8y+32=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-8)ɐȒ̕߂$

$-7x-8y+16=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,-8)ɐȒ̕߂$

$-9x-8y=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,-9)ɐȒ̕߂$

$-x-9y+73=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,-9)ɐȒ̕߂$

$-2x-9y+65=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,-9)ɐȒ̕߂$

$-4x-9y+49=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,-9)ɐȒ̕߂$

$-5x-9y+41=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,-9)ɐȒ̕߂$

$-7x-9y+25=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,-9)ɐȒ̕߂$

$-8x-9y+17=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-2=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-3=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-4=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-5=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-6=0$

$_A(-1,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-7=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-8=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-9=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-10=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-3=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-5=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-7=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-9=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-11=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-4=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-5=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-7=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-8=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-10=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-11=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-5=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-7=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-9=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-11=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-13=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-6=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-7=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-8=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-9=0$

$_A(-1,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-11=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-12=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-13=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-14=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-7=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-11=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-13=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-8=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-9=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-10=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-11=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-12=0$

$_A(-1,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-13=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-15=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-16=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-9=0$

$_A(-1,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-11=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-13=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-15=0$

$_A(-1,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-17=0$

$_A(-1,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-10=0$

$_A(-1,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-11=0$

$_A(-1,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-13=0$

$_A(-1,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-14=0$

$_A(-1,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-16=0$

$_A(-1,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-17=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-4=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-5=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-6=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-7=0$

$_A(-1,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-8=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-9=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-10=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-11=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-5=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-7=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-9=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-11=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-13=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-7=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-8=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-10=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-11=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-13=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-14=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-9=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-11=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-13=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-15=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-17=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-11=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-12=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-13=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-14=0$

$_A(-1,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-16=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-17=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-18=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-19=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-13=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-17=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-19=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-15=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-16=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-17=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-18=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-19=0$

$_A(-1,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-20=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-22=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-23=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-17=0$

$_A(-1,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-19=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-21=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-23=0$

$_A(-1,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-25=0$

$_A(-1,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-19=0$

$_A(-1,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-20=0$

$_A(-1,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-22=0$

$_A(-1,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-23=0$

$_A(-1,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-25=0$

$_A(-1,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-26=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-6=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-7=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-8=0$

$_A(-1,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-9=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-10=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-11=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-12=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-7=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-9=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-11=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-13=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-15=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-10=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-11=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-13=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-14=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-16=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-17=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-13=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-15=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-17=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-19=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-21=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-16=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-17=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-18=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-19=0$

$_A(-1,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-21=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-22=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-23=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-24=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-19=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-23=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-25=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-22=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-23=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-24=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-25=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-26=0$

$_A(-1,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-27=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-29=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-30=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-25=0$

$_A(-1,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-27=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-29=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-31=0$

$_A(-1,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-33=0$

$_A(-1,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-28=0$

$_A(-1,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-29=0$

$_A(-1,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-31=0$

$_A(-1,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-32=0$

$_A(-1,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-34=0$

$_A(-1,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-35=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-6=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-7=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-8=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-9=0$

$_A(-1,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-10=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-11=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-12=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-13=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-11=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-13=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-15=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-17=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-13=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-14=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-16=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-17=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-19=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-20=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-17=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-19=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-21=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-23=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-25=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-21=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-22=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-23=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-24=0$

$_A(-1,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-26=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-27=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-28=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-29=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-25=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-29=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-31=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-29=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-30=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-31=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-32=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-33=0$

$_A(-1,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-34=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-36=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-37=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-33=0$

$_A(-1,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-35=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-37=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-39=0$

$_A(-1,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-41=0$

$_A(-1,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-37=0$

$_A(-1,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-38=0$

$_A(-1,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-40=0$

$_A(-1,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-41=0$

$_A(-1,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-43=0$

$_A(-1,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-44=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-8=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-9=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-10=0$

$_A(-1,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-11=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-12=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-13=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-14=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-13=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-15=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-17=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-19=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-16=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-17=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-19=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-20=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-22=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-23=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-21=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-23=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-25=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-27=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-29=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-26=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-27=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-28=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-29=0$

$_A(-1,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-31=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-32=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-33=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-34=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-31=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-35=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-37=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-36=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-37=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-38=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-39=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-40=0$

$_A(-1,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-41=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-43=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-44=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-41=0$

$_A(-1,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-43=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-45=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-47=0$

$_A(-1,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-49=0$

$_A(-1,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-46=0$

$_A(-1,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-47=0$

$_A(-1,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-49=0$

$_A(-1,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-50=0$

$_A(-1,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-52=0$

$_A(-1,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-53=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-8=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-9=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-10=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-11=0$

$_A(-1,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-12=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-13=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-14=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-15=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-13=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-15=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-17=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-19=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-21=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-19=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-20=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-22=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-23=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-25=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-26=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-25=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-27=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-29=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-31=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-33=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-31=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-32=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-33=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-34=0$

$_A(-1,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-36=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-37=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-38=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-39=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-37=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-41=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-43=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-43=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-44=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-45=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-46=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-47=0$

$_A(-1,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-48=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-50=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-51=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-49=0$

$_A(-1,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-51=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-53=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-55=0$

$_A(-1,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-57=0$

$_A(-1,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-55=0$

$_A(-1,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-56=0$

$_A(-1,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-58=0$

$_A(-1,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-59=0$

$_A(-1,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-61=0$

$_A(-1,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-62=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-10=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-11=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-12=0$

$_A(-1,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-13=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-14=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-15=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-16=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-15=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-17=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-19=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-21=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-23=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-22=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-23=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-25=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-26=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-28=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-29=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-29=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-31=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-33=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-35=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-37=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-36=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-37=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-38=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-39=0$

$_A(-1,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-41=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-42=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-43=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-44=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-43=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-47=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-49=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-50=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-51=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-52=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-53=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-54=0$

$_A(-1,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-55=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-57=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-58=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-57=0$

$_A(-1,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-59=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-61=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-63=0$

$_A(-1,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-65=0$

$_A(-1,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-64=0$

$_A(-1,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-65=0$

$_A(-1,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-67=0$

$_A(-1,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-68=0$

$_A(-1,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-70=0$

$_A(-1,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-71=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-10=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-11=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-12=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-13=0$

$_A(-1,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-14=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-15=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-16=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-17=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-17=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-19=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-21=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-23=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-25=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-25=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-26=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-28=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-29=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-31=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-32=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-33=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-35=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-37=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-39=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-41=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-41=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-42=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-43=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-44=0$

$_A(-1,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-46=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-47=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-48=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-49=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-49=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-53=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-55=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-57=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-58=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-59=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-60=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-61=0$

$_A(-1,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-62=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-64=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-65=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-65=0$

$_A(-1,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-67=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-69=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-71=0$

$_A(-1,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-73=0$

$_A(-1,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-73=0$

$_A(-1,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-74=0$

$_A(-1,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-76=0$

$_A(-1,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-77=0$

$_A(-1,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-79=0$

$_A(-1,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-80=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-12=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-13=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-14=0$

$_A(-1,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-15=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-16=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-17=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-18=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-19=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-21=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-23=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-25=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-27=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-28=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-29=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-31=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-32=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-34=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-35=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-37=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-39=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-41=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-43=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-45=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-46=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-47=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-48=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-49=0$

$_A(-1,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-51=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-52=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-53=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-54=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-55=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-59=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-61=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-64=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-65=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-66=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-67=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-68=0$

$_A(-1,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-69=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-71=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-72=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-73=0$

$_A(-1,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-75=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-77=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-79=0$

$_A(-1,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-81=0$

$_A(-1,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-82=0$

$_A(-1,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-83=0$

$_A(-1,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-85=0$

$_A(-1,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-86=0$

$_A(-1,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-88=0$

$_A(-1,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-89=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-3=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-5=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-7=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-9=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-11=0$

$_A(-2,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-13=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-15=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-17=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-19=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-4=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-8=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-12=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-16=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-20=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-5=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-7=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-11=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-13=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-17=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-19=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-6=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-10=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-14=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-18=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-22=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-7=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-9=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-11=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-13=0$

$_A(-2,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-17=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-19=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-21=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-23=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-8=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-16=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-20=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-9=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-11=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-13=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-15=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-17=0$

$_A(-2,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-19=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-23=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-25=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-10=0$

$_A(-2,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-14=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-18=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-22=0$

$_A(-2,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-26=0$

$_A(-2,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-11=0$

$_A(-2,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-13=0$

$_A(-2,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-17=0$

$_A(-2,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-19=0$

$_A(-2,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-23=0$

$_A(-2,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-25=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-6=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-8=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-10=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-12=0$

$_A(-2,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-14=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-16=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-18=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-20=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-6=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-10=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-14=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-18=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-22=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-8=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-10=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-14=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-16=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-20=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-22=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-10=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-14=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-18=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-22=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-26=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-12=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-14=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-16=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-18=0$

$_A(-2,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-22=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-24=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-26=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-28=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-14=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-22=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-26=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-16=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-18=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-20=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-22=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-24=0$

$_A(-2,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-26=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-30=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-32=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-18=0$

$_A(-2,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-22=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-26=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-30=0$

$_A(-2,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-34=0$

$_A(-2,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-20=0$

$_A(-2,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-22=0$

$_A(-2,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-26=0$

$_A(-2,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-28=0$

$_A(-2,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-32=0$

$_A(-2,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-34=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-9=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-11=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-13=0$

$_A(-2,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-15=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-17=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-19=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-21=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-8=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-12=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-16=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-20=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-24=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-11=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-13=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-17=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-19=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-23=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-25=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-14=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-18=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-22=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-26=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-30=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-17=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-19=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-21=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-23=0$

$_A(-2,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-27=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-29=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-31=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-33=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-20=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-28=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-32=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-23=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-25=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-27=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-29=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-31=0$

$_A(-2,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-33=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-37=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-39=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-26=0$

$_A(-2,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-30=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-34=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-38=0$

$_A(-2,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-42=0$

$_A(-2,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-29=0$

$_A(-2,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-31=0$

$_A(-2,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-35=0$

$_A(-2,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-37=0$

$_A(-2,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-41=0$

$_A(-2,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-43=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-8=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-10=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-12=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-14=0$

$_A(-2,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-16=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-18=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-20=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-22=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-14=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-18=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-22=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-26=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-14=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-16=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-20=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-22=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-26=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-28=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-18=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-22=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-26=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-30=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-34=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-22=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-24=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-26=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-28=0$

$_A(-2,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-32=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-34=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-36=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-38=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-26=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-34=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-38=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-30=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-32=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-34=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-36=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-38=0$

$_A(-2,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-40=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-44=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-46=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-34=0$

$_A(-2,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-38=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-42=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-46=0$

$_A(-2,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-50=0$

$_A(-2,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-38=0$

$_A(-2,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-40=0$

$_A(-2,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-44=0$

$_A(-2,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-46=0$

$_A(-2,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-50=0$

$_A(-2,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-52=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-11=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-13=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-15=0$

$_A(-2,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-17=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-19=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-21=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-23=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-12=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-16=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-20=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-24=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-28=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-17=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-19=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-23=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-25=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-29=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-31=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-22=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-26=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-30=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-34=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-38=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-27=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-29=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-31=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-33=0$

$_A(-2,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-37=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-39=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-41=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-43=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-32=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-40=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-44=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-37=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-39=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-41=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-43=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-45=0$

$_A(-2,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-47=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-51=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-53=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-42=0$

$_A(-2,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-46=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-50=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-54=0$

$_A(-2,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-58=0$

$_A(-2,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-47=0$

$_A(-2,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-49=0$

$_A(-2,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-53=0$

$_A(-2,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-55=0$

$_A(-2,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-59=0$

$_A(-2,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-61=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-10=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-12=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-14=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-16=0$

$_A(-2,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-18=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-20=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-22=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-24=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-14=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-18=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-22=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-26=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-30=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-20=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-22=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-26=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-28=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-32=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-34=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-26=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-30=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-34=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-38=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-42=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-32=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-34=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-36=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-38=0$

$_A(-2,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-42=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-44=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-46=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-48=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-38=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-46=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-50=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-44=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-46=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-48=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-50=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-52=0$

$_A(-2,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-54=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-58=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-60=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-50=0$

$_A(-2,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-54=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-58=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-62=0$

$_A(-2,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-66=0$

$_A(-2,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-56=0$

$_A(-2,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-58=0$

$_A(-2,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-62=0$

$_A(-2,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-64=0$

$_A(-2,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-68=0$

$_A(-2,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-70=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-13=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-15=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-17=0$

$_A(-2,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-19=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-21=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-23=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-25=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-16=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-20=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-24=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-28=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-32=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-23=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-25=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-29=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-31=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-35=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-37=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-30=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-34=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-38=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-42=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-46=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-37=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-39=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-41=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-43=0$

$_A(-2,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-47=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-49=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-51=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-53=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-44=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-52=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-56=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-51=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-53=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-55=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-57=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-59=0$

$_A(-2,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-61=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-65=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-67=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-58=0$

$_A(-2,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-62=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-66=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-70=0$

$_A(-2,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-74=0$

$_A(-2,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-65=0$

$_A(-2,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-67=0$

$_A(-2,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-71=0$

$_A(-2,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-73=0$

$_A(-2,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-77=0$

$_A(-2,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-79=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-12=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-14=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-16=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-18=0$

$_A(-2,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-20=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-22=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-24=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-26=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-18=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-22=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-26=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-30=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-34=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-26=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-28=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-32=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-34=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-38=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-40=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-34=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-38=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-42=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-46=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-50=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-42=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-44=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-46=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-48=0$

$_A(-2,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-52=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-54=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-56=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-58=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-50=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-58=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-62=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-58=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-60=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-62=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-64=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-66=0$

$_A(-2,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-68=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-72=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-74=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-66=0$

$_A(-2,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-70=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-74=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-78=0$

$_A(-2,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-82=0$

$_A(-2,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-74=0$

$_A(-2,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-76=0$

$_A(-2,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-80=0$

$_A(-2,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-82=0$

$_A(-2,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-86=0$

$_A(-2,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-88=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-13=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-15=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-17=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-19=0$

$_A(-2,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-21=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-23=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-25=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-27=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-20=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-24=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-28=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-32=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-36=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-29=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-31=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-35=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-37=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-41=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-43=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-38=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-42=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-46=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-50=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-54=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-47=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-49=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-51=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-53=0$

$_A(-2,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-57=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-59=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-61=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-63=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-56=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-64=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-68=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-65=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-67=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-69=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-71=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-73=0$

$_A(-2,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-75=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-79=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-81=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-74=0$

$_A(-2,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-78=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-82=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-86=0$

$_A(-2,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-90=0$

$_A(-2,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-83=0$

$_A(-2,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-85=0$

$_A(-2,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-89=0$

$_A(-2,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-91=0$

$_A(-2,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-95=0$

$_A(-2,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-97=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-4=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-7=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-10=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-13=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-16=0$

$_A(-3,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-19=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-22=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-25=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-28=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-5=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-11=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-17=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-23=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-29=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-6=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-9=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-15=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-18=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-24=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-27=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-7=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-13=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-19=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-25=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-31=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-8=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-11=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-14=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-17=0$

$_A(-3,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-23=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-26=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-29=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-32=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-9=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-21=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-27=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-10=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-13=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-16=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-19=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-22=0$

$_A(-3,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-25=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-31=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-34=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-11=0$

$_A(-3,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-17=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-23=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-29=0$

$_A(-3,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-35=0$

$_A(-3,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-12=0$

$_A(-3,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-15=0$

$_A(-3,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-21=0$

$_A(-3,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-24=0$

$_A(-3,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-30=0$

$_A(-3,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-33=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-8=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-11=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-14=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-17=0$

$_A(-3,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-20=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-23=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-26=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-29=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-7=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-13=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-19=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-25=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-31=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-9=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-12=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-18=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-21=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-27=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-30=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-11=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-17=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-23=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-29=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-35=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-13=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-16=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-19=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-22=0$

$_A(-3,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-28=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-31=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-34=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-37=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-15=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-27=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-33=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-17=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-20=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-23=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-26=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-29=0$

$_A(-3,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-32=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-38=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-41=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-19=0$

$_A(-3,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-25=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-31=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-37=0$

$_A(-3,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-43=0$

$_A(-3,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-21=0$

$_A(-3,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-24=0$

$_A(-3,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-30=0$

$_A(-3,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-33=0$

$_A(-3,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-39=0$

$_A(-3,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-42=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-12=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-15=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-18=0$

$_A(-3,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-21=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-24=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-27=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-30=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-15=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-21=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-27=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-33=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-12=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-15=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-21=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-24=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-30=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-33=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-15=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-21=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-27=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-33=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-39=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-18=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-21=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-24=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-27=0$

$_A(-3,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-33=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-36=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-39=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-42=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-21=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-33=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-39=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-24=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-27=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-30=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-33=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-36=0$

$_A(-3,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-39=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-45=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-48=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-27=0$

$_A(-3,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-33=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-39=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-45=0$

$_A(-3,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-51=0$

$_A(-3,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-30=0$

$_A(-3,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-33=0$

$_A(-3,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-39=0$

$_A(-3,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-42=0$

$_A(-3,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-48=0$

$_A(-3,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-51=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-10=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-13=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-16=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-19=0$

$_A(-3,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-22=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-25=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-28=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-31=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-17=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-23=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-29=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-35=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-15=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-18=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-24=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-27=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-33=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-36=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-19=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-25=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-31=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-37=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-43=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-23=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-26=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-29=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-32=0$

$_A(-3,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-38=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-41=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-44=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-47=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-27=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-39=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-45=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-31=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-34=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-37=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-40=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-43=0$

$_A(-3,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-46=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-52=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-55=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-35=0$

$_A(-3,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-41=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-47=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-53=0$

$_A(-3,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-59=0$

$_A(-3,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-39=0$

$_A(-3,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-42=0$

$_A(-3,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-48=0$

$_A(-3,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-51=0$

$_A(-3,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-57=0$

$_A(-3,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-60=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-14=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-17=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-20=0$

$_A(-3,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-23=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-26=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-29=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-32=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-13=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-19=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-25=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-31=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-37=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-18=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-21=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-27=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-30=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-36=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-39=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-23=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-29=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-35=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-41=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-47=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-28=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-31=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-34=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-37=0$

$_A(-3,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-43=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-46=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-49=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-52=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-33=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-45=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-51=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-38=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-41=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-44=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-47=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-50=0$

$_A(-3,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-53=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-59=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-62=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-43=0$

$_A(-3,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-49=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-55=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-61=0$

$_A(-3,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-67=0$

$_A(-3,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-48=0$

$_A(-3,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-51=0$

$_A(-3,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-57=0$

$_A(-3,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-60=0$

$_A(-3,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-66=0$

$_A(-3,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-69=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-12=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-15=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-18=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-21=0$

$_A(-3,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-24=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-27=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-30=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-33=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-15=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-21=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-27=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-33=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-39=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-21=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-24=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-30=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-33=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-39=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-42=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-27=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-33=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-39=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-45=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-51=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-33=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-36=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-39=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-42=0$

$_A(-3,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-48=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-51=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-54=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-57=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-39=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-51=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-57=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-45=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-48=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-51=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-54=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-57=0$

$_A(-3,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-60=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-66=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-69=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-51=0$

$_A(-3,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-57=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-63=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-69=0$

$_A(-3,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-75=0$

$_A(-3,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-57=0$

$_A(-3,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-60=0$

$_A(-3,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-66=0$

$_A(-3,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-69=0$

$_A(-3,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-75=0$

$_A(-3,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-78=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-13=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-16=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-19=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-22=0$

$_A(-3,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-25=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-28=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-31=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-34=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-17=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-23=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-29=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-35=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-41=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-24=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-27=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-33=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-36=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-42=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-45=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-31=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-37=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-43=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-49=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-55=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-38=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-41=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-44=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-47=0$

$_A(-3,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-53=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-56=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-59=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-62=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-45=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-57=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-63=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-52=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-55=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-58=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-61=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-64=0$

$_A(-3,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-67=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-73=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-76=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-59=0$

$_A(-3,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-65=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-71=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-77=0$

$_A(-3,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-83=0$

$_A(-3,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-66=0$

$_A(-3,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-69=0$

$_A(-3,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-75=0$

$_A(-3,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-78=0$

$_A(-3,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-84=0$

$_A(-3,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-87=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-14=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-17=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-20=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-23=0$

$_A(-3,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-26=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-29=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-32=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-35=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-19=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-25=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-31=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-37=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-43=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-27=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-30=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-36=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-39=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-45=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-48=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-35=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-41=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-47=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-53=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-59=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-43=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-46=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-49=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-52=0$

$_A(-3,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-58=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-61=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-64=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-67=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-51=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-63=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-69=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-59=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-62=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-65=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-68=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-71=0$

$_A(-3,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-74=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-80=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-83=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-67=0$

$_A(-3,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-73=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-79=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-85=0$

$_A(-3,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-91=0$

$_A(-3,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-75=0$

$_A(-3,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-78=0$

$_A(-3,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-84=0$

$_A(-3,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-87=0$

$_A(-3,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-93=0$

$_A(-3,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-96=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-15=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-18=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-21=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-24=0$

$_A(-3,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-27=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-30=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-33=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-36=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-21=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-27=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-33=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-39=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-45=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-30=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-33=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-39=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-42=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-48=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-51=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-39=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-45=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-51=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-57=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-63=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-48=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-51=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-54=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-57=0$

$_A(-3,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-63=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-66=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-69=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-72=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-57=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-69=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-75=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-66=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-69=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-72=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-75=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-78=0$

$_A(-3,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-81=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-87=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-90=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-75=0$

$_A(-3,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-81=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-87=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-93=0$

$_A(-3,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-99=0$

$_A(-3,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-84=0$

$_A(-3,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-87=0$

$_A(-3,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-93=0$

$_A(-3,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-96=0$

$_A(-3,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-102=0$

$_A(-3,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-105=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-5=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-9=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-13=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-17=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-21=0$

$_A(-4,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-25=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-29=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-33=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-37=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-6=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-14=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-22=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-30=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-38=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-7=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-11=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-19=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-23=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-31=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-35=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-8=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-16=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-24=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-32=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-40=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-9=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-13=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-17=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-21=0$

$_A(-4,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-29=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-33=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-37=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-41=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-10=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-26=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-34=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-11=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-15=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-19=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-23=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-27=0$

$_A(-4,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-31=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-39=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-43=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-12=0$

$_A(-4,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-20=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-28=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-36=0$

$_A(-4,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-44=0$

$_A(-4,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-13=0$

$_A(-4,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-17=0$

$_A(-4,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-25=0$

$_A(-4,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-29=0$

$_A(-4,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-37=0$

$_A(-4,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-41=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-10=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-14=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-18=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-22=0$

$_A(-4,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-26=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-30=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-34=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-38=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-8=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-16=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-24=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-32=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-40=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-10=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-14=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-22=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-26=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-34=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-38=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-12=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-20=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-28=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-36=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-44=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-14=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-18=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-22=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-26=0$

$_A(-4,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-34=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-38=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-42=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-46=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-16=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-32=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-40=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-18=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-22=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-26=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-30=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-34=0$

$_A(-4,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-38=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-46=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-50=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-20=0$

$_A(-4,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-28=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-36=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-44=0$

$_A(-4,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-52=0$

$_A(-4,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-22=0$

$_A(-4,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-26=0$

$_A(-4,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-34=0$

$_A(-4,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-38=0$

$_A(-4,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-46=0$

$_A(-4,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-50=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-15=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-19=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-23=0$

$_A(-4,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-27=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-31=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-35=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-39=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-18=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-26=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-34=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-42=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-13=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-17=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-25=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-29=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-37=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-41=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-16=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-24=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-32=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-40=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-48=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-19=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-23=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-27=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-31=0$

$_A(-4,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-39=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-43=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-47=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-51=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-22=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-38=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-46=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-25=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-29=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-33=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-37=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-41=0$

$_A(-4,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-45=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-53=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-57=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-28=0$

$_A(-4,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-36=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-44=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-52=0$

$_A(-4,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-60=0$

$_A(-4,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-31=0$

$_A(-4,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-35=0$

$_A(-4,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-43=0$

$_A(-4,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-47=0$

$_A(-4,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-55=0$

$_A(-4,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-59=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-12=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-16=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-20=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-24=0$

$_A(-4,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-28=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-32=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-36=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-40=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-12=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-20=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-28=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-36=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-44=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-16=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-20=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-28=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-32=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-40=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-44=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-20=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-28=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-36=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-44=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-52=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-24=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-28=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-32=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-36=0$

$_A(-4,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-44=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-48=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-52=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-56=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-28=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-44=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-52=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-32=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-36=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-40=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-44=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-48=0$

$_A(-4,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-52=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-60=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-64=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-36=0$

$_A(-4,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-44=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-52=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-60=0$

$_A(-4,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-68=0$

$_A(-4,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-40=0$

$_A(-4,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-44=0$

$_A(-4,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-52=0$

$_A(-4,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-56=0$

$_A(-4,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-64=0$

$_A(-4,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-68=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-13=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-17=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-21=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-25=0$

$_A(-4,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-29=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-33=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-37=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-41=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-14=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-22=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-30=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-38=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-46=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-19=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-23=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-31=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-35=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-43=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-47=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-24=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-32=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-40=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-48=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-56=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-29=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-33=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-37=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-41=0$

$_A(-4,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-49=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-53=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-57=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-61=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-34=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-50=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-58=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-39=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-43=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-47=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-51=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-55=0$

$_A(-4,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-59=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-67=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-71=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-44=0$

$_A(-4,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-52=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-60=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-68=0$

$_A(-4,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-76=0$

$_A(-4,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-49=0$

$_A(-4,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-53=0$

$_A(-4,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-61=0$

$_A(-4,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-65=0$

$_A(-4,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-73=0$

$_A(-4,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-77=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-14=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-18=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-22=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-26=0$

$_A(-4,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-30=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-34=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-38=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-42=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-16=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-24=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-32=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-40=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-48=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-22=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-26=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-34=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-38=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-46=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-50=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-28=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-36=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-44=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-52=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-60=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-34=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-38=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-42=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-46=0$

$_A(-4,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-54=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-58=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-62=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-66=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-40=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-56=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-64=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-46=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-50=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-54=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-58=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-62=0$

$_A(-4,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-66=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-74=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-78=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-52=0$

$_A(-4,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-60=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-68=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-76=0$

$_A(-4,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-84=0$

$_A(-4,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-58=0$

$_A(-4,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-62=0$

$_A(-4,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-70=0$

$_A(-4,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-74=0$

$_A(-4,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-82=0$

$_A(-4,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-86=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-15=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-19=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-23=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-27=0$

$_A(-4,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-31=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-35=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-39=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-43=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-18=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-26=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-34=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-42=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-50=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-25=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-29=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-37=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-41=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-49=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-53=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-32=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-40=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-48=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-56=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-64=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-39=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-43=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-47=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-51=0$

$_A(-4,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-59=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-63=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-67=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-71=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-46=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-62=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-70=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-53=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-57=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-61=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-65=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-69=0$

$_A(-4,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-73=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-81=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-85=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-60=0$

$_A(-4,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-68=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-76=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-84=0$

$_A(-4,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-92=0$

$_A(-4,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-67=0$

$_A(-4,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-71=0$

$_A(-4,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-79=0$

$_A(-4,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-83=0$

$_A(-4,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-91=0$

$_A(-4,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-95=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-16=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-20=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-24=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-28=0$

$_A(-4,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-32=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-36=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-40=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-44=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-20=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-28=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-36=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-44=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-52=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-28=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-32=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-40=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-44=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-52=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-56=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-36=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-44=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-52=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-60=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-68=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-44=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-48=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-52=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-56=0$

$_A(-4,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-64=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-68=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-72=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-76=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-52=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-68=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-76=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-60=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-64=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-68=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-72=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-76=0$

$_A(-4,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-80=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-88=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-92=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-68=0$

$_A(-4,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-76=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-84=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-92=0$

$_A(-4,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-100=0$

$_A(-4,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-76=0$

$_A(-4,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-80=0$

$_A(-4,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-88=0$

$_A(-4,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-92=0$

$_A(-4,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-100=0$

$_A(-4,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-104=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-17=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-21=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-25=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-29=0$

$_A(-4,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-33=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-37=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-41=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-45=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-22=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-30=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-38=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-46=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-54=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-31=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-35=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-43=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-47=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-55=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-59=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-40=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-48=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-56=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-64=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-72=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-49=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-53=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-57=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-61=0$

$_A(-4,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-69=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-73=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-77=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-81=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-58=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-74=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-82=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-67=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-71=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-75=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-79=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-83=0$

$_A(-4,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-87=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-95=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-99=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-76=0$

$_A(-4,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-84=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-92=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-100=0$

$_A(-4,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-108=0$

$_A(-4,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-85=0$

$_A(-4,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-89=0$

$_A(-4,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-97=0$

$_A(-4,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-101=0$

$_A(-4,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-109=0$

$_A(-4,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-113=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-6=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-11=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-16=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-21=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-26=0$

$_A(-5,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-31=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-36=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-41=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-46=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-7=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-17=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-27=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-37=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-47=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-8=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-13=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-23=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-28=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-38=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-43=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-9=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-19=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-29=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-39=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-49=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-10=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-15=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-20=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-25=0$

$_A(-5,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-35=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-40=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-45=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-50=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-11=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-31=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-41=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-12=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-17=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-22=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-27=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-32=0$

$_A(-5,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-37=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-47=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-52=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-13=0$

$_A(-5,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-23=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-33=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-43=0$

$_A(-5,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-53=0$

$_A(-5,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-14=0$

$_A(-5,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-19=0$

$_A(-5,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-29=0$

$_A(-5,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-34=0$

$_A(-5,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-44=0$

$_A(-5,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-49=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-12=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-17=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-22=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-27=0$

$_A(-5,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-32=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-37=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-42=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-47=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-19=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-29=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-39=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-49=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-11=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-16=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-26=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-31=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-41=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-46=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-13=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-23=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-33=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-43=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-53=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-15=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-20=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-25=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-30=0$

$_A(-5,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-40=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-45=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-50=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-55=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-17=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-37=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-47=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-19=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-24=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-29=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-34=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-39=0$

$_A(-5,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-44=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-54=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-59=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-21=0$

$_A(-5,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-31=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-41=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-51=0$

$_A(-5,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-61=0$

$_A(-5,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-23=0$

$_A(-5,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-28=0$

$_A(-5,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-38=0$

$_A(-5,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-43=0$

$_A(-5,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-53=0$

$_A(-5,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-58=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-13=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-18=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-23=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-28=0$

$_A(-5,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-33=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-38=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-43=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-48=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-21=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-31=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-41=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-51=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-14=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-19=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-29=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-34=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-44=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-49=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-17=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-27=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-37=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-47=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-57=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-20=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-25=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-30=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-35=0$

$_A(-5,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-45=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-50=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-55=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-60=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-23=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-43=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-53=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-26=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-31=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-36=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-41=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-46=0$

$_A(-5,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-51=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-61=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-66=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-29=0$

$_A(-5,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-39=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-49=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-59=0$

$_A(-5,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-69=0$

$_A(-5,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-32=0$

$_A(-5,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-37=0$

$_A(-5,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-47=0$

$_A(-5,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-52=0$

$_A(-5,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-62=0$

$_A(-5,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-67=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-14=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-19=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-24=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-29=0$

$_A(-5,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-34=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-39=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-44=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-49=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-13=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-23=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-33=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-43=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-53=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-17=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-22=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-32=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-37=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-47=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-52=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-21=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-31=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-41=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-51=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-61=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-25=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-30=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-35=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-40=0$

$_A(-5,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-50=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-55=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-60=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-65=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-29=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-49=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-59=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-33=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-38=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-43=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-48=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-53=0$

$_A(-5,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-58=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-68=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-73=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-37=0$

$_A(-5,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-47=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-57=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-67=0$

$_A(-5,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-77=0$

$_A(-5,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-41=0$

$_A(-5,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-46=0$

$_A(-5,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-56=0$

$_A(-5,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-61=0$

$_A(-5,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-71=0$

$_A(-5,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-76=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-15=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-20=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-25=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-30=0$

$_A(-5,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-35=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-40=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-45=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-50=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-15=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-25=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-35=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-45=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-55=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-20=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-25=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-35=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-40=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-50=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-55=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-25=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-35=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-45=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-55=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-65=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-30=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-35=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-40=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-45=0$

$_A(-5,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-55=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-60=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-65=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-70=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-35=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-55=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-65=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-40=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-45=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-50=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-55=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-60=0$

$_A(-5,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-65=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-75=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-80=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-45=0$

$_A(-5,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-55=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-65=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-75=0$

$_A(-5,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-85=0$

$_A(-5,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-50=0$

$_A(-5,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-55=0$

$_A(-5,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-65=0$

$_A(-5,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-70=0$

$_A(-5,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-80=0$

$_A(-5,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-85=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-16=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-21=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-26=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-31=0$

$_A(-5,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-36=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-41=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-46=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-51=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-17=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-27=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-37=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-47=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-57=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-23=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-28=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-38=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-43=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-53=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-58=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-29=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-39=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-49=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-59=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-69=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-35=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-40=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-45=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-50=0$

$_A(-5,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-60=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-65=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-70=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-75=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-41=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-61=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-71=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-47=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-52=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-57=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-62=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-67=0$

$_A(-5,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-72=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-82=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-87=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-53=0$

$_A(-5,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-63=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-73=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-83=0$

$_A(-5,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-93=0$

$_A(-5,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-59=0$

$_A(-5,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-64=0$

$_A(-5,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-74=0$

$_A(-5,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-79=0$

$_A(-5,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-89=0$

$_A(-5,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-94=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-17=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-22=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-27=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-32=0$

$_A(-5,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-37=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-42=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-47=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-52=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-19=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-29=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-39=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-49=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-59=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-26=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-31=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-41=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-46=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-56=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-61=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-33=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-43=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-53=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-63=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-73=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-40=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-45=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-50=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-55=0$

$_A(-5,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-65=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-70=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-75=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-80=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-47=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-67=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-77=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-54=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-59=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-64=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-69=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-74=0$

$_A(-5,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-79=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-89=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-94=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-61=0$

$_A(-5,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-71=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-81=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-91=0$

$_A(-5,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-101=0$

$_A(-5,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-68=0$

$_A(-5,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-73=0$

$_A(-5,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-83=0$

$_A(-5,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-88=0$

$_A(-5,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-98=0$

$_A(-5,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-103=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-18=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-23=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-28=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-33=0$

$_A(-5,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-38=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-43=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-48=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-53=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-21=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-31=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-41=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-51=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-61=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-29=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-34=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-44=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-49=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-59=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-64=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-37=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-47=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-57=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-67=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-77=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-45=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-50=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-55=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-60=0$

$_A(-5,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-70=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-75=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-80=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-85=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-53=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-73=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-83=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-61=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-66=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-71=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-76=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-81=0$

$_A(-5,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-86=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-96=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-101=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-69=0$

$_A(-5,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-79=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-89=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-99=0$

$_A(-5,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-109=0$

$_A(-5,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-77=0$

$_A(-5,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-82=0$

$_A(-5,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-92=0$

$_A(-5,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-97=0$

$_A(-5,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-107=0$

$_A(-5,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-112=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-19=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-24=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-29=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-34=0$

$_A(-5,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-39=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-44=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-49=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-54=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-23=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-33=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-43=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-53=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-63=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-32=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-37=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-47=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-52=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-62=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-67=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-41=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-51=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-61=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-71=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-81=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-50=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-55=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-60=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-65=0$

$_A(-5,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-75=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-80=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-85=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-90=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-59=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-79=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-89=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-68=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-73=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-78=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-83=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-88=0$

$_A(-5,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-93=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-103=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-108=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-77=0$

$_A(-5,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-87=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-97=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-107=0$

$_A(-5,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-117=0$

$_A(-5,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-86=0$

$_A(-5,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-91=0$

$_A(-5,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-101=0$

$_A(-5,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-106=0$

$_A(-5,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-116=0$

$_A(-5,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-121=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-7=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-13=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-19=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-25=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-31=0$

$_A(-6,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-37=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-43=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-49=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-55=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-8=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-20=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-32=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-44=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-56=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-9=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-15=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-27=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-33=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-45=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-51=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-10=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-22=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-34=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-46=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-58=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-11=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-17=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-23=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-29=0$

$_A(-6,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-41=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-47=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-53=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-59=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-12=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-36=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-48=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-13=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-19=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-25=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-31=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-37=0$

$_A(-6,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-43=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-55=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-61=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-14=0$

$_A(-6,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-26=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-38=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-50=0$

$_A(-6,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-62=0$

$_A(-6,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-15=0$

$_A(-6,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-21=0$

$_A(-6,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-33=0$

$_A(-6,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-39=0$

$_A(-6,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-51=0$

$_A(-6,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-57=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-14=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-20=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-26=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-32=0$

$_A(-6,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-38=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-44=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-50=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-56=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-22=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-34=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-46=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-58=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-12=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-18=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-30=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-36=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-48=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-54=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-14=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-26=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-38=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-50=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-62=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-16=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-22=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-28=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-34=0$

$_A(-6,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-46=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-52=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-58=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-64=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-18=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-42=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-54=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-20=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-26=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-32=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-38=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-44=0$

$_A(-6,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-50=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-62=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-68=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-22=0$

$_A(-6,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-34=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-46=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-58=0$

$_A(-6,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-70=0$

$_A(-6,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-24=0$

$_A(-6,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-30=0$

$_A(-6,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-42=0$

$_A(-6,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-48=0$

$_A(-6,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-60=0$

$_A(-6,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-66=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-15=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-21=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-27=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-33=0$

$_A(-6,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-39=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-45=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-51=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-57=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-12=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-24=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-36=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-48=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-60=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-15=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-21=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-33=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-39=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-51=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-57=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-18=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-30=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-42=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-54=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-66=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-21=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-27=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-33=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-39=0$

$_A(-6,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-51=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-57=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-63=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-69=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-24=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-48=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-60=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-27=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-33=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-39=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-45=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-51=0$

$_A(-6,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-57=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-69=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-75=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-30=0$

$_A(-6,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-42=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-54=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-66=0$

$_A(-6,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-78=0$

$_A(-6,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-33=0$

$_A(-6,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-39=0$

$_A(-6,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-51=0$

$_A(-6,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-57=0$

$_A(-6,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-69=0$

$_A(-6,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-75=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-16=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-22=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-28=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-34=0$

$_A(-6,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-40=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-46=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-52=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-58=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-14=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-26=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-38=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-50=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-62=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-18=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-24=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-36=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-42=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-54=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-60=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-22=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-34=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-46=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-58=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-70=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-26=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-32=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-38=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-44=0$

$_A(-6,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-56=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-62=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-68=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-74=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-30=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-54=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-66=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-34=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-40=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-46=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-52=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-58=0$

$_A(-6,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-64=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-76=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-82=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-38=0$

$_A(-6,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-50=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-62=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-74=0$

$_A(-6,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-86=0$

$_A(-6,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-42=0$

$_A(-6,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-48=0$

$_A(-6,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-60=0$

$_A(-6,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-66=0$

$_A(-6,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-78=0$

$_A(-6,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-84=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-17=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-23=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-29=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-35=0$

$_A(-6,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-41=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-47=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-53=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-59=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-16=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-28=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-40=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-52=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-64=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-21=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-27=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-39=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-45=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-57=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-63=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-26=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-38=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-50=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-62=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-74=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-31=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-37=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-43=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-49=0$

$_A(-6,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-61=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-67=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-73=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-79=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-36=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-60=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-72=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-41=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-47=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-53=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-59=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-65=0$

$_A(-6,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-71=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-83=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-89=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-46=0$

$_A(-6,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-58=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-70=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-82=0$

$_A(-6,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-94=0$

$_A(-6,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-51=0$

$_A(-6,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-57=0$

$_A(-6,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-69=0$

$_A(-6,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-75=0$

$_A(-6,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-87=0$

$_A(-6,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-93=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-18=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-24=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-30=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-36=0$

$_A(-6,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-42=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-48=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-54=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-60=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-18=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-30=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-42=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-54=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-66=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-24=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-30=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-42=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-48=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-60=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-66=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-30=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-42=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-54=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-66=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-78=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-36=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-42=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-48=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-54=0$

$_A(-6,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-66=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-72=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-78=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-84=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-42=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-66=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-78=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-48=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-54=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-60=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-66=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-72=0$

$_A(-6,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-78=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-90=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-96=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-54=0$

$_A(-6,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-66=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-78=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-90=0$

$_A(-6,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-102=0$

$_A(-6,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-60=0$

$_A(-6,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-66=0$

$_A(-6,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-78=0$

$_A(-6,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-84=0$

$_A(-6,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-96=0$

$_A(-6,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-102=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-19=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-25=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-31=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-37=0$

$_A(-6,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-43=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-49=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-55=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-61=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-20=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-32=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-44=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-56=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-68=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-27=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-33=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-45=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-51=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-63=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-69=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-34=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-46=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-58=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-70=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-82=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-41=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-47=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-53=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-59=0$

$_A(-6,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-71=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-77=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-83=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-89=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-48=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-72=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-84=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-55=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-61=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-67=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-73=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-79=0$

$_A(-6,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-85=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-97=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-103=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-62=0$

$_A(-6,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-74=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-86=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-98=0$

$_A(-6,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-110=0$

$_A(-6,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-69=0$

$_A(-6,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-75=0$

$_A(-6,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-87=0$

$_A(-6,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-93=0$

$_A(-6,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-105=0$

$_A(-6,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-111=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-20=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-26=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-32=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-38=0$

$_A(-6,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-44=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-50=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-56=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-62=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-22=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-34=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-46=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-58=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-70=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-30=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-36=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-48=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-54=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-66=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-72=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-38=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-50=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-62=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-74=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-86=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-46=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-52=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-58=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-64=0$

$_A(-6,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-76=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-82=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-88=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-94=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-54=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-78=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-90=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-62=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-68=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-74=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-80=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-86=0$

$_A(-6,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-92=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-104=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-110=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-70=0$

$_A(-6,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-82=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-94=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-106=0$

$_A(-6,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-118=0$

$_A(-6,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-78=0$

$_A(-6,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-84=0$

$_A(-6,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-96=0$

$_A(-6,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-102=0$

$_A(-6,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-114=0$

$_A(-6,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-120=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-21=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-27=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-33=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-39=0$

$_A(-6,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-45=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-51=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-57=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-63=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-24=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-36=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-48=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-60=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-72=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-33=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-39=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-51=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-57=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-69=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-75=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-42=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-54=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-66=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-78=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-90=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-51=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-57=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-63=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-69=0$

$_A(-6,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-81=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-87=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-93=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-99=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-60=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-84=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-96=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-69=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-75=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-81=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-87=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-93=0$

$_A(-6,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-99=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-111=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-117=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-78=0$

$_A(-6,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-90=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-102=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-114=0$

$_A(-6,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-126=0$

$_A(-6,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-87=0$

$_A(-6,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-93=0$

$_A(-6,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-105=0$

$_A(-6,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-111=0$

$_A(-6,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-123=0$

$_A(-6,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-129=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-8=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-15=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-22=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-29=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-36=0$

$_A(-7,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-43=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-50=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-57=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-64=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-9=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-23=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-37=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-51=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-65=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-10=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-17=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-31=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-38=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-52=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-59=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-11=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-25=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-39=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-53=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-67=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-12=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-19=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-26=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-33=0$

$_A(-7,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-47=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-54=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-61=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-68=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-13=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-41=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-55=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-14=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-21=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-28=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-35=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-42=0$

$_A(-7,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-49=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-63=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-70=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-15=0$

$_A(-7,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-29=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-43=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-57=0$

$_A(-7,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-71=0$

$_A(-7,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-16=0$

$_A(-7,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-23=0$

$_A(-7,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-37=0$

$_A(-7,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-44=0$

$_A(-7,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-58=0$

$_A(-7,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-65=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-16=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-23=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-30=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-37=0$

$_A(-7,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-44=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-51=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-58=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-65=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-11=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-25=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-39=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-53=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-67=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-13=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-20=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-34=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-41=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-55=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-62=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-15=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-29=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-43=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-57=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-71=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-17=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-24=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-31=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-38=0$

$_A(-7,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-52=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-59=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-66=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-73=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-19=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-47=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-61=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-21=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-28=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-35=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-42=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-49=0$

$_A(-7,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-56=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-70=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-77=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-23=0$

$_A(-7,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-37=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-51=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-65=0$

$_A(-7,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-79=0$

$_A(-7,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-25=0$

$_A(-7,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-32=0$

$_A(-7,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-46=0$

$_A(-7,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-53=0$

$_A(-7,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-67=0$

$_A(-7,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-74=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-17=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-24=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-31=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-38=0$

$_A(-7,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-45=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-52=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-59=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-66=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-13=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-27=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-41=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-55=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-69=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-16=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-23=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-37=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-44=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-58=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-65=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-19=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-33=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-47=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-61=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-75=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-22=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-29=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-36=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-43=0$

$_A(-7,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-57=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-64=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-71=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-78=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-25=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-53=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-67=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-28=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-35=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-42=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-49=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-56=0$

$_A(-7,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-63=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-77=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-84=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-31=0$

$_A(-7,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-45=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-59=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-73=0$

$_A(-7,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-87=0$

$_A(-7,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-34=0$

$_A(-7,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-41=0$

$_A(-7,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-55=0$

$_A(-7,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-62=0$

$_A(-7,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-76=0$

$_A(-7,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-83=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-18=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-25=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-32=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-39=0$

$_A(-7,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-46=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-53=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-60=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-67=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-15=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-29=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-43=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-57=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-71=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-19=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-26=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-40=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-47=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-61=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-68=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-23=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-37=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-51=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-65=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-79=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-27=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-34=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-41=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-48=0$

$_A(-7,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-62=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-69=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-76=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-83=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-31=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-59=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-73=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-35=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-42=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-49=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-56=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-63=0$

$_A(-7,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-70=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-84=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-91=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-39=0$

$_A(-7,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-53=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-67=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-81=0$

$_A(-7,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-95=0$

$_A(-7,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-43=0$

$_A(-7,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-50=0$

$_A(-7,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-64=0$

$_A(-7,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-71=0$

$_A(-7,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-85=0$

$_A(-7,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-92=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-19=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-26=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-33=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-40=0$

$_A(-7,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-47=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-54=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-61=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-68=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-17=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-31=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-45=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-59=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-73=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-22=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-29=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-43=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-50=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-64=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-71=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-27=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-41=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-55=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-69=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-83=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-32=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-39=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-46=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-53=0$

$_A(-7,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-67=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-74=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-81=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-88=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-37=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-65=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-79=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-42=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-49=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-56=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-63=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-70=0$

$_A(-7,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-77=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-91=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-98=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-47=0$

$_A(-7,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-61=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-75=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-89=0$

$_A(-7,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-103=0$

$_A(-7,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-52=0$

$_A(-7,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-59=0$

$_A(-7,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-73=0$

$_A(-7,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-80=0$

$_A(-7,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-94=0$

$_A(-7,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-101=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-20=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-27=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-34=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-41=0$

$_A(-7,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-48=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-55=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-62=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-69=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-19=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-33=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-47=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-61=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-75=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-25=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-32=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-46=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-53=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-67=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-74=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-31=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-45=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-59=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-73=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-87=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-37=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-44=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-51=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-58=0$

$_A(-7,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-72=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-79=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-86=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-93=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-43=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-71=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-85=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-49=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-56=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-63=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-70=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-77=0$

$_A(-7,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-84=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-98=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-105=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-55=0$

$_A(-7,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-69=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-83=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-97=0$

$_A(-7,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-111=0$

$_A(-7,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-61=0$

$_A(-7,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-68=0$

$_A(-7,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-82=0$

$_A(-7,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-89=0$

$_A(-7,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-103=0$

$_A(-7,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-110=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-21=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-28=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-35=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-42=0$

$_A(-7,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-49=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-56=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-63=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-70=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-21=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-35=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-49=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-63=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-77=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-28=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-35=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-49=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-56=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-70=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-77=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-35=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-49=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-63=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-77=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-91=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-42=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-49=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-56=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-63=0$

$_A(-7,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-77=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-84=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-91=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-98=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-49=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-77=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-91=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-56=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-63=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-70=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-77=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-84=0$

$_A(-7,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-91=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-105=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-112=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-63=0$

$_A(-7,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-77=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-91=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-105=0$

$_A(-7,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-119=0$

$_A(-7,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-70=0$

$_A(-7,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-77=0$

$_A(-7,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-91=0$

$_A(-7,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-98=0$

$_A(-7,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-112=0$

$_A(-7,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-119=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-22=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-29=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-36=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-43=0$

$_A(-7,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-50=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-57=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-64=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-71=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-23=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-37=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-51=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-65=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-79=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-31=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-38=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-52=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-59=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-73=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-80=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-39=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-53=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-67=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-81=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-95=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-47=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-54=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-61=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-68=0$

$_A(-7,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-82=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-89=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-96=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-103=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-55=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-83=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-97=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-63=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-70=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-77=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-84=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-91=0$

$_A(-7,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-98=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-112=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-119=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-71=0$

$_A(-7,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-85=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-99=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-113=0$

$_A(-7,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-127=0$

$_A(-7,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-79=0$

$_A(-7,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-86=0$

$_A(-7,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-100=0$

$_A(-7,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-107=0$

$_A(-7,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-121=0$

$_A(-7,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-128=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-23=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-30=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-37=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-44=0$

$_A(-7,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-51=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-58=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-65=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-72=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-25=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-39=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-53=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-67=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-81=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-34=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-41=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-55=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-62=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-76=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-83=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-43=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-57=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-71=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-85=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-99=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-52=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-59=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-66=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-73=0$

$_A(-7,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-87=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-94=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-101=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-108=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-61=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-89=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-103=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-70=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-77=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-84=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-91=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-98=0$

$_A(-7,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-105=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-119=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-126=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-79=0$

$_A(-7,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-93=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-107=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-121=0$

$_A(-7,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-135=0$

$_A(-7,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-88=0$

$_A(-7,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-95=0$

$_A(-7,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-109=0$

$_A(-7,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-116=0$

$_A(-7,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-130=0$

$_A(-7,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-137=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,1)ɐȒ̕߂$

$-x+y-9=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-17=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-25=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-33=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-41=0$

$_A(-8,\,1)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-49=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-57=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-65=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-73=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-10=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-26=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-42=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-58=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-74=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-11=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-19=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-35=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-43=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-59=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-67=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-12=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-28=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-44=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-60=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-76=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-13=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-21=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-29=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-37=0$

$_A(-8,\,1)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-53=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-61=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-69=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-77=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-14=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-46=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-62=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-15=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-23=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-31=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-39=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-47=0$

$_A(-8,\,1)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-55=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-71=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-79=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-16=0$

$_A(-8,\,1)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-32=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-48=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-64=0$

$_A(-8,\,1)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-80=0$

$_A(-8,\,1)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-17=0$

$_A(-8,\,1)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-25=0$

$_A(-8,\,1)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-41=0$

$_A(-8,\,1)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-49=0$

$_A(-8,\,1)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-65=0$

$_A(-8,\,1)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-73=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-18=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-26=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-34=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-42=0$

$_A(-8,\,2)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-50=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-58=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-66=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-74=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-12=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-28=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-44=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-60=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-76=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-14=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-22=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-38=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-46=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-62=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-70=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-16=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-32=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-48=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-64=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-80=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-18=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-26=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-34=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-42=0$

$_A(-8,\,2)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-58=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-66=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-74=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-82=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-20=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-52=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-68=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-22=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-30=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-38=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-46=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-54=0$

$_A(-8,\,2)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-62=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-78=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-86=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-24=0$

$_A(-8,\,2)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-40=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-56=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-72=0$

$_A(-8,\,2)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-88=0$

$_A(-8,\,2)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-26=0$

$_A(-8,\,2)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-34=0$

$_A(-8,\,2)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-50=0$

$_A(-8,\,2)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-58=0$

$_A(-8,\,2)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-74=0$

$_A(-8,\,2)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-82=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-19=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-27=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-35=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-43=0$

$_A(-8,\,3)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-51=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-59=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-67=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-75=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-14=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-30=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-46=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-62=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-78=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-17=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-25=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-41=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-49=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-65=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-73=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-20=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-36=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-52=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-68=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-84=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-23=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-31=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-39=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-47=0$

$_A(-8,\,3)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-63=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-71=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-79=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-87=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-26=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-58=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-74=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-29=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-37=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-45=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-53=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-61=0$

$_A(-8,\,3)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-69=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-85=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-93=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-32=0$

$_A(-8,\,3)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-48=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-64=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-80=0$

$_A(-8,\,3)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-96=0$

$_A(-8,\,3)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-35=0$

$_A(-8,\,3)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-43=0$

$_A(-8,\,3)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-59=0$

$_A(-8,\,3)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-67=0$

$_A(-8,\,3)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-83=0$

$_A(-8,\,3)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-91=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-20=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-28=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-36=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-44=0$

$_A(-8,\,4)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-52=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-60=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-68=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-76=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-16=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-32=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-48=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-64=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-80=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-20=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-28=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-44=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-52=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-68=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-76=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-24=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-40=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-56=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-72=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-88=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-28=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-36=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-44=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-52=0$

$_A(-8,\,4)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-68=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-76=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-84=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-92=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-32=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-64=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-80=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-36=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-44=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-52=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-60=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-68=0$

$_A(-8,\,4)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-76=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-92=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-100=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-40=0$

$_A(-8,\,4)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-56=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-72=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-88=0$

$_A(-8,\,4)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-104=0$

$_A(-8,\,4)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-44=0$

$_A(-8,\,4)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-52=0$

$_A(-8,\,4)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-68=0$

$_A(-8,\,4)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-76=0$

$_A(-8,\,4)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-92=0$

$_A(-8,\,4)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-100=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-21=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-29=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-37=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-45=0$

$_A(-8,\,5)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-53=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-61=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-69=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-77=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-18=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-34=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-50=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-66=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-82=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-23=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-31=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-47=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-55=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-71=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-79=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-28=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-44=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-60=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-76=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-92=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-33=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-41=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-49=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-57=0$

$_A(-8,\,5)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-73=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-81=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-89=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-97=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-38=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-70=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-86=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-43=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-51=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-59=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-67=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-75=0$

$_A(-8,\,5)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-83=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-99=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-107=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-48=0$

$_A(-8,\,5)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-64=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-80=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-96=0$

$_A(-8,\,5)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-112=0$

$_A(-8,\,5)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-53=0$

$_A(-8,\,5)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-61=0$

$_A(-8,\,5)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-77=0$

$_A(-8,\,5)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-85=0$

$_A(-8,\,5)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-101=0$

$_A(-8,\,5)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-109=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-22=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-30=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-38=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-46=0$

$_A(-8,\,6)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-54=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-62=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-70=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-78=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-20=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-36=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-52=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-68=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-84=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-26=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-34=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-50=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-58=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-74=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-82=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-32=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-48=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-64=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-80=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-96=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-38=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-46=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-54=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-62=0$

$_A(-8,\,6)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-78=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-86=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-94=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-102=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-44=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-76=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-92=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-50=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-58=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-66=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-74=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-82=0$

$_A(-8,\,6)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-90=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-106=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-114=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-56=0$

$_A(-8,\,6)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-72=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-88=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-104=0$

$_A(-8,\,6)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-120=0$

$_A(-8,\,6)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-62=0$

$_A(-8,\,6)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-70=0$

$_A(-8,\,6)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-86=0$

$_A(-8,\,6)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-94=0$

$_A(-8,\,6)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-110=0$

$_A(-8,\,6)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-118=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-23=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-31=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-39=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-47=0$

$_A(-8,\,7)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-55=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-63=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-71=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-79=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-22=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-38=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-54=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-70=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-86=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-29=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-37=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-53=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-61=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-77=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-85=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-36=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-52=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-68=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-84=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-100=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-43=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-51=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-59=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-67=0$

$_A(-8,\,7)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-83=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-91=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-99=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-107=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-50=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-82=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-98=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-57=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-65=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-73=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-81=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-89=0$

$_A(-8,\,7)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-97=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-113=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-121=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-64=0$

$_A(-8,\,7)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-80=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-96=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-112=0$

$_A(-8,\,7)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-128=0$

$_A(-8,\,7)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-71=0$

$_A(-8,\,7)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-79=0$

$_A(-8,\,7)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-95=0$

$_A(-8,\,7)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-103=0$

$_A(-8,\,7)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-119=0$

$_A(-8,\,7)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-127=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-24=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-32=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-40=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-48=0$

$_A(-8,\,8)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-56=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-64=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-72=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-80=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-24=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-40=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-56=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-72=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-88=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-32=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-40=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-56=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-64=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-80=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-88=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-40=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-56=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-72=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-88=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-104=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-48=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-56=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-64=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-72=0$

$_A(-8,\,8)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-88=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-96=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-104=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-112=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-56=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-88=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-104=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-64=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-72=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-80=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-88=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-96=0$

$_A(-8,\,8)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-104=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-120=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-128=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-72=0$

$_A(-8,\,8)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-88=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-104=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-120=0$

$_A(-8,\,8)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-136=0$

$_A(-8,\,8)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-80=0$

$_A(-8,\,8)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-88=0$

$_A(-8,\,8)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-104=0$

$_A(-8,\,8)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-112=0$

$_A(-8,\,8)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-128=0$

$_A(-8,\,8)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-136=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,1)ɐȒ̕߂$

$-2x+y-25=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,1)ɐȒ̕߂$

$-3x+y-33=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,1)ɐȒ̕߂$

$-4x+y-41=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,1)ɐȒ̕߂$

$-5x+y-49=0$

$_A(-8,\,9)ʂA\beku n=(-6,\,1)ɐȒ̕߂$

$-6x+y-57=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,1)ɐȒ̕߂$

$-7x+y-65=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,1)ɐȒ̕߂$

$-8x+y-73=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,1)ɐȒ̕߂$

$-9x+y-81=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,2)ɐȒ̕߂$

$-x+2y-26=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,2)ɐȒ̕߂$

$-3x+2y-42=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,2)ɐȒ̕߂$

$-5x+2y-58=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,2)ɐȒ̕߂$

$-7x+2y-74=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,2)ɐȒ̕߂$

$-9x+2y-90=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,3)ɐȒ̕߂$

$-x+3y-35=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,3)ɐȒ̕߂$

$-2x+3y-43=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,3)ɐȒ̕߂$

$-4x+3y-59=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,3)ɐȒ̕߂$

$-5x+3y-67=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,3)ɐȒ̕߂$

$-7x+3y-83=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,3)ɐȒ̕߂$

$-8x+3y-91=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,4)ɐȒ̕߂$

$-x+4y-44=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,4)ɐȒ̕߂$

$-3x+4y-60=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,4)ɐȒ̕߂$

$-5x+4y-76=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,4)ɐȒ̕߂$

$-7x+4y-92=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,4)ɐȒ̕߂$

$-9x+4y-108=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,5)ɐȒ̕߂$

$-x+5y-53=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,5)ɐȒ̕߂$

$-2x+5y-61=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,5)ɐȒ̕߂$

$-3x+5y-69=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,5)ɐȒ̕߂$

$-4x+5y-77=0$

$_A(-8,\,9)ʂA\beku n=(-6,\,5)ɐȒ̕߂$

$-6x+5y-93=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,5)ɐȒ̕߂$

$-7x+5y-101=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,5)ɐȒ̕߂$

$-8x+5y-109=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,5)ɐȒ̕߂$

$-9x+5y-117=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,6)ɐȒ̕߂$

$-x+6y-62=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,6)ɐȒ̕߂$

$-5x+6y-94=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,6)ɐȒ̕߂$

$-7x+6y-110=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,7)ɐȒ̕߂$

$-x+7y-71=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,7)ɐȒ̕߂$

$-2x+7y-79=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,7)ɐȒ̕߂$

$-3x+7y-87=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,7)ɐȒ̕߂$

$-4x+7y-95=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,7)ɐȒ̕߂$

$-5x+7y-103=0$

$_A(-8,\,9)ʂA\beku n=(-6,\,7)ɐȒ̕߂$

$-6x+7y-111=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,7)ɐȒ̕߂$

$-8x+7y-127=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,7)ɐȒ̕߂$

$-9x+7y-135=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,8)ɐȒ̕߂$

$-x+8y-80=0$

$_A(-8,\,9)ʂA\beku n=(-3,\,8)ɐȒ̕߂$

$-3x+8y-96=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,8)ɐȒ̕߂$

$-5x+8y-112=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,8)ɐȒ̕߂$

$-7x+8y-128=0$

$_A(-8,\,9)ʂA\beku n=(-9,\,8)ɐȒ̕߂$

$-9x+8y-144=0$

$_A(-8,\,9)ʂA\beku n=(-1,\,9)ɐȒ̕߂$

$-x+9y-89=0$

$_A(-8,\,9)ʂA\beku n=(-2,\,9)ɐȒ̕߂$

$-2x+9y-97=0$

$_A(-8,\,9)ʂA\beku n=(-4,\,9)ɐȒ̕߂$

$-4x+9y-113=0$

$_A(-8,\,9)ʂA\beku n=(-5,\,9)ɐȒ̕߂$

$-5x+9y-121=0$

$_A(-8,\,9)ʂA\beku n=(-7,\,9)ɐȒ̕߂$

$-7x+9y-137=0$

$_A(-8,\,9)ʂA\beku n=(-8,\,9)ɐȒ̕߂$

$-8x+9y-145=0$

$_A(-1,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y=0$

$_A(-1,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(-1,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+2=0$

$_A(-1,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+3=0$

$_A(-1,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+4=0$

$_A(-1,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+5=0$

$_A(-1,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+6=0$

$_A(-1,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+7=0$

$_A(-1,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+8=0$

$_A(-1,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-1=0$

$_A(-1,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+1=0$

$_A(-1,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+3=0$

$_A(-1,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+5=0$

$_A(-1,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+7=0$

$_A(-1,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-2=0$

$_A(-1,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-1=0$

$_A(-1,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+1=0$

$_A(-1,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+2=0$

$_A(-1,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+4=0$

$_A(-1,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+5=0$

$_A(-1,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-3=0$

$_A(-1,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-1=0$

$_A(-1,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+1=0$

$_A(-1,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+3=0$

$_A(-1,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+5=0$

$_A(-1,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-4=0$

$_A(-1,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-3=0$

$_A(-1,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-2=0$

$_A(-1,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-1=0$

$_A(-1,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+1=0$

$_A(-1,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+2=0$

$_A(-1,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+3=0$

$_A(-1,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+4=0$

$_A(-1,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-5=0$

$_A(-1,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-1=0$

$_A(-1,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+1=0$

$_A(-1,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-6=0$

$_A(-1,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-5=0$

$_A(-1,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-4=0$

$_A(-1,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-3=0$

$_A(-1,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-2=0$

$_A(-1,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-1=0$

$_A(-1,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+1=0$

$_A(-1,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+2=0$

$_A(-1,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-7=0$

$_A(-1,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-5=0$

$_A(-1,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-3=0$

$_A(-1,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-1=0$

$_A(-1,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+1=0$

$_A(-1,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-8=0$

$_A(-1,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-7=0$

$_A(-1,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-5=0$

$_A(-1,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-4=0$

$_A(-1,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-2=0$

$_A(-1,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-1=0$

$_A(-1,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(-1,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+1=0$

$_A(-1,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+2=0$

$_A(-1,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+3=0$

$_A(-1,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+4=0$

$_A(-1,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+5=0$

$_A(-1,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+6=0$

$_A(-1,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+7=0$

$_A(-1,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-3=0$

$_A(-1,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-1=0$

$_A(-1,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+1=0$

$_A(-1,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+3=0$

$_A(-1,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+5=0$

$_A(-1,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-5=0$

$_A(-1,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-4=0$

$_A(-1,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-2=0$

$_A(-1,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-1=0$

$_A(-1,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+1=0$

$_A(-1,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+2=0$

$_A(-1,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-7=0$

$_A(-1,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-5=0$

$_A(-1,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-3=0$

$_A(-1,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-1=0$

$_A(-1,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+1=0$

$_A(-1,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-9=0$

$_A(-1,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-8=0$

$_A(-1,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-7=0$

$_A(-1,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-6=0$

$_A(-1,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-4=0$

$_A(-1,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-3=0$

$_A(-1,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-2=0$

$_A(-1,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-1=0$

$_A(-1,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-11=0$

$_A(-1,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-7=0$

$_A(-1,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-5=0$

$_A(-1,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-13=0$

$_A(-1,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-12=0$

$_A(-1,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-11=0$

$_A(-1,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-10=0$

$_A(-1,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-9=0$

$_A(-1,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-8=0$

$_A(-1,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-6=0$

$_A(-1,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-5=0$

$_A(-1,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-15=0$

$_A(-1,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-13=0$

$_A(-1,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-11=0$

$_A(-1,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-9=0$

$_A(-1,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-7=0$

$_A(-1,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-17=0$

$_A(-1,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-16=0$

$_A(-1,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-14=0$

$_A(-1,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-13=0$

$_A(-1,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-11=0$

$_A(-1,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-10=0$

$_A(-1,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(-1,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y=0$

$_A(-1,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+1=0$

$_A(-1,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+2=0$

$_A(-1,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+3=0$

$_A(-1,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+4=0$

$_A(-1,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+5=0$

$_A(-1,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+6=0$

$_A(-1,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-5=0$

$_A(-1,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-3=0$

$_A(-1,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-1=0$

$_A(-1,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+1=0$

$_A(-1,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+3=0$

$_A(-1,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-8=0$

$_A(-1,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-7=0$

$_A(-1,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-5=0$

$_A(-1,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-4=0$

$_A(-1,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-2=0$

$_A(-1,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-1=0$

$_A(-1,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-11=0$

$_A(-1,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-9=0$

$_A(-1,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-7=0$

$_A(-1,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-5=0$

$_A(-1,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-3=0$

$_A(-1,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-14=0$

$_A(-1,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-13=0$

$_A(-1,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-12=0$

$_A(-1,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-11=0$

$_A(-1,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-9=0$

$_A(-1,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-8=0$

$_A(-1,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-7=0$

$_A(-1,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-6=0$

$_A(-1,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-17=0$

$_A(-1,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-13=0$

$_A(-1,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-11=0$

$_A(-1,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-20=0$

$_A(-1,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-19=0$

$_A(-1,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-18=0$

$_A(-1,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-17=0$

$_A(-1,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-16=0$

$_A(-1,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-15=0$

$_A(-1,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-13=0$

$_A(-1,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-12=0$

$_A(-1,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-23=0$

$_A(-1,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-21=0$

$_A(-1,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-19=0$

$_A(-1,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-17=0$

$_A(-1,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-15=0$

$_A(-1,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-26=0$

$_A(-1,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-25=0$

$_A(-1,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-23=0$

$_A(-1,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-22=0$

$_A(-1,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-20=0$

$_A(-1,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-19=0$

$_A(-1,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-2=0$

$_A(-1,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-1=0$

$_A(-1,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y=0$

$_A(-1,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+1=0$

$_A(-1,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+2=0$

$_A(-1,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+3=0$

$_A(-1,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+4=0$

$_A(-1,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+5=0$

$_A(-1,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-7=0$

$_A(-1,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-5=0$

$_A(-1,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-3=0$

$_A(-1,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-1=0$

$_A(-1,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+1=0$

$_A(-1,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-11=0$

$_A(-1,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-10=0$

$_A(-1,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-8=0$

$_A(-1,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-7=0$

$_A(-1,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-5=0$

$_A(-1,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-4=0$

$_A(-1,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-15=0$

$_A(-1,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-13=0$

$_A(-1,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-11=0$

$_A(-1,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-9=0$

$_A(-1,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-7=0$

$_A(-1,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-19=0$

$_A(-1,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-18=0$

$_A(-1,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-17=0$

$_A(-1,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-16=0$

$_A(-1,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-14=0$

$_A(-1,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-13=0$

$_A(-1,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-12=0$

$_A(-1,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-11=0$

$_A(-1,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-23=0$

$_A(-1,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-19=0$

$_A(-1,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-17=0$

$_A(-1,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-27=0$

$_A(-1,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-26=0$

$_A(-1,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-25=0$

$_A(-1,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-24=0$

$_A(-1,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-23=0$

$_A(-1,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-22=0$

$_A(-1,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-20=0$

$_A(-1,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-19=0$

$_A(-1,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-31=0$

$_A(-1,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-29=0$

$_A(-1,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-27=0$

$_A(-1,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-25=0$

$_A(-1,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-23=0$

$_A(-1,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-35=0$

$_A(-1,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-34=0$

$_A(-1,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-32=0$

$_A(-1,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-31=0$

$_A(-1,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-29=0$

$_A(-1,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-28=0$

$_A(-1,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(-1,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-2=0$

$_A(-1,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-1=0$

$_A(-1,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y=0$

$_A(-1,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+1=0$

$_A(-1,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+2=0$

$_A(-1,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+3=0$

$_A(-1,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+4=0$

$_A(-1,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(-1,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-7=0$

$_A(-1,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-5=0$

$_A(-1,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-3=0$

$_A(-1,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-1=0$

$_A(-1,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-14=0$

$_A(-1,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-13=0$

$_A(-1,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-11=0$

$_A(-1,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-10=0$

$_A(-1,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-8=0$

$_A(-1,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-7=0$

$_A(-1,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-19=0$

$_A(-1,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-17=0$

$_A(-1,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-15=0$

$_A(-1,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-13=0$

$_A(-1,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-11=0$

$_A(-1,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-24=0$

$_A(-1,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-23=0$

$_A(-1,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-22=0$

$_A(-1,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-21=0$

$_A(-1,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-19=0$

$_A(-1,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-18=0$

$_A(-1,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-17=0$

$_A(-1,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-16=0$

$_A(-1,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-29=0$

$_A(-1,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-25=0$

$_A(-1,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-23=0$

$_A(-1,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-34=0$

$_A(-1,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-33=0$

$_A(-1,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-32=0$

$_A(-1,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-31=0$

$_A(-1,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-30=0$

$_A(-1,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-29=0$

$_A(-1,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-27=0$

$_A(-1,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-26=0$

$_A(-1,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-39=0$

$_A(-1,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-37=0$

$_A(-1,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-35=0$

$_A(-1,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-33=0$

$_A(-1,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-31=0$

$_A(-1,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-44=0$

$_A(-1,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-43=0$

$_A(-1,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-41=0$

$_A(-1,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-40=0$

$_A(-1,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-38=0$

$_A(-1,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-37=0$

$_A(-1,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-4=0$

$_A(-1,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-3=0$

$_A(-1,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-2=0$

$_A(-1,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-1=0$

$_A(-1,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y=0$

$_A(-1,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+1=0$

$_A(-1,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+2=0$

$_A(-1,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+3=0$

$_A(-1,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(-1,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-9=0$

$_A(-1,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-7=0$

$_A(-1,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-5=0$

$_A(-1,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-3=0$

$_A(-1,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-17=0$

$_A(-1,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-16=0$

$_A(-1,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-14=0$

$_A(-1,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-13=0$

$_A(-1,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-11=0$

$_A(-1,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-10=0$

$_A(-1,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-23=0$

$_A(-1,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-21=0$

$_A(-1,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-19=0$

$_A(-1,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-17=0$

$_A(-1,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-15=0$

$_A(-1,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-29=0$

$_A(-1,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-28=0$

$_A(-1,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-27=0$

$_A(-1,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-26=0$

$_A(-1,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-24=0$

$_A(-1,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-23=0$

$_A(-1,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-22=0$

$_A(-1,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-21=0$

$_A(-1,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-35=0$

$_A(-1,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-31=0$

$_A(-1,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-29=0$

$_A(-1,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-41=0$

$_A(-1,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-40=0$

$_A(-1,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-39=0$

$_A(-1,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-38=0$

$_A(-1,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-37=0$

$_A(-1,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-36=0$

$_A(-1,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-34=0$

$_A(-1,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-33=0$

$_A(-1,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-47=0$

$_A(-1,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-45=0$

$_A(-1,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-43=0$

$_A(-1,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-41=0$

$_A(-1,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-39=0$

$_A(-1,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-53=0$

$_A(-1,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-52=0$

$_A(-1,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-50=0$

$_A(-1,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-49=0$

$_A(-1,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-47=0$

$_A(-1,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-46=0$

$_A(-1,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(-1,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-4=0$

$_A(-1,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-3=0$

$_A(-1,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-2=0$

$_A(-1,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-1=0$

$_A(-1,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y=0$

$_A(-1,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+1=0$

$_A(-1,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+2=0$

$_A(-1,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-13=0$

$_A(-1,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-11=0$

$_A(-1,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-9=0$

$_A(-1,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-7=0$

$_A(-1,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-5=0$

$_A(-1,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-20=0$

$_A(-1,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-19=0$

$_A(-1,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-17=0$

$_A(-1,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-16=0$

$_A(-1,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-14=0$

$_A(-1,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-13=0$

$_A(-1,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-27=0$

$_A(-1,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-25=0$

$_A(-1,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-23=0$

$_A(-1,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-21=0$

$_A(-1,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-19=0$

$_A(-1,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-34=0$

$_A(-1,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-33=0$

$_A(-1,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-32=0$

$_A(-1,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-31=0$

$_A(-1,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-29=0$

$_A(-1,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-28=0$

$_A(-1,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-27=0$

$_A(-1,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-26=0$

$_A(-1,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-41=0$

$_A(-1,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-37=0$

$_A(-1,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-35=0$

$_A(-1,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-48=0$

$_A(-1,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-47=0$

$_A(-1,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-46=0$

$_A(-1,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-45=0$

$_A(-1,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-44=0$

$_A(-1,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-43=0$

$_A(-1,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-41=0$

$_A(-1,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-40=0$

$_A(-1,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-55=0$

$_A(-1,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-53=0$

$_A(-1,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-51=0$

$_A(-1,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-49=0$

$_A(-1,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-47=0$

$_A(-1,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-62=0$

$_A(-1,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-61=0$

$_A(-1,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-59=0$

$_A(-1,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-58=0$

$_A(-1,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-56=0$

$_A(-1,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-55=0$

$_A(-1,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-6=0$

$_A(-1,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-5=0$

$_A(-1,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-4=0$

$_A(-1,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-3=0$

$_A(-1,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-2=0$

$_A(-1,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-1=0$

$_A(-1,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y=0$

$_A(-1,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+1=0$

$_A(-1,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-15=0$

$_A(-1,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-13=0$

$_A(-1,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-11=0$

$_A(-1,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-9=0$

$_A(-1,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-7=0$

$_A(-1,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-23=0$

$_A(-1,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-22=0$

$_A(-1,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-20=0$

$_A(-1,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-19=0$

$_A(-1,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-17=0$

$_A(-1,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-16=0$

$_A(-1,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-31=0$

$_A(-1,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-29=0$

$_A(-1,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-27=0$

$_A(-1,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-25=0$

$_A(-1,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-23=0$

$_A(-1,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-39=0$

$_A(-1,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-38=0$

$_A(-1,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-37=0$

$_A(-1,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-36=0$

$_A(-1,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-34=0$

$_A(-1,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-33=0$

$_A(-1,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-32=0$

$_A(-1,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-31=0$

$_A(-1,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-47=0$

$_A(-1,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-43=0$

$_A(-1,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-41=0$

$_A(-1,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-55=0$

$_A(-1,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-54=0$

$_A(-1,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-53=0$

$_A(-1,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-52=0$

$_A(-1,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-51=0$

$_A(-1,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-50=0$

$_A(-1,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-48=0$

$_A(-1,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-47=0$

$_A(-1,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-63=0$

$_A(-1,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-61=0$

$_A(-1,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-59=0$

$_A(-1,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-57=0$

$_A(-1,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-55=0$

$_A(-1,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-71=0$

$_A(-1,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-70=0$

$_A(-1,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-68=0$

$_A(-1,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-67=0$

$_A(-1,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-65=0$

$_A(-1,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-64=0$

$_A(-1,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-7=0$

$_A(-1,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-6=0$

$_A(-1,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-5=0$

$_A(-1,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y-4=0$

$_A(-1,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y-3=0$

$_A(-1,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y-2=0$

$_A(-1,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y-1=0$

$_A(-1,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y=0$

$_A(-1,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-17=0$

$_A(-1,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-15=0$

$_A(-1,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-13=0$

$_A(-1,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-11=0$

$_A(-1,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y-9=0$

$_A(-1,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-26=0$

$_A(-1,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-25=0$

$_A(-1,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-23=0$

$_A(-1,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-22=0$

$_A(-1,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-20=0$

$_A(-1,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-19=0$

$_A(-1,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-35=0$

$_A(-1,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-33=0$

$_A(-1,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-31=0$

$_A(-1,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-29=0$

$_A(-1,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-27=0$

$_A(-1,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-44=0$

$_A(-1,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-43=0$

$_A(-1,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-42=0$

$_A(-1,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-41=0$

$_A(-1,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-39=0$

$_A(-1,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-38=0$

$_A(-1,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-37=0$

$_A(-1,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-36=0$

$_A(-1,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-53=0$

$_A(-1,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-49=0$

$_A(-1,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-47=0$

$_A(-1,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-62=0$

$_A(-1,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-61=0$

$_A(-1,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-60=0$

$_A(-1,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-59=0$

$_A(-1,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-58=0$

$_A(-1,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-57=0$

$_A(-1,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-55=0$

$_A(-1,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-54=0$

$_A(-1,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-71=0$

$_A(-1,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-69=0$

$_A(-1,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-67=0$

$_A(-1,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-65=0$

$_A(-1,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-63=0$

$_A(-1,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-80=0$

$_A(-1,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-79=0$

$_A(-1,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-77=0$

$_A(-1,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-76=0$

$_A(-1,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-74=0$

$_A(-1,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-73=0$

$_A(-2,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+1=0$

$_A(-2,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(-2,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+5=0$

$_A(-2,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+7=0$

$_A(-2,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+9=0$

$_A(-2,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+11=0$

$_A(-2,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+13=0$

$_A(-2,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+15=0$

$_A(-2,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+17=0$

$_A(-2,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(-2,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+4=0$

$_A(-2,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+8=0$

$_A(-2,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+12=0$

$_A(-2,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+16=0$

$_A(-2,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-1=0$

$_A(-2,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+1=0$

$_A(-2,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+5=0$

$_A(-2,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+7=0$

$_A(-2,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+11=0$

$_A(-2,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+13=0$

$_A(-2,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-2=0$

$_A(-2,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+2=0$

$_A(-2,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+6=0$

$_A(-2,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+10=0$

$_A(-2,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+14=0$

$_A(-2,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-3=0$

$_A(-2,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-1=0$

$_A(-2,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+1=0$

$_A(-2,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+3=0$

$_A(-2,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+7=0$

$_A(-2,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+9=0$

$_A(-2,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+11=0$

$_A(-2,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+13=0$

$_A(-2,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-4=0$

$_A(-2,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+4=0$

$_A(-2,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+8=0$

$_A(-2,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-5=0$

$_A(-2,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-3=0$

$_A(-2,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-1=0$

$_A(-2,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+1=0$

$_A(-2,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+3=0$

$_A(-2,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+5=0$

$_A(-2,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+9=0$

$_A(-2,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+11=0$

$_A(-2,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-6=0$

$_A(-2,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-2=0$

$_A(-2,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+2=0$

$_A(-2,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+6=0$

$_A(-2,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+10=0$

$_A(-2,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-7=0$

$_A(-2,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-5=0$

$_A(-2,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-1=0$

$_A(-2,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+1=0$

$_A(-2,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+5=0$

$_A(-2,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+7=0$

$_A(-2,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+2=0$

$_A(-2,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+4=0$

$_A(-2,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+6=0$

$_A(-2,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+8=0$

$_A(-2,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+10=0$

$_A(-2,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+12=0$

$_A(-2,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+14=0$

$_A(-2,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+16=0$

$_A(-2,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-2=0$

$_A(-2,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+2=0$

$_A(-2,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+6=0$

$_A(-2,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+10=0$

$_A(-2,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+14=0$

$_A(-2,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-4=0$

$_A(-2,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-2=0$

$_A(-2,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+2=0$

$_A(-2,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+4=0$

$_A(-2,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+8=0$

$_A(-2,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+10=0$

$_A(-2,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-6=0$

$_A(-2,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-2=0$

$_A(-2,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+2=0$

$_A(-2,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+6=0$

$_A(-2,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+10=0$

$_A(-2,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-8=0$

$_A(-2,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-6=0$

$_A(-2,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-4=0$

$_A(-2,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-2=0$

$_A(-2,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+2=0$

$_A(-2,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+4=0$

$_A(-2,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+6=0$

$_A(-2,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+8=0$

$_A(-2,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-10=0$

$_A(-2,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-2=0$

$_A(-2,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+2=0$

$_A(-2,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-12=0$

$_A(-2,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-10=0$

$_A(-2,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-8=0$

$_A(-2,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-6=0$

$_A(-2,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-4=0$

$_A(-2,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-2=0$

$_A(-2,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+2=0$

$_A(-2,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+4=0$

$_A(-2,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-14=0$

$_A(-2,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-10=0$

$_A(-2,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-6=0$

$_A(-2,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-2=0$

$_A(-2,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+2=0$

$_A(-2,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-16=0$

$_A(-2,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-14=0$

$_A(-2,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-10=0$

$_A(-2,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-8=0$

$_A(-2,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-4=0$

$_A(-2,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-2=0$

$_A(-2,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(-2,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+3=0$

$_A(-2,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+5=0$

$_A(-2,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+7=0$

$_A(-2,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+9=0$

$_A(-2,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+11=0$

$_A(-2,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+13=0$

$_A(-2,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+15=0$

$_A(-2,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-4=0$

$_A(-2,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y=0$

$_A(-2,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+4=0$

$_A(-2,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+8=0$

$_A(-2,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+12=0$

$_A(-2,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-7=0$

$_A(-2,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-5=0$

$_A(-2,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-1=0$

$_A(-2,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+1=0$

$_A(-2,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+5=0$

$_A(-2,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+7=0$

$_A(-2,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-10=0$

$_A(-2,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-6=0$

$_A(-2,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-2=0$

$_A(-2,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+2=0$

$_A(-2,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+6=0$

$_A(-2,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-13=0$

$_A(-2,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-11=0$

$_A(-2,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-9=0$

$_A(-2,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-7=0$

$_A(-2,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-3=0$

$_A(-2,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-1=0$

$_A(-2,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+1=0$

$_A(-2,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+3=0$

$_A(-2,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-16=0$

$_A(-2,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-8=0$

$_A(-2,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-4=0$

$_A(-2,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-19=0$

$_A(-2,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-17=0$

$_A(-2,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-15=0$

$_A(-2,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-13=0$

$_A(-2,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-11=0$

$_A(-2,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-9=0$

$_A(-2,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-5=0$

$_A(-2,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-3=0$

$_A(-2,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-22=0$

$_A(-2,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-18=0$

$_A(-2,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-14=0$

$_A(-2,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-10=0$

$_A(-2,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-6=0$

$_A(-2,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-25=0$

$_A(-2,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-23=0$

$_A(-2,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-19=0$

$_A(-2,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-17=0$

$_A(-2,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-13=0$

$_A(-2,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-11=0$

$_A(-2,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(-2,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+2=0$

$_A(-2,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+4=0$

$_A(-2,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+6=0$

$_A(-2,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+8=0$

$_A(-2,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+10=0$

$_A(-2,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+12=0$

$_A(-2,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+14=0$

$_A(-2,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-6=0$

$_A(-2,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-2=0$

$_A(-2,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+2=0$

$_A(-2,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+6=0$

$_A(-2,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+10=0$

$_A(-2,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-10=0$

$_A(-2,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-8=0$

$_A(-2,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-4=0$

$_A(-2,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-2=0$

$_A(-2,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+2=0$

$_A(-2,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+4=0$

$_A(-2,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-14=0$

$_A(-2,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-10=0$

$_A(-2,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-6=0$

$_A(-2,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-2=0$

$_A(-2,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+2=0$

$_A(-2,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-18=0$

$_A(-2,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-16=0$

$_A(-2,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-14=0$

$_A(-2,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-12=0$

$_A(-2,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-8=0$

$_A(-2,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-6=0$

$_A(-2,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-4=0$

$_A(-2,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-2=0$

$_A(-2,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-22=0$

$_A(-2,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-14=0$

$_A(-2,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-10=0$

$_A(-2,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-26=0$

$_A(-2,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-24=0$

$_A(-2,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-22=0$

$_A(-2,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-20=0$

$_A(-2,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-18=0$

$_A(-2,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-16=0$

$_A(-2,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-12=0$

$_A(-2,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-10=0$

$_A(-2,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-30=0$

$_A(-2,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-26=0$

$_A(-2,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-22=0$

$_A(-2,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-18=0$

$_A(-2,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-14=0$

$_A(-2,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-34=0$

$_A(-2,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-32=0$

$_A(-2,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-28=0$

$_A(-2,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-26=0$

$_A(-2,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-22=0$

$_A(-2,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-20=0$

$_A(-2,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(-2,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+1=0$

$_A(-2,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+3=0$

$_A(-2,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+5=0$

$_A(-2,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+7=0$

$_A(-2,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+9=0$

$_A(-2,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+11=0$

$_A(-2,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+13=0$

$_A(-2,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-8=0$

$_A(-2,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-4=0$

$_A(-2,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y=0$

$_A(-2,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+4=0$

$_A(-2,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+8=0$

$_A(-2,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-13=0$

$_A(-2,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-11=0$

$_A(-2,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-7=0$

$_A(-2,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-5=0$

$_A(-2,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-1=0$

$_A(-2,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+1=0$

$_A(-2,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-18=0$

$_A(-2,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-14=0$

$_A(-2,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-10=0$

$_A(-2,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-6=0$

$_A(-2,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-2=0$

$_A(-2,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-23=0$

$_A(-2,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-21=0$

$_A(-2,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-19=0$

$_A(-2,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-17=0$

$_A(-2,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-13=0$

$_A(-2,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-11=0$

$_A(-2,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-9=0$

$_A(-2,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-7=0$

$_A(-2,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-28=0$

$_A(-2,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-20=0$

$_A(-2,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-16=0$

$_A(-2,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-33=0$

$_A(-2,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-31=0$

$_A(-2,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-29=0$

$_A(-2,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-27=0$

$_A(-2,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-25=0$

$_A(-2,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-23=0$

$_A(-2,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-19=0$

$_A(-2,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-17=0$

$_A(-2,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-38=0$

$_A(-2,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-34=0$

$_A(-2,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-30=0$

$_A(-2,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-26=0$

$_A(-2,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-22=0$

$_A(-2,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-43=0$

$_A(-2,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-41=0$

$_A(-2,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-37=0$

$_A(-2,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-35=0$

$_A(-2,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-31=0$

$_A(-2,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-29=0$

$_A(-2,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-2=0$

$_A(-2,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y=0$

$_A(-2,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+2=0$

$_A(-2,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+4=0$

$_A(-2,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+6=0$

$_A(-2,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+8=0$

$_A(-2,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+10=0$

$_A(-2,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+12=0$

$_A(-2,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(-2,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-6=0$

$_A(-2,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-2=0$

$_A(-2,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+2=0$

$_A(-2,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+6=0$

$_A(-2,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-16=0$

$_A(-2,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-14=0$

$_A(-2,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-10=0$

$_A(-2,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-8=0$

$_A(-2,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-4=0$

$_A(-2,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-2=0$

$_A(-2,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-22=0$

$_A(-2,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-18=0$

$_A(-2,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-14=0$

$_A(-2,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-10=0$

$_A(-2,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-6=0$

$_A(-2,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-28=0$

$_A(-2,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-26=0$

$_A(-2,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-24=0$

$_A(-2,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-22=0$

$_A(-2,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-18=0$

$_A(-2,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-16=0$

$_A(-2,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-14=0$

$_A(-2,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-12=0$

$_A(-2,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-34=0$

$_A(-2,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-26=0$

$_A(-2,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-22=0$

$_A(-2,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-40=0$

$_A(-2,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-38=0$

$_A(-2,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-36=0$

$_A(-2,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-34=0$

$_A(-2,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-32=0$

$_A(-2,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-30=0$

$_A(-2,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-26=0$

$_A(-2,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-24=0$

$_A(-2,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-46=0$

$_A(-2,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-42=0$

$_A(-2,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-38=0$

$_A(-2,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-34=0$

$_A(-2,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-30=0$

$_A(-2,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-52=0$

$_A(-2,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-50=0$

$_A(-2,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-46=0$

$_A(-2,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-44=0$

$_A(-2,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-40=0$

$_A(-2,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-38=0$

$_A(-2,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(-2,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-1=0$

$_A(-2,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+1=0$

$_A(-2,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+3=0$

$_A(-2,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+5=0$

$_A(-2,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+7=0$

$_A(-2,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+9=0$

$_A(-2,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+11=0$

$_A(-2,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-12=0$

$_A(-2,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-8=0$

$_A(-2,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-4=0$

$_A(-2,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y=0$

$_A(-2,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+4=0$

$_A(-2,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-19=0$

$_A(-2,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-17=0$

$_A(-2,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-13=0$

$_A(-2,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-11=0$

$_A(-2,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-7=0$

$_A(-2,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-5=0$

$_A(-2,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-26=0$

$_A(-2,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-22=0$

$_A(-2,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-18=0$

$_A(-2,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-14=0$

$_A(-2,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-10=0$

$_A(-2,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-33=0$

$_A(-2,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-31=0$

$_A(-2,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-29=0$

$_A(-2,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-27=0$

$_A(-2,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-23=0$

$_A(-2,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-21=0$

$_A(-2,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-19=0$

$_A(-2,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-17=0$

$_A(-2,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-40=0$

$_A(-2,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-32=0$

$_A(-2,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-28=0$

$_A(-2,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-47=0$

$_A(-2,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-45=0$

$_A(-2,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-43=0$

$_A(-2,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-41=0$

$_A(-2,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-39=0$

$_A(-2,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-37=0$

$_A(-2,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-33=0$

$_A(-2,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-31=0$

$_A(-2,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-54=0$

$_A(-2,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-50=0$

$_A(-2,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-46=0$

$_A(-2,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-42=0$

$_A(-2,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-38=0$

$_A(-2,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-61=0$

$_A(-2,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-59=0$

$_A(-2,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-55=0$

$_A(-2,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-53=0$

$_A(-2,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-49=0$

$_A(-2,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-47=0$

$_A(-2,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-4=0$

$_A(-2,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-2=0$

$_A(-2,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y=0$

$_A(-2,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+2=0$

$_A(-2,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+4=0$

$_A(-2,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+6=0$

$_A(-2,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+8=0$

$_A(-2,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+10=0$

$_A(-2,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-14=0$

$_A(-2,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-10=0$

$_A(-2,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-6=0$

$_A(-2,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-2=0$

$_A(-2,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+2=0$

$_A(-2,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-22=0$

$_A(-2,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-20=0$

$_A(-2,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-16=0$

$_A(-2,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-14=0$

$_A(-2,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-10=0$

$_A(-2,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-8=0$

$_A(-2,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-30=0$

$_A(-2,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-26=0$

$_A(-2,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-22=0$

$_A(-2,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-18=0$

$_A(-2,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-14=0$

$_A(-2,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-38=0$

$_A(-2,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-36=0$

$_A(-2,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-34=0$

$_A(-2,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-32=0$

$_A(-2,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-28=0$

$_A(-2,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-26=0$

$_A(-2,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-24=0$

$_A(-2,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-22=0$

$_A(-2,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-46=0$

$_A(-2,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-38=0$

$_A(-2,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-34=0$

$_A(-2,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-54=0$

$_A(-2,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-52=0$

$_A(-2,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-50=0$

$_A(-2,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-48=0$

$_A(-2,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-46=0$

$_A(-2,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-44=0$

$_A(-2,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-40=0$

$_A(-2,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-38=0$

$_A(-2,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-62=0$

$_A(-2,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-58=0$

$_A(-2,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-54=0$

$_A(-2,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-50=0$

$_A(-2,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-46=0$

$_A(-2,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-70=0$

$_A(-2,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-68=0$

$_A(-2,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-64=0$

$_A(-2,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-62=0$

$_A(-2,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-58=0$

$_A(-2,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-56=0$

$_A(-2,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-5=0$

$_A(-2,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y-3=0$

$_A(-2,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y-1=0$

$_A(-2,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+1=0$

$_A(-2,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+3=0$

$_A(-2,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+5=0$

$_A(-2,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+7=0$

$_A(-2,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+9=0$

$_A(-2,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-16=0$

$_A(-2,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-12=0$

$_A(-2,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-8=0$

$_A(-2,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y-4=0$

$_A(-2,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y=0$

$_A(-2,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-25=0$

$_A(-2,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-23=0$

$_A(-2,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-19=0$

$_A(-2,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-17=0$

$_A(-2,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-13=0$

$_A(-2,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-11=0$

$_A(-2,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-34=0$

$_A(-2,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-30=0$

$_A(-2,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-26=0$

$_A(-2,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-22=0$

$_A(-2,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-18=0$

$_A(-2,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-43=0$

$_A(-2,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-41=0$

$_A(-2,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-39=0$

$_A(-2,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-37=0$

$_A(-2,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-33=0$

$_A(-2,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-31=0$

$_A(-2,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-29=0$

$_A(-2,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-27=0$

$_A(-2,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-52=0$

$_A(-2,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-44=0$

$_A(-2,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-40=0$

$_A(-2,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-61=0$

$_A(-2,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-59=0$

$_A(-2,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-57=0$

$_A(-2,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-55=0$

$_A(-2,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-53=0$

$_A(-2,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-51=0$

$_A(-2,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-47=0$

$_A(-2,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-45=0$

$_A(-2,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-70=0$

$_A(-2,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-66=0$

$_A(-2,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-62=0$

$_A(-2,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-58=0$

$_A(-2,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-54=0$

$_A(-2,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-79=0$

$_A(-2,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-77=0$

$_A(-2,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-73=0$

$_A(-2,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-71=0$

$_A(-2,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-67=0$

$_A(-2,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-65=0$

$_A(-3,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+2=0$

$_A(-3,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(-3,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+8=0$

$_A(-3,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+11=0$

$_A(-3,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+14=0$

$_A(-3,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+17=0$

$_A(-3,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+20=0$

$_A(-3,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+23=0$

$_A(-3,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+26=0$

$_A(-3,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+1=0$

$_A(-3,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+7=0$

$_A(-3,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+13=0$

$_A(-3,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+19=0$

$_A(-3,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+25=0$

$_A(-3,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y=0$

$_A(-3,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+3=0$

$_A(-3,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+9=0$

$_A(-3,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+12=0$

$_A(-3,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+18=0$

$_A(-3,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+21=0$

$_A(-3,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-1=0$

$_A(-3,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+5=0$

$_A(-3,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+11=0$

$_A(-3,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+17=0$

$_A(-3,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+23=0$

$_A(-3,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-2=0$

$_A(-3,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+1=0$

$_A(-3,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+4=0$

$_A(-3,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+7=0$

$_A(-3,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+13=0$

$_A(-3,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+16=0$

$_A(-3,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+19=0$

$_A(-3,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+22=0$

$_A(-3,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-3=0$

$_A(-3,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+9=0$

$_A(-3,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+15=0$

$_A(-3,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-4=0$

$_A(-3,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-1=0$

$_A(-3,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+2=0$

$_A(-3,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+5=0$

$_A(-3,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+8=0$

$_A(-3,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+11=0$

$_A(-3,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+17=0$

$_A(-3,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+20=0$

$_A(-3,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-5=0$

$_A(-3,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+1=0$

$_A(-3,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+7=0$

$_A(-3,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+13=0$

$_A(-3,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+19=0$

$_A(-3,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-6=0$

$_A(-3,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-3=0$

$_A(-3,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+3=0$

$_A(-3,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+6=0$

$_A(-3,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+12=0$

$_A(-3,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+15=0$

$_A(-3,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+4=0$

$_A(-3,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+7=0$

$_A(-3,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+10=0$

$_A(-3,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+13=0$

$_A(-3,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+16=0$

$_A(-3,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+19=0$

$_A(-3,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+22=0$

$_A(-3,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+25=0$

$_A(-3,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-1=0$

$_A(-3,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+5=0$

$_A(-3,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+11=0$

$_A(-3,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+17=0$

$_A(-3,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+23=0$

$_A(-3,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-3=0$

$_A(-3,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y=0$

$_A(-3,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+6=0$

$_A(-3,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+9=0$

$_A(-3,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+15=0$

$_A(-3,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+18=0$

$_A(-3,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-5=0$

$_A(-3,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+1=0$

$_A(-3,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+7=0$

$_A(-3,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+13=0$

$_A(-3,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+19=0$

$_A(-3,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-7=0$

$_A(-3,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-4=0$

$_A(-3,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-1=0$

$_A(-3,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+2=0$

$_A(-3,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+8=0$

$_A(-3,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+11=0$

$_A(-3,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+14=0$

$_A(-3,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+17=0$

$_A(-3,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-9=0$

$_A(-3,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+3=0$

$_A(-3,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+9=0$

$_A(-3,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-11=0$

$_A(-3,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-8=0$

$_A(-3,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-5=0$

$_A(-3,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-2=0$

$_A(-3,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+1=0$

$_A(-3,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+4=0$

$_A(-3,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+10=0$

$_A(-3,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+13=0$

$_A(-3,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-13=0$

$_A(-3,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-7=0$

$_A(-3,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-1=0$

$_A(-3,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+5=0$

$_A(-3,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+11=0$

$_A(-3,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-15=0$

$_A(-3,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-12=0$

$_A(-3,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-6=0$

$_A(-3,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-3=0$

$_A(-3,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+3=0$

$_A(-3,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+6=0$

$_A(-3,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(-3,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+6=0$

$_A(-3,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+9=0$

$_A(-3,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+12=0$

$_A(-3,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+15=0$

$_A(-3,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+18=0$

$_A(-3,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+21=0$

$_A(-3,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+24=0$

$_A(-3,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-3=0$

$_A(-3,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+3=0$

$_A(-3,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+9=0$

$_A(-3,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+15=0$

$_A(-3,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+21=0$

$_A(-3,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-6=0$

$_A(-3,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-3=0$

$_A(-3,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+3=0$

$_A(-3,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+6=0$

$_A(-3,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+12=0$

$_A(-3,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+15=0$

$_A(-3,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-9=0$

$_A(-3,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-3=0$

$_A(-3,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+3=0$

$_A(-3,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+9=0$

$_A(-3,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+15=0$

$_A(-3,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-12=0$

$_A(-3,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-9=0$

$_A(-3,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-6=0$

$_A(-3,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-3=0$

$_A(-3,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+3=0$

$_A(-3,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+6=0$

$_A(-3,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+9=0$

$_A(-3,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+12=0$

$_A(-3,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-15=0$

$_A(-3,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-3=0$

$_A(-3,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+3=0$

$_A(-3,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-18=0$

$_A(-3,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-15=0$

$_A(-3,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-12=0$

$_A(-3,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-9=0$

$_A(-3,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-6=0$

$_A(-3,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-3=0$

$_A(-3,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+3=0$

$_A(-3,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+6=0$

$_A(-3,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-21=0$

$_A(-3,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-15=0$

$_A(-3,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-9=0$

$_A(-3,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-3=0$

$_A(-3,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+3=0$

$_A(-3,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-24=0$

$_A(-3,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-21=0$

$_A(-3,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-15=0$

$_A(-3,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-12=0$

$_A(-3,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-6=0$

$_A(-3,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-3=0$

$_A(-3,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+2=0$

$_A(-3,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+5=0$

$_A(-3,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+8=0$

$_A(-3,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+11=0$

$_A(-3,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+14=0$

$_A(-3,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+17=0$

$_A(-3,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+20=0$

$_A(-3,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+23=0$

$_A(-3,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-5=0$

$_A(-3,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+1=0$

$_A(-3,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+7=0$

$_A(-3,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+13=0$

$_A(-3,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+19=0$

$_A(-3,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-9=0$

$_A(-3,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-6=0$

$_A(-3,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y=0$

$_A(-3,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+3=0$

$_A(-3,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+9=0$

$_A(-3,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+12=0$

$_A(-3,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-13=0$

$_A(-3,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-7=0$

$_A(-3,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-1=0$

$_A(-3,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+5=0$

$_A(-3,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+11=0$

$_A(-3,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-17=0$

$_A(-3,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-14=0$

$_A(-3,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-11=0$

$_A(-3,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-8=0$

$_A(-3,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-2=0$

$_A(-3,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+1=0$

$_A(-3,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+4=0$

$_A(-3,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+7=0$

$_A(-3,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-21=0$

$_A(-3,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-9=0$

$_A(-3,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-3=0$

$_A(-3,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-25=0$

$_A(-3,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-22=0$

$_A(-3,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-19=0$

$_A(-3,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-16=0$

$_A(-3,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-13=0$

$_A(-3,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-10=0$

$_A(-3,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-4=0$

$_A(-3,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-1=0$

$_A(-3,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-29=0$

$_A(-3,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-23=0$

$_A(-3,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-17=0$

$_A(-3,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-11=0$

$_A(-3,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-5=0$

$_A(-3,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-33=0$

$_A(-3,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-30=0$

$_A(-3,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-24=0$

$_A(-3,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-21=0$

$_A(-3,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-15=0$

$_A(-3,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-12=0$

$_A(-3,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(-3,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+4=0$

$_A(-3,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+7=0$

$_A(-3,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+10=0$

$_A(-3,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+13=0$

$_A(-3,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+16=0$

$_A(-3,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+19=0$

$_A(-3,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+22=0$

$_A(-3,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-7=0$

$_A(-3,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-1=0$

$_A(-3,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+5=0$

$_A(-3,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+11=0$

$_A(-3,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+17=0$

$_A(-3,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-12=0$

$_A(-3,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-9=0$

$_A(-3,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-3=0$

$_A(-3,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y=0$

$_A(-3,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+6=0$

$_A(-3,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+9=0$

$_A(-3,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-17=0$

$_A(-3,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-11=0$

$_A(-3,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-5=0$

$_A(-3,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+1=0$

$_A(-3,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+7=0$

$_A(-3,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-22=0$

$_A(-3,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-19=0$

$_A(-3,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-16=0$

$_A(-3,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-13=0$

$_A(-3,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-7=0$

$_A(-3,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-4=0$

$_A(-3,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-1=0$

$_A(-3,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+2=0$

$_A(-3,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-27=0$

$_A(-3,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-15=0$

$_A(-3,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-9=0$

$_A(-3,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-32=0$

$_A(-3,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-29=0$

$_A(-3,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-26=0$

$_A(-3,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-23=0$

$_A(-3,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-20=0$

$_A(-3,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-17=0$

$_A(-3,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-11=0$

$_A(-3,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-8=0$

$_A(-3,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-37=0$

$_A(-3,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-31=0$

$_A(-3,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-25=0$

$_A(-3,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-19=0$

$_A(-3,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-13=0$

$_A(-3,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-42=0$

$_A(-3,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-39=0$

$_A(-3,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-33=0$

$_A(-3,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-30=0$

$_A(-3,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-24=0$

$_A(-3,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-21=0$

$_A(-3,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(-3,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+3=0$

$_A(-3,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+6=0$

$_A(-3,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+9=0$

$_A(-3,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+12=0$

$_A(-3,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+15=0$

$_A(-3,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+18=0$

$_A(-3,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+21=0$

$_A(-3,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(-3,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-3=0$

$_A(-3,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+3=0$

$_A(-3,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+9=0$

$_A(-3,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+15=0$

$_A(-3,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-15=0$

$_A(-3,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-12=0$

$_A(-3,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-6=0$

$_A(-3,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-3=0$

$_A(-3,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+3=0$

$_A(-3,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+6=0$

$_A(-3,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-21=0$

$_A(-3,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-15=0$

$_A(-3,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-9=0$

$_A(-3,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-3=0$

$_A(-3,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+3=0$

$_A(-3,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-27=0$

$_A(-3,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-24=0$

$_A(-3,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-21=0$

$_A(-3,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-18=0$

$_A(-3,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-12=0$

$_A(-3,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-9=0$

$_A(-3,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-6=0$

$_A(-3,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-3=0$

$_A(-3,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-33=0$

$_A(-3,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-21=0$

$_A(-3,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-15=0$

$_A(-3,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-39=0$

$_A(-3,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-36=0$

$_A(-3,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-33=0$

$_A(-3,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-30=0$

$_A(-3,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-27=0$

$_A(-3,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-24=0$

$_A(-3,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-18=0$

$_A(-3,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-15=0$

$_A(-3,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-45=0$

$_A(-3,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-39=0$

$_A(-3,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-33=0$

$_A(-3,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-27=0$

$_A(-3,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-21=0$

$_A(-3,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-51=0$

$_A(-3,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-48=0$

$_A(-3,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-42=0$

$_A(-3,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-39=0$

$_A(-3,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-33=0$

$_A(-3,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-30=0$

$_A(-3,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(-3,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+2=0$

$_A(-3,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+5=0$

$_A(-3,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+8=0$

$_A(-3,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+11=0$

$_A(-3,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+14=0$

$_A(-3,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+17=0$

$_A(-3,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+20=0$

$_A(-3,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(-3,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-5=0$

$_A(-3,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+1=0$

$_A(-3,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+7=0$

$_A(-3,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+13=0$

$_A(-3,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-18=0$

$_A(-3,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-15=0$

$_A(-3,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-9=0$

$_A(-3,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-6=0$

$_A(-3,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y=0$

$_A(-3,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+3=0$

$_A(-3,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-25=0$

$_A(-3,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-19=0$

$_A(-3,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-13=0$

$_A(-3,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-7=0$

$_A(-3,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-1=0$

$_A(-3,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-32=0$

$_A(-3,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-29=0$

$_A(-3,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-26=0$

$_A(-3,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-23=0$

$_A(-3,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-17=0$

$_A(-3,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-14=0$

$_A(-3,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-11=0$

$_A(-3,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-8=0$

$_A(-3,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-39=0$

$_A(-3,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-27=0$

$_A(-3,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-21=0$

$_A(-3,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-46=0$

$_A(-3,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-43=0$

$_A(-3,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-40=0$

$_A(-3,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-37=0$

$_A(-3,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-34=0$

$_A(-3,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-31=0$

$_A(-3,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-25=0$

$_A(-3,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-22=0$

$_A(-3,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-53=0$

$_A(-3,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-47=0$

$_A(-3,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-41=0$

$_A(-3,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-35=0$

$_A(-3,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-29=0$

$_A(-3,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-60=0$

$_A(-3,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-57=0$

$_A(-3,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-51=0$

$_A(-3,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-48=0$

$_A(-3,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-42=0$

$_A(-3,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-39=0$

$_A(-3,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-2=0$

$_A(-3,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+1=0$

$_A(-3,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+4=0$

$_A(-3,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+7=0$

$_A(-3,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+10=0$

$_A(-3,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+13=0$

$_A(-3,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+16=0$

$_A(-3,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+19=0$

$_A(-3,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-13=0$

$_A(-3,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-7=0$

$_A(-3,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-1=0$

$_A(-3,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+5=0$

$_A(-3,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+11=0$

$_A(-3,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-21=0$

$_A(-3,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-18=0$

$_A(-3,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-12=0$

$_A(-3,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-9=0$

$_A(-3,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-3=0$

$_A(-3,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y=0$

$_A(-3,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-29=0$

$_A(-3,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-23=0$

$_A(-3,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-17=0$

$_A(-3,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-11=0$

$_A(-3,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-5=0$

$_A(-3,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-37=0$

$_A(-3,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-34=0$

$_A(-3,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-31=0$

$_A(-3,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-28=0$

$_A(-3,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-22=0$

$_A(-3,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-19=0$

$_A(-3,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-16=0$

$_A(-3,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-13=0$

$_A(-3,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-45=0$

$_A(-3,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-33=0$

$_A(-3,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-27=0$

$_A(-3,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-53=0$

$_A(-3,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-50=0$

$_A(-3,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-47=0$

$_A(-3,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-44=0$

$_A(-3,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-41=0$

$_A(-3,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-38=0$

$_A(-3,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-32=0$

$_A(-3,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-29=0$

$_A(-3,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-61=0$

$_A(-3,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-55=0$

$_A(-3,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-49=0$

$_A(-3,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-43=0$

$_A(-3,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-37=0$

$_A(-3,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-69=0$

$_A(-3,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-66=0$

$_A(-3,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-60=0$

$_A(-3,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-57=0$

$_A(-3,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-51=0$

$_A(-3,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-48=0$

$_A(-3,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-3=0$

$_A(-3,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y=0$

$_A(-3,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+3=0$

$_A(-3,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+6=0$

$_A(-3,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+9=0$

$_A(-3,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+12=0$

$_A(-3,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+15=0$

$_A(-3,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+18=0$

$_A(-3,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-15=0$

$_A(-3,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-9=0$

$_A(-3,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y-3=0$

$_A(-3,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+3=0$

$_A(-3,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+9=0$

$_A(-3,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-24=0$

$_A(-3,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-21=0$

$_A(-3,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-15=0$

$_A(-3,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-12=0$

$_A(-3,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y-6=0$

$_A(-3,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y-3=0$

$_A(-3,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-33=0$

$_A(-3,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-27=0$

$_A(-3,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-21=0$

$_A(-3,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-15=0$

$_A(-3,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y-9=0$

$_A(-3,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-42=0$

$_A(-3,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-39=0$

$_A(-3,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-36=0$

$_A(-3,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-33=0$

$_A(-3,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-27=0$

$_A(-3,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-24=0$

$_A(-3,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-21=0$

$_A(-3,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-18=0$

$_A(-3,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-51=0$

$_A(-3,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-39=0$

$_A(-3,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-33=0$

$_A(-3,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-60=0$

$_A(-3,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-57=0$

$_A(-3,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-54=0$

$_A(-3,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-51=0$

$_A(-3,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-48=0$

$_A(-3,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-45=0$

$_A(-3,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-39=0$

$_A(-3,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-36=0$

$_A(-3,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-69=0$

$_A(-3,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-63=0$

$_A(-3,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-57=0$

$_A(-3,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-51=0$

$_A(-3,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-45=0$

$_A(-3,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-78=0$

$_A(-3,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-75=0$

$_A(-3,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-69=0$

$_A(-3,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-66=0$

$_A(-3,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-60=0$

$_A(-3,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-57=0$

$_A(-4,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+3=0$

$_A(-4,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-4,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+11=0$

$_A(-4,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+15=0$

$_A(-4,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+19=0$

$_A(-4,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+23=0$

$_A(-4,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+27=0$

$_A(-4,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+31=0$

$_A(-4,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+35=0$

$_A(-4,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+2=0$

$_A(-4,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+10=0$

$_A(-4,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+18=0$

$_A(-4,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+26=0$

$_A(-4,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+34=0$

$_A(-4,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+1=0$

$_A(-4,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+5=0$

$_A(-4,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+13=0$

$_A(-4,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+17=0$

$_A(-4,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+25=0$

$_A(-4,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+29=0$

$_A(-4,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y=0$

$_A(-4,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+8=0$

$_A(-4,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+16=0$

$_A(-4,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+24=0$

$_A(-4,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+32=0$

$_A(-4,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-1=0$

$_A(-4,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+3=0$

$_A(-4,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+7=0$

$_A(-4,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+11=0$

$_A(-4,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+19=0$

$_A(-4,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+23=0$

$_A(-4,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+27=0$

$_A(-4,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+31=0$

$_A(-4,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-2=0$

$_A(-4,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+14=0$

$_A(-4,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+22=0$

$_A(-4,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-3=0$

$_A(-4,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+1=0$

$_A(-4,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+5=0$

$_A(-4,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+9=0$

$_A(-4,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+13=0$

$_A(-4,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+17=0$

$_A(-4,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+25=0$

$_A(-4,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+29=0$

$_A(-4,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-4=0$

$_A(-4,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+4=0$

$_A(-4,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+12=0$

$_A(-4,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+20=0$

$_A(-4,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+28=0$

$_A(-4,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-5=0$

$_A(-4,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-1=0$

$_A(-4,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+7=0$

$_A(-4,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+11=0$

$_A(-4,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+19=0$

$_A(-4,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+23=0$

$_A(-4,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+6=0$

$_A(-4,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+10=0$

$_A(-4,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+14=0$

$_A(-4,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+18=0$

$_A(-4,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+22=0$

$_A(-4,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+26=0$

$_A(-4,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+30=0$

$_A(-4,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+34=0$

$_A(-4,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(-4,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+8=0$

$_A(-4,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+16=0$

$_A(-4,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+24=0$

$_A(-4,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+32=0$

$_A(-4,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-2=0$

$_A(-4,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+2=0$

$_A(-4,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+10=0$

$_A(-4,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+14=0$

$_A(-4,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+22=0$

$_A(-4,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+26=0$

$_A(-4,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-4=0$

$_A(-4,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+4=0$

$_A(-4,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+12=0$

$_A(-4,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+20=0$

$_A(-4,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+28=0$

$_A(-4,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-6=0$

$_A(-4,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-2=0$

$_A(-4,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+2=0$

$_A(-4,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+6=0$

$_A(-4,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+14=0$

$_A(-4,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+18=0$

$_A(-4,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+22=0$

$_A(-4,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+26=0$

$_A(-4,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-8=0$

$_A(-4,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+8=0$

$_A(-4,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+16=0$

$_A(-4,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-10=0$

$_A(-4,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-6=0$

$_A(-4,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-2=0$

$_A(-4,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+2=0$

$_A(-4,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+6=0$

$_A(-4,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+10=0$

$_A(-4,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+18=0$

$_A(-4,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+22=0$

$_A(-4,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-12=0$

$_A(-4,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-4=0$

$_A(-4,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+4=0$

$_A(-4,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+12=0$

$_A(-4,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+20=0$

$_A(-4,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-14=0$

$_A(-4,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-10=0$

$_A(-4,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-2=0$

$_A(-4,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+2=0$

$_A(-4,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+10=0$

$_A(-4,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+14=0$

$_A(-4,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(-4,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+9=0$

$_A(-4,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+13=0$

$_A(-4,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+17=0$

$_A(-4,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+21=0$

$_A(-4,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+25=0$

$_A(-4,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+29=0$

$_A(-4,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+33=0$

$_A(-4,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-2=0$

$_A(-4,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+6=0$

$_A(-4,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+14=0$

$_A(-4,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+22=0$

$_A(-4,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+30=0$

$_A(-4,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-5=0$

$_A(-4,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-1=0$

$_A(-4,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+7=0$

$_A(-4,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+11=0$

$_A(-4,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+19=0$

$_A(-4,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+23=0$

$_A(-4,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-8=0$

$_A(-4,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y=0$

$_A(-4,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+8=0$

$_A(-4,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+16=0$

$_A(-4,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+24=0$

$_A(-4,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-11=0$

$_A(-4,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-7=0$

$_A(-4,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-3=0$

$_A(-4,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+1=0$

$_A(-4,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+9=0$

$_A(-4,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+13=0$

$_A(-4,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+17=0$

$_A(-4,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+21=0$

$_A(-4,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-14=0$

$_A(-4,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+2=0$

$_A(-4,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+10=0$

$_A(-4,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-17=0$

$_A(-4,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-13=0$

$_A(-4,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-9=0$

$_A(-4,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-5=0$

$_A(-4,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-1=0$

$_A(-4,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+3=0$

$_A(-4,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+11=0$

$_A(-4,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+15=0$

$_A(-4,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-20=0$

$_A(-4,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-12=0$

$_A(-4,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-4=0$

$_A(-4,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+4=0$

$_A(-4,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+12=0$

$_A(-4,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-23=0$

$_A(-4,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-19=0$

$_A(-4,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-11=0$

$_A(-4,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-7=0$

$_A(-4,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+1=0$

$_A(-4,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+5=0$

$_A(-4,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+4=0$

$_A(-4,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+8=0$

$_A(-4,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+12=0$

$_A(-4,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+16=0$

$_A(-4,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+20=0$

$_A(-4,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+24=0$

$_A(-4,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+28=0$

$_A(-4,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+32=0$

$_A(-4,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-4=0$

$_A(-4,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+4=0$

$_A(-4,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+12=0$

$_A(-4,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+20=0$

$_A(-4,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+28=0$

$_A(-4,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-8=0$

$_A(-4,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-4=0$

$_A(-4,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+4=0$

$_A(-4,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+8=0$

$_A(-4,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+16=0$

$_A(-4,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+20=0$

$_A(-4,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-12=0$

$_A(-4,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-4=0$

$_A(-4,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+4=0$

$_A(-4,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+12=0$

$_A(-4,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+20=0$

$_A(-4,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-16=0$

$_A(-4,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-12=0$

$_A(-4,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-8=0$

$_A(-4,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-4=0$

$_A(-4,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+4=0$

$_A(-4,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+8=0$

$_A(-4,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+12=0$

$_A(-4,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+16=0$

$_A(-4,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-20=0$

$_A(-4,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-4=0$

$_A(-4,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+4=0$

$_A(-4,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-24=0$

$_A(-4,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-20=0$

$_A(-4,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-16=0$

$_A(-4,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-12=0$

$_A(-4,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-8=0$

$_A(-4,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-4=0$

$_A(-4,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+4=0$

$_A(-4,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+8=0$

$_A(-4,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-28=0$

$_A(-4,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-20=0$

$_A(-4,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-12=0$

$_A(-4,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-4=0$

$_A(-4,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+4=0$

$_A(-4,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-32=0$

$_A(-4,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-28=0$

$_A(-4,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-20=0$

$_A(-4,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-16=0$

$_A(-4,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-8=0$

$_A(-4,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-4=0$

$_A(-4,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(-4,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+7=0$

$_A(-4,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+11=0$

$_A(-4,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+15=0$

$_A(-4,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+19=0$

$_A(-4,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+23=0$

$_A(-4,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+27=0$

$_A(-4,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+31=0$

$_A(-4,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-6=0$

$_A(-4,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+2=0$

$_A(-4,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+10=0$

$_A(-4,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+18=0$

$_A(-4,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+26=0$

$_A(-4,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-11=0$

$_A(-4,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-7=0$

$_A(-4,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+1=0$

$_A(-4,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+5=0$

$_A(-4,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+13=0$

$_A(-4,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+17=0$

$_A(-4,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-16=0$

$_A(-4,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-8=0$

$_A(-4,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y=0$

$_A(-4,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+8=0$

$_A(-4,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+16=0$

$_A(-4,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-21=0$

$_A(-4,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-17=0$

$_A(-4,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-13=0$

$_A(-4,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-9=0$

$_A(-4,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-1=0$

$_A(-4,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+3=0$

$_A(-4,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+7=0$

$_A(-4,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+11=0$

$_A(-4,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-26=0$

$_A(-4,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-10=0$

$_A(-4,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-2=0$

$_A(-4,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-31=0$

$_A(-4,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-27=0$

$_A(-4,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-23=0$

$_A(-4,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-19=0$

$_A(-4,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-15=0$

$_A(-4,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-11=0$

$_A(-4,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-3=0$

$_A(-4,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+1=0$

$_A(-4,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-36=0$

$_A(-4,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-28=0$

$_A(-4,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-20=0$

$_A(-4,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-12=0$

$_A(-4,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-4=0$

$_A(-4,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-41=0$

$_A(-4,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-37=0$

$_A(-4,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-29=0$

$_A(-4,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-25=0$

$_A(-4,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-17=0$

$_A(-4,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-13=0$

$_A(-4,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+2=0$

$_A(-4,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+6=0$

$_A(-4,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+10=0$

$_A(-4,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+14=0$

$_A(-4,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+18=0$

$_A(-4,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+22=0$

$_A(-4,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+26=0$

$_A(-4,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+30=0$

$_A(-4,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-8=0$

$_A(-4,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y=0$

$_A(-4,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+8=0$

$_A(-4,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+16=0$

$_A(-4,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+24=0$

$_A(-4,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-14=0$

$_A(-4,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-10=0$

$_A(-4,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-2=0$

$_A(-4,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+2=0$

$_A(-4,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+10=0$

$_A(-4,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+14=0$

$_A(-4,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-20=0$

$_A(-4,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-12=0$

$_A(-4,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-4=0$

$_A(-4,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+4=0$

$_A(-4,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+12=0$

$_A(-4,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-26=0$

$_A(-4,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-22=0$

$_A(-4,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-18=0$

$_A(-4,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-14=0$

$_A(-4,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-6=0$

$_A(-4,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-2=0$

$_A(-4,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+2=0$

$_A(-4,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+6=0$

$_A(-4,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-32=0$

$_A(-4,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-16=0$

$_A(-4,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-8=0$

$_A(-4,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-38=0$

$_A(-4,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-34=0$

$_A(-4,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-30=0$

$_A(-4,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-26=0$

$_A(-4,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-22=0$

$_A(-4,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-18=0$

$_A(-4,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-10=0$

$_A(-4,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-6=0$

$_A(-4,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-44=0$

$_A(-4,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-36=0$

$_A(-4,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-28=0$

$_A(-4,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-20=0$

$_A(-4,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-12=0$

$_A(-4,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-50=0$

$_A(-4,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-46=0$

$_A(-4,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-38=0$

$_A(-4,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-34=0$

$_A(-4,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-26=0$

$_A(-4,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-22=0$

$_A(-4,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(-4,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+5=0$

$_A(-4,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+9=0$

$_A(-4,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+13=0$

$_A(-4,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+17=0$

$_A(-4,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+21=0$

$_A(-4,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+25=0$

$_A(-4,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+29=0$

$_A(-4,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(-4,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-2=0$

$_A(-4,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+6=0$

$_A(-4,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+14=0$

$_A(-4,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+22=0$

$_A(-4,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-17=0$

$_A(-4,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-13=0$

$_A(-4,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-5=0$

$_A(-4,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-1=0$

$_A(-4,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+7=0$

$_A(-4,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+11=0$

$_A(-4,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-24=0$

$_A(-4,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-16=0$

$_A(-4,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-8=0$

$_A(-4,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y=0$

$_A(-4,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+8=0$

$_A(-4,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-31=0$

$_A(-4,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-27=0$

$_A(-4,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-23=0$

$_A(-4,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-19=0$

$_A(-4,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-11=0$

$_A(-4,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-7=0$

$_A(-4,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-3=0$

$_A(-4,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+1=0$

$_A(-4,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-38=0$

$_A(-4,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-22=0$

$_A(-4,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-14=0$

$_A(-4,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-45=0$

$_A(-4,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-41=0$

$_A(-4,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-37=0$

$_A(-4,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-33=0$

$_A(-4,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-29=0$

$_A(-4,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-25=0$

$_A(-4,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-17=0$

$_A(-4,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-13=0$

$_A(-4,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-52=0$

$_A(-4,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-44=0$

$_A(-4,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-36=0$

$_A(-4,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-28=0$

$_A(-4,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-20=0$

$_A(-4,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-59=0$

$_A(-4,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-55=0$

$_A(-4,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-47=0$

$_A(-4,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-43=0$

$_A(-4,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-35=0$

$_A(-4,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-31=0$

$_A(-4,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y=0$

$_A(-4,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+4=0$

$_A(-4,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+8=0$

$_A(-4,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+12=0$

$_A(-4,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+16=0$

$_A(-4,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+20=0$

$_A(-4,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+24=0$

$_A(-4,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+28=0$

$_A(-4,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-12=0$

$_A(-4,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-4=0$

$_A(-4,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+4=0$

$_A(-4,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+12=0$

$_A(-4,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+20=0$

$_A(-4,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-20=0$

$_A(-4,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-16=0$

$_A(-4,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-8=0$

$_A(-4,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-4=0$

$_A(-4,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+4=0$

$_A(-4,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+8=0$

$_A(-4,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-28=0$

$_A(-4,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-20=0$

$_A(-4,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-12=0$

$_A(-4,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-4=0$

$_A(-4,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+4=0$

$_A(-4,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-36=0$

$_A(-4,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-32=0$

$_A(-4,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-28=0$

$_A(-4,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-24=0$

$_A(-4,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-16=0$

$_A(-4,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-12=0$

$_A(-4,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-8=0$

$_A(-4,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-4=0$

$_A(-4,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-44=0$

$_A(-4,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-28=0$

$_A(-4,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-20=0$

$_A(-4,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-52=0$

$_A(-4,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-48=0$

$_A(-4,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-44=0$

$_A(-4,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-40=0$

$_A(-4,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-36=0$

$_A(-4,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-32=0$

$_A(-4,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-24=0$

$_A(-4,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-20=0$

$_A(-4,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-60=0$

$_A(-4,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-52=0$

$_A(-4,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-44=0$

$_A(-4,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-36=0$

$_A(-4,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-28=0$

$_A(-4,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-68=0$

$_A(-4,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-64=0$

$_A(-4,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-56=0$

$_A(-4,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-52=0$

$_A(-4,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-44=0$

$_A(-4,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-40=0$

$_A(-4,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y-1=0$

$_A(-4,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+3=0$

$_A(-4,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+7=0$

$_A(-4,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+11=0$

$_A(-4,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+15=0$

$_A(-4,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+19=0$

$_A(-4,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+23=0$

$_A(-4,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+27=0$

$_A(-4,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-14=0$

$_A(-4,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-6=0$

$_A(-4,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+2=0$

$_A(-4,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+10=0$

$_A(-4,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+18=0$

$_A(-4,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-23=0$

$_A(-4,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-19=0$

$_A(-4,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-11=0$

$_A(-4,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-7=0$

$_A(-4,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+1=0$

$_A(-4,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+5=0$

$_A(-4,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-32=0$

$_A(-4,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-24=0$

$_A(-4,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-16=0$

$_A(-4,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-8=0$

$_A(-4,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y=0$

$_A(-4,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-41=0$

$_A(-4,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-37=0$

$_A(-4,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-33=0$

$_A(-4,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-29=0$

$_A(-4,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-21=0$

$_A(-4,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-17=0$

$_A(-4,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-13=0$

$_A(-4,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y-9=0$

$_A(-4,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-50=0$

$_A(-4,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-34=0$

$_A(-4,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-26=0$

$_A(-4,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-59=0$

$_A(-4,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-55=0$

$_A(-4,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-51=0$

$_A(-4,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-47=0$

$_A(-4,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-43=0$

$_A(-4,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-39=0$

$_A(-4,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-31=0$

$_A(-4,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-27=0$

$_A(-4,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-68=0$

$_A(-4,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-60=0$

$_A(-4,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-52=0$

$_A(-4,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-44=0$

$_A(-4,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-36=0$

$_A(-4,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-77=0$

$_A(-4,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-73=0$

$_A(-4,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-65=0$

$_A(-4,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-61=0$

$_A(-4,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-53=0$

$_A(-4,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-49=0$

$_A(-5,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+4=0$

$_A(-5,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-5,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+14=0$

$_A(-5,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+19=0$

$_A(-5,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+24=0$

$_A(-5,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+29=0$

$_A(-5,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+34=0$

$_A(-5,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+39=0$

$_A(-5,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+44=0$

$_A(-5,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+3=0$

$_A(-5,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+13=0$

$_A(-5,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+23=0$

$_A(-5,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+33=0$

$_A(-5,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+43=0$

$_A(-5,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+2=0$

$_A(-5,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+7=0$

$_A(-5,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+17=0$

$_A(-5,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+22=0$

$_A(-5,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+32=0$

$_A(-5,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+37=0$

$_A(-5,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+1=0$

$_A(-5,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+11=0$

$_A(-5,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+21=0$

$_A(-5,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+31=0$

$_A(-5,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+41=0$

$_A(-5,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y=0$

$_A(-5,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+5=0$

$_A(-5,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+10=0$

$_A(-5,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+15=0$

$_A(-5,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+25=0$

$_A(-5,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+30=0$

$_A(-5,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+35=0$

$_A(-5,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+40=0$

$_A(-5,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-1=0$

$_A(-5,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+19=0$

$_A(-5,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+29=0$

$_A(-5,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-2=0$

$_A(-5,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+3=0$

$_A(-5,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+8=0$

$_A(-5,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+13=0$

$_A(-5,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+18=0$

$_A(-5,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+23=0$

$_A(-5,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+33=0$

$_A(-5,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+38=0$

$_A(-5,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-3=0$

$_A(-5,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+7=0$

$_A(-5,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+17=0$

$_A(-5,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+27=0$

$_A(-5,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+37=0$

$_A(-5,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-4=0$

$_A(-5,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+1=0$

$_A(-5,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+11=0$

$_A(-5,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+16=0$

$_A(-5,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+26=0$

$_A(-5,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+31=0$

$_A(-5,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+8=0$

$_A(-5,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+13=0$

$_A(-5,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+18=0$

$_A(-5,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+23=0$

$_A(-5,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+28=0$

$_A(-5,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+33=0$

$_A(-5,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+38=0$

$_A(-5,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+43=0$

$_A(-5,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+1=0$

$_A(-5,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+11=0$

$_A(-5,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+21=0$

$_A(-5,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+31=0$

$_A(-5,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+41=0$

$_A(-5,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-1=0$

$_A(-5,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+4=0$

$_A(-5,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+14=0$

$_A(-5,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+19=0$

$_A(-5,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+29=0$

$_A(-5,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+34=0$

$_A(-5,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-3=0$

$_A(-5,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+7=0$

$_A(-5,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+17=0$

$_A(-5,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+27=0$

$_A(-5,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+37=0$

$_A(-5,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-5=0$

$_A(-5,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y=0$

$_A(-5,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+5=0$

$_A(-5,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+10=0$

$_A(-5,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+20=0$

$_A(-5,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+25=0$

$_A(-5,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+30=0$

$_A(-5,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+35=0$

$_A(-5,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-7=0$

$_A(-5,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+13=0$

$_A(-5,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+23=0$

$_A(-5,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-9=0$

$_A(-5,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-4=0$

$_A(-5,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+1=0$

$_A(-5,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+6=0$

$_A(-5,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+11=0$

$_A(-5,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+16=0$

$_A(-5,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+26=0$

$_A(-5,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+31=0$

$_A(-5,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-11=0$

$_A(-5,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-1=0$

$_A(-5,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+9=0$

$_A(-5,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+19=0$

$_A(-5,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+29=0$

$_A(-5,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-13=0$

$_A(-5,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-8=0$

$_A(-5,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+2=0$

$_A(-5,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+7=0$

$_A(-5,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+17=0$

$_A(-5,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+22=0$

$_A(-5,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-5,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+12=0$

$_A(-5,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+17=0$

$_A(-5,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+22=0$

$_A(-5,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+27=0$

$_A(-5,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+32=0$

$_A(-5,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+37=0$

$_A(-5,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+42=0$

$_A(-5,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-1=0$

$_A(-5,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+9=0$

$_A(-5,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+19=0$

$_A(-5,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+29=0$

$_A(-5,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+39=0$

$_A(-5,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-4=0$

$_A(-5,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+1=0$

$_A(-5,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+11=0$

$_A(-5,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+16=0$

$_A(-5,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+26=0$

$_A(-5,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+31=0$

$_A(-5,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-7=0$

$_A(-5,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+3=0$

$_A(-5,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+13=0$

$_A(-5,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+23=0$

$_A(-5,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+33=0$

$_A(-5,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-10=0$

$_A(-5,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-5=0$

$_A(-5,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y=0$

$_A(-5,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+5=0$

$_A(-5,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+15=0$

$_A(-5,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+20=0$

$_A(-5,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+25=0$

$_A(-5,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+30=0$

$_A(-5,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-13=0$

$_A(-5,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+7=0$

$_A(-5,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+17=0$

$_A(-5,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-16=0$

$_A(-5,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-11=0$

$_A(-5,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-6=0$

$_A(-5,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-1=0$

$_A(-5,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+4=0$

$_A(-5,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+9=0$

$_A(-5,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+19=0$

$_A(-5,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+24=0$

$_A(-5,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-19=0$

$_A(-5,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-9=0$

$_A(-5,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+1=0$

$_A(-5,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+11=0$

$_A(-5,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+21=0$

$_A(-5,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-22=0$

$_A(-5,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-17=0$

$_A(-5,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-7=0$

$_A(-5,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-2=0$

$_A(-5,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+8=0$

$_A(-5,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+13=0$

$_A(-5,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+6=0$

$_A(-5,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+11=0$

$_A(-5,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+16=0$

$_A(-5,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+21=0$

$_A(-5,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+26=0$

$_A(-5,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+31=0$

$_A(-5,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+36=0$

$_A(-5,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+41=0$

$_A(-5,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-3=0$

$_A(-5,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+7=0$

$_A(-5,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+17=0$

$_A(-5,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+27=0$

$_A(-5,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+37=0$

$_A(-5,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-7=0$

$_A(-5,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-2=0$

$_A(-5,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+8=0$

$_A(-5,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+13=0$

$_A(-5,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+23=0$

$_A(-5,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+28=0$

$_A(-5,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-11=0$

$_A(-5,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-1=0$

$_A(-5,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+9=0$

$_A(-5,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+19=0$

$_A(-5,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+29=0$

$_A(-5,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-15=0$

$_A(-5,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-10=0$

$_A(-5,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-5=0$

$_A(-5,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y=0$

$_A(-5,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+10=0$

$_A(-5,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+15=0$

$_A(-5,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+20=0$

$_A(-5,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+25=0$

$_A(-5,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-19=0$

$_A(-5,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+1=0$

$_A(-5,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+11=0$

$_A(-5,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-23=0$

$_A(-5,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-18=0$

$_A(-5,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-13=0$

$_A(-5,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-8=0$

$_A(-5,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-3=0$

$_A(-5,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+2=0$

$_A(-5,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+12=0$

$_A(-5,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+17=0$

$_A(-5,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-27=0$

$_A(-5,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-17=0$

$_A(-5,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-7=0$

$_A(-5,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+3=0$

$_A(-5,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+13=0$

$_A(-5,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-31=0$

$_A(-5,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-26=0$

$_A(-5,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-16=0$

$_A(-5,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-11=0$

$_A(-5,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-1=0$

$_A(-5,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+4=0$

$_A(-5,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(-5,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+10=0$

$_A(-5,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+15=0$

$_A(-5,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+20=0$

$_A(-5,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+25=0$

$_A(-5,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+30=0$

$_A(-5,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+35=0$

$_A(-5,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+40=0$

$_A(-5,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-5=0$

$_A(-5,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+5=0$

$_A(-5,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+15=0$

$_A(-5,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+25=0$

$_A(-5,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+35=0$

$_A(-5,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-10=0$

$_A(-5,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-5=0$

$_A(-5,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+5=0$

$_A(-5,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+10=0$

$_A(-5,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+20=0$

$_A(-5,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+25=0$

$_A(-5,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-15=0$

$_A(-5,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-5=0$

$_A(-5,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+5=0$

$_A(-5,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+15=0$

$_A(-5,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+25=0$

$_A(-5,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-20=0$

$_A(-5,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-15=0$

$_A(-5,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-10=0$

$_A(-5,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-5=0$

$_A(-5,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+5=0$

$_A(-5,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+10=0$

$_A(-5,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+15=0$

$_A(-5,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+20=0$

$_A(-5,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-25=0$

$_A(-5,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-5=0$

$_A(-5,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+5=0$

$_A(-5,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-30=0$

$_A(-5,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-25=0$

$_A(-5,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-20=0$

$_A(-5,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-15=0$

$_A(-5,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-10=0$

$_A(-5,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-5=0$

$_A(-5,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+5=0$

$_A(-5,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+10=0$

$_A(-5,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-35=0$

$_A(-5,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-25=0$

$_A(-5,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-15=0$

$_A(-5,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-5=0$

$_A(-5,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+5=0$

$_A(-5,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-40=0$

$_A(-5,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-35=0$

$_A(-5,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-25=0$

$_A(-5,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-20=0$

$_A(-5,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-10=0$

$_A(-5,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-5=0$

$_A(-5,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+4=0$

$_A(-5,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+9=0$

$_A(-5,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+14=0$

$_A(-5,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+19=0$

$_A(-5,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+24=0$

$_A(-5,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+29=0$

$_A(-5,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+34=0$

$_A(-5,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+39=0$

$_A(-5,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-7=0$

$_A(-5,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+3=0$

$_A(-5,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+13=0$

$_A(-5,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+23=0$

$_A(-5,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+33=0$

$_A(-5,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-13=0$

$_A(-5,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-8=0$

$_A(-5,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+2=0$

$_A(-5,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+7=0$

$_A(-5,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+17=0$

$_A(-5,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+22=0$

$_A(-5,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-19=0$

$_A(-5,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-9=0$

$_A(-5,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+1=0$

$_A(-5,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+11=0$

$_A(-5,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+21=0$

$_A(-5,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-25=0$

$_A(-5,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-20=0$

$_A(-5,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-15=0$

$_A(-5,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-10=0$

$_A(-5,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y=0$

$_A(-5,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+5=0$

$_A(-5,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+10=0$

$_A(-5,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+15=0$

$_A(-5,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-31=0$

$_A(-5,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-11=0$

$_A(-5,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-1=0$

$_A(-5,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-37=0$

$_A(-5,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-32=0$

$_A(-5,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-27=0$

$_A(-5,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-22=0$

$_A(-5,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-17=0$

$_A(-5,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-12=0$

$_A(-5,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-2=0$

$_A(-5,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+3=0$

$_A(-5,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-43=0$

$_A(-5,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-33=0$

$_A(-5,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-23=0$

$_A(-5,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-13=0$

$_A(-5,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-3=0$

$_A(-5,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-49=0$

$_A(-5,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-44=0$

$_A(-5,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-34=0$

$_A(-5,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-29=0$

$_A(-5,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-19=0$

$_A(-5,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-14=0$

$_A(-5,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(-5,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+8=0$

$_A(-5,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+13=0$

$_A(-5,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+18=0$

$_A(-5,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+23=0$

$_A(-5,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+28=0$

$_A(-5,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+33=0$

$_A(-5,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+38=0$

$_A(-5,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(-5,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+1=0$

$_A(-5,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+11=0$

$_A(-5,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+21=0$

$_A(-5,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+31=0$

$_A(-5,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-16=0$

$_A(-5,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-11=0$

$_A(-5,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-1=0$

$_A(-5,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+4=0$

$_A(-5,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+14=0$

$_A(-5,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+19=0$

$_A(-5,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-23=0$

$_A(-5,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-13=0$

$_A(-5,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-3=0$

$_A(-5,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+7=0$

$_A(-5,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+17=0$

$_A(-5,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-30=0$

$_A(-5,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-25=0$

$_A(-5,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-20=0$

$_A(-5,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-15=0$

$_A(-5,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-5=0$

$_A(-5,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y=0$

$_A(-5,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+5=0$

$_A(-5,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+10=0$

$_A(-5,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-37=0$

$_A(-5,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-17=0$

$_A(-5,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-7=0$

$_A(-5,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-44=0$

$_A(-5,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-39=0$

$_A(-5,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-34=0$

$_A(-5,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-29=0$

$_A(-5,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-24=0$

$_A(-5,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-19=0$

$_A(-5,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-9=0$

$_A(-5,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-4=0$

$_A(-5,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-51=0$

$_A(-5,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-41=0$

$_A(-5,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-31=0$

$_A(-5,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-21=0$

$_A(-5,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-11=0$

$_A(-5,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-58=0$

$_A(-5,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-53=0$

$_A(-5,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-43=0$

$_A(-5,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-38=0$

$_A(-5,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-28=0$

$_A(-5,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-23=0$

$_A(-5,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+2=0$

$_A(-5,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+7=0$

$_A(-5,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+12=0$

$_A(-5,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+17=0$

$_A(-5,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+22=0$

$_A(-5,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+27=0$

$_A(-5,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+32=0$

$_A(-5,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+37=0$

$_A(-5,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(-5,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-1=0$

$_A(-5,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+9=0$

$_A(-5,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+19=0$

$_A(-5,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+29=0$

$_A(-5,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-19=0$

$_A(-5,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-14=0$

$_A(-5,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-4=0$

$_A(-5,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+1=0$

$_A(-5,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+11=0$

$_A(-5,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+16=0$

$_A(-5,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-27=0$

$_A(-5,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-17=0$

$_A(-5,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-7=0$

$_A(-5,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+3=0$

$_A(-5,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+13=0$

$_A(-5,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-35=0$

$_A(-5,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-30=0$

$_A(-5,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-25=0$

$_A(-5,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-20=0$

$_A(-5,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-10=0$

$_A(-5,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-5=0$

$_A(-5,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y=0$

$_A(-5,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+5=0$

$_A(-5,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-43=0$

$_A(-5,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-23=0$

$_A(-5,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-13=0$

$_A(-5,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-51=0$

$_A(-5,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-46=0$

$_A(-5,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-41=0$

$_A(-5,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-36=0$

$_A(-5,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-31=0$

$_A(-5,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-26=0$

$_A(-5,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-16=0$

$_A(-5,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-11=0$

$_A(-5,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-59=0$

$_A(-5,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-49=0$

$_A(-5,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-39=0$

$_A(-5,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-29=0$

$_A(-5,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-19=0$

$_A(-5,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-67=0$

$_A(-5,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-62=0$

$_A(-5,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-52=0$

$_A(-5,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-47=0$

$_A(-5,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-37=0$

$_A(-5,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-32=0$

$_A(-5,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+1=0$

$_A(-5,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+6=0$

$_A(-5,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+11=0$

$_A(-5,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+16=0$

$_A(-5,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+21=0$

$_A(-5,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+26=0$

$_A(-5,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+31=0$

$_A(-5,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+36=0$

$_A(-5,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-13=0$

$_A(-5,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y-3=0$

$_A(-5,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+7=0$

$_A(-5,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+17=0$

$_A(-5,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+27=0$

$_A(-5,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-22=0$

$_A(-5,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-17=0$

$_A(-5,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-7=0$

$_A(-5,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y-2=0$

$_A(-5,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+8=0$

$_A(-5,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+13=0$

$_A(-5,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-31=0$

$_A(-5,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-21=0$

$_A(-5,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-11=0$

$_A(-5,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y-1=0$

$_A(-5,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+9=0$

$_A(-5,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-40=0$

$_A(-5,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-35=0$

$_A(-5,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-30=0$

$_A(-5,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-25=0$

$_A(-5,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-15=0$

$_A(-5,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-10=0$

$_A(-5,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y-5=0$

$_A(-5,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y=0$

$_A(-5,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-49=0$

$_A(-5,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-29=0$

$_A(-5,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-19=0$

$_A(-5,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-58=0$

$_A(-5,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-53=0$

$_A(-5,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-48=0$

$_A(-5,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-43=0$

$_A(-5,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-38=0$

$_A(-5,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-33=0$

$_A(-5,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-23=0$

$_A(-5,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-18=0$

$_A(-5,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-67=0$

$_A(-5,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-57=0$

$_A(-5,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-47=0$

$_A(-5,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-37=0$

$_A(-5,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-27=0$

$_A(-5,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-76=0$

$_A(-5,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-71=0$

$_A(-5,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-61=0$

$_A(-5,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-56=0$

$_A(-5,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-46=0$

$_A(-5,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-41=0$

$_A(-6,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+5=0$

$_A(-6,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-6,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+17=0$

$_A(-6,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+23=0$

$_A(-6,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+29=0$

$_A(-6,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+35=0$

$_A(-6,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+41=0$

$_A(-6,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+47=0$

$_A(-6,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+53=0$

$_A(-6,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+4=0$

$_A(-6,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+16=0$

$_A(-6,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+28=0$

$_A(-6,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+40=0$

$_A(-6,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+52=0$

$_A(-6,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+3=0$

$_A(-6,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+9=0$

$_A(-6,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+21=0$

$_A(-6,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+27=0$

$_A(-6,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+39=0$

$_A(-6,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+45=0$

$_A(-6,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+2=0$

$_A(-6,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+14=0$

$_A(-6,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+26=0$

$_A(-6,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+38=0$

$_A(-6,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+50=0$

$_A(-6,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+1=0$

$_A(-6,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+7=0$

$_A(-6,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+13=0$

$_A(-6,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+19=0$

$_A(-6,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+31=0$

$_A(-6,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+37=0$

$_A(-6,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+43=0$

$_A(-6,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+49=0$

$_A(-6,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y=0$

$_A(-6,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+24=0$

$_A(-6,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+36=0$

$_A(-6,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-1=0$

$_A(-6,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+5=0$

$_A(-6,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+11=0$

$_A(-6,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+17=0$

$_A(-6,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+23=0$

$_A(-6,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+29=0$

$_A(-6,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+41=0$

$_A(-6,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+47=0$

$_A(-6,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-2=0$

$_A(-6,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+10=0$

$_A(-6,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+22=0$

$_A(-6,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+34=0$

$_A(-6,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+46=0$

$_A(-6,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-3=0$

$_A(-6,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+3=0$

$_A(-6,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+15=0$

$_A(-6,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+21=0$

$_A(-6,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+33=0$

$_A(-6,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+39=0$

$_A(-6,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+10=0$

$_A(-6,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+16=0$

$_A(-6,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+22=0$

$_A(-6,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+28=0$

$_A(-6,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+34=0$

$_A(-6,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+40=0$

$_A(-6,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+46=0$

$_A(-6,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+52=0$

$_A(-6,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+2=0$

$_A(-6,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+14=0$

$_A(-6,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+26=0$

$_A(-6,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+38=0$

$_A(-6,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+50=0$

$_A(-6,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y=0$

$_A(-6,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+6=0$

$_A(-6,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+18=0$

$_A(-6,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+24=0$

$_A(-6,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+36=0$

$_A(-6,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+42=0$

$_A(-6,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-2=0$

$_A(-6,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+10=0$

$_A(-6,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+22=0$

$_A(-6,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+34=0$

$_A(-6,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+46=0$

$_A(-6,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-4=0$

$_A(-6,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+2=0$

$_A(-6,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+8=0$

$_A(-6,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+14=0$

$_A(-6,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+26=0$

$_A(-6,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+32=0$

$_A(-6,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+38=0$

$_A(-6,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+44=0$

$_A(-6,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-6=0$

$_A(-6,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+18=0$

$_A(-6,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+30=0$

$_A(-6,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-8=0$

$_A(-6,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-2=0$

$_A(-6,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+4=0$

$_A(-6,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+10=0$

$_A(-6,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+16=0$

$_A(-6,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+22=0$

$_A(-6,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+34=0$

$_A(-6,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+40=0$

$_A(-6,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-10=0$

$_A(-6,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+2=0$

$_A(-6,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+14=0$

$_A(-6,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+26=0$

$_A(-6,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+38=0$

$_A(-6,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-12=0$

$_A(-6,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-6=0$

$_A(-6,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+6=0$

$_A(-6,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+12=0$

$_A(-6,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+24=0$

$_A(-6,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+30=0$

$_A(-6,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-6,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+15=0$

$_A(-6,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+21=0$

$_A(-6,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+27=0$

$_A(-6,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+33=0$

$_A(-6,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+39=0$

$_A(-6,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+45=0$

$_A(-6,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+51=0$

$_A(-6,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(-6,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+12=0$

$_A(-6,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+24=0$

$_A(-6,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+36=0$

$_A(-6,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+48=0$

$_A(-6,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-3=0$

$_A(-6,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+3=0$

$_A(-6,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+15=0$

$_A(-6,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+21=0$

$_A(-6,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+33=0$

$_A(-6,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+39=0$

$_A(-6,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-6=0$

$_A(-6,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+6=0$

$_A(-6,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+18=0$

$_A(-6,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+30=0$

$_A(-6,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+42=0$

$_A(-6,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-9=0$

$_A(-6,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-3=0$

$_A(-6,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+3=0$

$_A(-6,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+9=0$

$_A(-6,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+21=0$

$_A(-6,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+27=0$

$_A(-6,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+33=0$

$_A(-6,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+39=0$

$_A(-6,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-12=0$

$_A(-6,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+12=0$

$_A(-6,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+24=0$

$_A(-6,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-15=0$

$_A(-6,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-9=0$

$_A(-6,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-3=0$

$_A(-6,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+3=0$

$_A(-6,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+9=0$

$_A(-6,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+15=0$

$_A(-6,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+27=0$

$_A(-6,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+33=0$

$_A(-6,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-18=0$

$_A(-6,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-6=0$

$_A(-6,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+6=0$

$_A(-6,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+18=0$

$_A(-6,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+30=0$

$_A(-6,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-21=0$

$_A(-6,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-15=0$

$_A(-6,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-3=0$

$_A(-6,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+3=0$

$_A(-6,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+15=0$

$_A(-6,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+21=0$

$_A(-6,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+8=0$

$_A(-6,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+14=0$

$_A(-6,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+20=0$

$_A(-6,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+26=0$

$_A(-6,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+32=0$

$_A(-6,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+38=0$

$_A(-6,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+44=0$

$_A(-6,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+50=0$

$_A(-6,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-2=0$

$_A(-6,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+10=0$

$_A(-6,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+22=0$

$_A(-6,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+34=0$

$_A(-6,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+46=0$

$_A(-6,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-6=0$

$_A(-6,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y=0$

$_A(-6,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+12=0$

$_A(-6,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+18=0$

$_A(-6,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+30=0$

$_A(-6,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+36=0$

$_A(-6,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-10=0$

$_A(-6,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+2=0$

$_A(-6,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+14=0$

$_A(-6,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+26=0$

$_A(-6,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+38=0$

$_A(-6,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-14=0$

$_A(-6,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-8=0$

$_A(-6,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-2=0$

$_A(-6,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+4=0$

$_A(-6,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+16=0$

$_A(-6,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+22=0$

$_A(-6,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+28=0$

$_A(-6,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+34=0$

$_A(-6,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-18=0$

$_A(-6,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+6=0$

$_A(-6,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+18=0$

$_A(-6,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-22=0$

$_A(-6,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-16=0$

$_A(-6,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-10=0$

$_A(-6,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-4=0$

$_A(-6,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+2=0$

$_A(-6,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+8=0$

$_A(-6,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+20=0$

$_A(-6,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+26=0$

$_A(-6,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-26=0$

$_A(-6,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-14=0$

$_A(-6,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-2=0$

$_A(-6,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+10=0$

$_A(-6,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+22=0$

$_A(-6,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-30=0$

$_A(-6,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-24=0$

$_A(-6,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-12=0$

$_A(-6,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-6=0$

$_A(-6,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+6=0$

$_A(-6,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+12=0$

$_A(-6,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-6,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+13=0$

$_A(-6,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+19=0$

$_A(-6,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+25=0$

$_A(-6,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+31=0$

$_A(-6,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+37=0$

$_A(-6,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+43=0$

$_A(-6,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+49=0$

$_A(-6,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-4=0$

$_A(-6,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+8=0$

$_A(-6,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+20=0$

$_A(-6,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+32=0$

$_A(-6,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+44=0$

$_A(-6,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-9=0$

$_A(-6,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-3=0$

$_A(-6,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+9=0$

$_A(-6,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+15=0$

$_A(-6,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+27=0$

$_A(-6,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+33=0$

$_A(-6,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-14=0$

$_A(-6,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-2=0$

$_A(-6,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+10=0$

$_A(-6,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+22=0$

$_A(-6,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+34=0$

$_A(-6,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-19=0$

$_A(-6,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-13=0$

$_A(-6,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-7=0$

$_A(-6,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-1=0$

$_A(-6,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+11=0$

$_A(-6,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+17=0$

$_A(-6,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+23=0$

$_A(-6,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+29=0$

$_A(-6,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-24=0$

$_A(-6,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y=0$

$_A(-6,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+12=0$

$_A(-6,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-29=0$

$_A(-6,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-23=0$

$_A(-6,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-17=0$

$_A(-6,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-11=0$

$_A(-6,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-5=0$

$_A(-6,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+1=0$

$_A(-6,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+13=0$

$_A(-6,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+19=0$

$_A(-6,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-34=0$

$_A(-6,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-22=0$

$_A(-6,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-10=0$

$_A(-6,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+2=0$

$_A(-6,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+14=0$

$_A(-6,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-39=0$

$_A(-6,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-33=0$

$_A(-6,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-21=0$

$_A(-6,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-15=0$

$_A(-6,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-3=0$

$_A(-6,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+3=0$

$_A(-6,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+6=0$

$_A(-6,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+12=0$

$_A(-6,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+18=0$

$_A(-6,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+24=0$

$_A(-6,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+30=0$

$_A(-6,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+36=0$

$_A(-6,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+42=0$

$_A(-6,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+48=0$

$_A(-6,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-6=0$

$_A(-6,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+6=0$

$_A(-6,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+18=0$

$_A(-6,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+30=0$

$_A(-6,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+42=0$

$_A(-6,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-12=0$

$_A(-6,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-6=0$

$_A(-6,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+6=0$

$_A(-6,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+12=0$

$_A(-6,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+24=0$

$_A(-6,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+30=0$

$_A(-6,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-18=0$

$_A(-6,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-6=0$

$_A(-6,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+6=0$

$_A(-6,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+18=0$

$_A(-6,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+30=0$

$_A(-6,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-24=0$

$_A(-6,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-18=0$

$_A(-6,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-12=0$

$_A(-6,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-6=0$

$_A(-6,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+6=0$

$_A(-6,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+12=0$

$_A(-6,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+18=0$

$_A(-6,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+24=0$

$_A(-6,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-30=0$

$_A(-6,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-6=0$

$_A(-6,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+6=0$

$_A(-6,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-36=0$

$_A(-6,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-30=0$

$_A(-6,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-24=0$

$_A(-6,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-18=0$

$_A(-6,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-12=0$

$_A(-6,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-6=0$

$_A(-6,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+6=0$

$_A(-6,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+12=0$

$_A(-6,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-42=0$

$_A(-6,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-30=0$

$_A(-6,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-18=0$

$_A(-6,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-6=0$

$_A(-6,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+6=0$

$_A(-6,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-48=0$

$_A(-6,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-42=0$

$_A(-6,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-30=0$

$_A(-6,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-24=0$

$_A(-6,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-12=0$

$_A(-6,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-6=0$

$_A(-6,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(-6,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+11=0$

$_A(-6,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+17=0$

$_A(-6,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+23=0$

$_A(-6,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+29=0$

$_A(-6,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+35=0$

$_A(-6,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+41=0$

$_A(-6,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+47=0$

$_A(-6,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-8=0$

$_A(-6,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+4=0$

$_A(-6,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+16=0$

$_A(-6,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+28=0$

$_A(-6,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+40=0$

$_A(-6,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-15=0$

$_A(-6,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-9=0$

$_A(-6,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+3=0$

$_A(-6,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+9=0$

$_A(-6,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+21=0$

$_A(-6,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+27=0$

$_A(-6,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-22=0$

$_A(-6,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-10=0$

$_A(-6,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+2=0$

$_A(-6,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+14=0$

$_A(-6,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+26=0$

$_A(-6,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-29=0$

$_A(-6,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-23=0$

$_A(-6,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-17=0$

$_A(-6,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-11=0$

$_A(-6,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+1=0$

$_A(-6,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+7=0$

$_A(-6,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+13=0$

$_A(-6,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+19=0$

$_A(-6,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-36=0$

$_A(-6,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-12=0$

$_A(-6,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y=0$

$_A(-6,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-43=0$

$_A(-6,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-37=0$

$_A(-6,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-31=0$

$_A(-6,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-25=0$

$_A(-6,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-19=0$

$_A(-6,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-13=0$

$_A(-6,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-1=0$

$_A(-6,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+5=0$

$_A(-6,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-50=0$

$_A(-6,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-38=0$

$_A(-6,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-26=0$

$_A(-6,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-14=0$

$_A(-6,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-2=0$

$_A(-6,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-57=0$

$_A(-6,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-51=0$

$_A(-6,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-39=0$

$_A(-6,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-33=0$

$_A(-6,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-21=0$

$_A(-6,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-15=0$

$_A(-6,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+4=0$

$_A(-6,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+10=0$

$_A(-6,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+16=0$

$_A(-6,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+22=0$

$_A(-6,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+28=0$

$_A(-6,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+34=0$

$_A(-6,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+40=0$

$_A(-6,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+46=0$

$_A(-6,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(-6,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+2=0$

$_A(-6,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+14=0$

$_A(-6,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+26=0$

$_A(-6,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+38=0$

$_A(-6,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-18=0$

$_A(-6,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-12=0$

$_A(-6,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y=0$

$_A(-6,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+6=0$

$_A(-6,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+18=0$

$_A(-6,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+24=0$

$_A(-6,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-26=0$

$_A(-6,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-14=0$

$_A(-6,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-2=0$

$_A(-6,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+10=0$

$_A(-6,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+22=0$

$_A(-6,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-34=0$

$_A(-6,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-28=0$

$_A(-6,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-22=0$

$_A(-6,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-16=0$

$_A(-6,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-4=0$

$_A(-6,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+2=0$

$_A(-6,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+8=0$

$_A(-6,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+14=0$

$_A(-6,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-42=0$

$_A(-6,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-18=0$

$_A(-6,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-6=0$

$_A(-6,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-50=0$

$_A(-6,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-44=0$

$_A(-6,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-38=0$

$_A(-6,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-32=0$

$_A(-6,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-26=0$

$_A(-6,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-20=0$

$_A(-6,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-8=0$

$_A(-6,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-2=0$

$_A(-6,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-58=0$

$_A(-6,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-46=0$

$_A(-6,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-34=0$

$_A(-6,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-22=0$

$_A(-6,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-10=0$

$_A(-6,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-66=0$

$_A(-6,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-60=0$

$_A(-6,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-48=0$

$_A(-6,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-42=0$

$_A(-6,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-30=0$

$_A(-6,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-24=0$

$_A(-6,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+3=0$

$_A(-6,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+9=0$

$_A(-6,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+15=0$

$_A(-6,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+21=0$

$_A(-6,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+27=0$

$_A(-6,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+33=0$

$_A(-6,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+39=0$

$_A(-6,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+45=0$

$_A(-6,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-12=0$

$_A(-6,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y=0$

$_A(-6,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+12=0$

$_A(-6,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+24=0$

$_A(-6,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+36=0$

$_A(-6,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-21=0$

$_A(-6,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-15=0$

$_A(-6,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y-3=0$

$_A(-6,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+3=0$

$_A(-6,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+15=0$

$_A(-6,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+21=0$

$_A(-6,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-30=0$

$_A(-6,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-18=0$

$_A(-6,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-6=0$

$_A(-6,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+6=0$

$_A(-6,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+18=0$

$_A(-6,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-39=0$

$_A(-6,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-33=0$

$_A(-6,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-27=0$

$_A(-6,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-21=0$

$_A(-6,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-9=0$

$_A(-6,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y-3=0$

$_A(-6,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+3=0$

$_A(-6,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+9=0$

$_A(-6,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-48=0$

$_A(-6,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-24=0$

$_A(-6,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-12=0$

$_A(-6,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-57=0$

$_A(-6,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-51=0$

$_A(-6,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-45=0$

$_A(-6,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-39=0$

$_A(-6,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-33=0$

$_A(-6,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-27=0$

$_A(-6,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-15=0$

$_A(-6,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y-9=0$

$_A(-6,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-66=0$

$_A(-6,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-54=0$

$_A(-6,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-42=0$

$_A(-6,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-30=0$

$_A(-6,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-18=0$

$_A(-6,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-75=0$

$_A(-6,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-69=0$

$_A(-6,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-57=0$

$_A(-6,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-51=0$

$_A(-6,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-39=0$

$_A(-6,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-33=0$

$_A(-7,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+6=0$

$_A(-7,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+13=0$

$_A(-7,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+20=0$

$_A(-7,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+27=0$

$_A(-7,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+34=0$

$_A(-7,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+41=0$

$_A(-7,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+48=0$

$_A(-7,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+55=0$

$_A(-7,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+62=0$

$_A(-7,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+5=0$

$_A(-7,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+19=0$

$_A(-7,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+33=0$

$_A(-7,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+47=0$

$_A(-7,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+61=0$

$_A(-7,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+4=0$

$_A(-7,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+11=0$

$_A(-7,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+25=0$

$_A(-7,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+32=0$

$_A(-7,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+46=0$

$_A(-7,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+53=0$

$_A(-7,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+3=0$

$_A(-7,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+17=0$

$_A(-7,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+31=0$

$_A(-7,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+45=0$

$_A(-7,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+59=0$

$_A(-7,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+2=0$

$_A(-7,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+9=0$

$_A(-7,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+16=0$

$_A(-7,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+23=0$

$_A(-7,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+37=0$

$_A(-7,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+44=0$

$_A(-7,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+51=0$

$_A(-7,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+58=0$

$_A(-7,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+1=0$

$_A(-7,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+29=0$

$_A(-7,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+43=0$

$_A(-7,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y=0$

$_A(-7,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+7=0$

$_A(-7,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+14=0$

$_A(-7,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+21=0$

$_A(-7,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+28=0$

$_A(-7,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+35=0$

$_A(-7,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+49=0$

$_A(-7,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+56=0$

$_A(-7,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-1=0$

$_A(-7,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+13=0$

$_A(-7,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+27=0$

$_A(-7,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+41=0$

$_A(-7,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+55=0$

$_A(-7,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-2=0$

$_A(-7,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+5=0$

$_A(-7,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+19=0$

$_A(-7,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+26=0$

$_A(-7,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+40=0$

$_A(-7,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+47=0$

$_A(-7,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+12=0$

$_A(-7,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+19=0$

$_A(-7,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+26=0$

$_A(-7,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+33=0$

$_A(-7,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+40=0$

$_A(-7,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+47=0$

$_A(-7,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+54=0$

$_A(-7,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+61=0$

$_A(-7,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+3=0$

$_A(-7,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+17=0$

$_A(-7,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+31=0$

$_A(-7,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+45=0$

$_A(-7,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+59=0$

$_A(-7,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+1=0$

$_A(-7,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+8=0$

$_A(-7,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+22=0$

$_A(-7,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+29=0$

$_A(-7,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+43=0$

$_A(-7,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+50=0$

$_A(-7,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-1=0$

$_A(-7,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+13=0$

$_A(-7,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+27=0$

$_A(-7,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+41=0$

$_A(-7,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+55=0$

$_A(-7,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-3=0$

$_A(-7,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+4=0$

$_A(-7,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+11=0$

$_A(-7,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+18=0$

$_A(-7,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+32=0$

$_A(-7,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+39=0$

$_A(-7,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+46=0$

$_A(-7,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+53=0$

$_A(-7,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-5=0$

$_A(-7,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+23=0$

$_A(-7,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+37=0$

$_A(-7,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-7=0$

$_A(-7,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y=0$

$_A(-7,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+7=0$

$_A(-7,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+14=0$

$_A(-7,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+21=0$

$_A(-7,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+28=0$

$_A(-7,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+42=0$

$_A(-7,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+49=0$

$_A(-7,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-9=0$

$_A(-7,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+5=0$

$_A(-7,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+19=0$

$_A(-7,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+33=0$

$_A(-7,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+47=0$

$_A(-7,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-11=0$

$_A(-7,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-4=0$

$_A(-7,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+10=0$

$_A(-7,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+17=0$

$_A(-7,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+31=0$

$_A(-7,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+38=0$

$_A(-7,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-7,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+18=0$

$_A(-7,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+25=0$

$_A(-7,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+32=0$

$_A(-7,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+39=0$

$_A(-7,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+46=0$

$_A(-7,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+53=0$

$_A(-7,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+60=0$

$_A(-7,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+1=0$

$_A(-7,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+15=0$

$_A(-7,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+29=0$

$_A(-7,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+43=0$

$_A(-7,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+57=0$

$_A(-7,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-2=0$

$_A(-7,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+5=0$

$_A(-7,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+19=0$

$_A(-7,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+26=0$

$_A(-7,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+40=0$

$_A(-7,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+47=0$

$_A(-7,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-5=0$

$_A(-7,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+9=0$

$_A(-7,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+23=0$

$_A(-7,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+37=0$

$_A(-7,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+51=0$

$_A(-7,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-8=0$

$_A(-7,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-1=0$

$_A(-7,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+6=0$

$_A(-7,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+13=0$

$_A(-7,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+27=0$

$_A(-7,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+34=0$

$_A(-7,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+41=0$

$_A(-7,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+48=0$

$_A(-7,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-11=0$

$_A(-7,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+17=0$

$_A(-7,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+31=0$

$_A(-7,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-14=0$

$_A(-7,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-7=0$

$_A(-7,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y=0$

$_A(-7,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+7=0$

$_A(-7,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+14=0$

$_A(-7,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+21=0$

$_A(-7,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+35=0$

$_A(-7,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+42=0$

$_A(-7,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-17=0$

$_A(-7,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-3=0$

$_A(-7,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+11=0$

$_A(-7,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+25=0$

$_A(-7,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+39=0$

$_A(-7,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-20=0$

$_A(-7,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-13=0$

$_A(-7,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+1=0$

$_A(-7,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+8=0$

$_A(-7,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+22=0$

$_A(-7,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+29=0$

$_A(-7,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+10=0$

$_A(-7,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+17=0$

$_A(-7,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+24=0$

$_A(-7,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+31=0$

$_A(-7,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+38=0$

$_A(-7,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+45=0$

$_A(-7,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+52=0$

$_A(-7,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+59=0$

$_A(-7,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-1=0$

$_A(-7,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+13=0$

$_A(-7,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+27=0$

$_A(-7,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+41=0$

$_A(-7,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+55=0$

$_A(-7,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-5=0$

$_A(-7,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+2=0$

$_A(-7,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+16=0$

$_A(-7,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+23=0$

$_A(-7,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+37=0$

$_A(-7,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+44=0$

$_A(-7,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-9=0$

$_A(-7,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+5=0$

$_A(-7,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+19=0$

$_A(-7,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+33=0$

$_A(-7,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+47=0$

$_A(-7,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-13=0$

$_A(-7,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-6=0$

$_A(-7,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+1=0$

$_A(-7,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+8=0$

$_A(-7,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+22=0$

$_A(-7,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+29=0$

$_A(-7,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+36=0$

$_A(-7,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+43=0$

$_A(-7,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-17=0$

$_A(-7,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+11=0$

$_A(-7,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+25=0$

$_A(-7,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-21=0$

$_A(-7,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-14=0$

$_A(-7,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-7=0$

$_A(-7,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y=0$

$_A(-7,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+7=0$

$_A(-7,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+14=0$

$_A(-7,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+28=0$

$_A(-7,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+35=0$

$_A(-7,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-25=0$

$_A(-7,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-11=0$

$_A(-7,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+3=0$

$_A(-7,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+17=0$

$_A(-7,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+31=0$

$_A(-7,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-29=0$

$_A(-7,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-22=0$

$_A(-7,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-8=0$

$_A(-7,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-1=0$

$_A(-7,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+13=0$

$_A(-7,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+20=0$

$_A(-7,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-7,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+16=0$

$_A(-7,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+23=0$

$_A(-7,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+30=0$

$_A(-7,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+37=0$

$_A(-7,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+44=0$

$_A(-7,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+51=0$

$_A(-7,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+58=0$

$_A(-7,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-3=0$

$_A(-7,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+11=0$

$_A(-7,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+25=0$

$_A(-7,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+39=0$

$_A(-7,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+53=0$

$_A(-7,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-8=0$

$_A(-7,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-1=0$

$_A(-7,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+13=0$

$_A(-7,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+20=0$

$_A(-7,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+34=0$

$_A(-7,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+41=0$

$_A(-7,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-13=0$

$_A(-7,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+1=0$

$_A(-7,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+15=0$

$_A(-7,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+29=0$

$_A(-7,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+43=0$

$_A(-7,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-18=0$

$_A(-7,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-11=0$

$_A(-7,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-4=0$

$_A(-7,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+3=0$

$_A(-7,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+17=0$

$_A(-7,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+24=0$

$_A(-7,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+31=0$

$_A(-7,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+38=0$

$_A(-7,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-23=0$

$_A(-7,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+5=0$

$_A(-7,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+19=0$

$_A(-7,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-28=0$

$_A(-7,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-21=0$

$_A(-7,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-14=0$

$_A(-7,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-7=0$

$_A(-7,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y=0$

$_A(-7,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+7=0$

$_A(-7,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+21=0$

$_A(-7,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+28=0$

$_A(-7,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-33=0$

$_A(-7,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-19=0$

$_A(-7,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-5=0$

$_A(-7,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+9=0$

$_A(-7,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+23=0$

$_A(-7,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-38=0$

$_A(-7,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-31=0$

$_A(-7,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-17=0$

$_A(-7,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-10=0$

$_A(-7,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+4=0$

$_A(-7,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+11=0$

$_A(-7,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+8=0$

$_A(-7,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+15=0$

$_A(-7,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+22=0$

$_A(-7,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+29=0$

$_A(-7,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+36=0$

$_A(-7,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+43=0$

$_A(-7,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+50=0$

$_A(-7,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+57=0$

$_A(-7,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-5=0$

$_A(-7,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+9=0$

$_A(-7,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+23=0$

$_A(-7,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+37=0$

$_A(-7,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+51=0$

$_A(-7,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-11=0$

$_A(-7,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-4=0$

$_A(-7,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+10=0$

$_A(-7,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+17=0$

$_A(-7,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+31=0$

$_A(-7,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+38=0$

$_A(-7,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-17=0$

$_A(-7,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-3=0$

$_A(-7,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+11=0$

$_A(-7,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+25=0$

$_A(-7,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+39=0$

$_A(-7,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-23=0$

$_A(-7,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-16=0$

$_A(-7,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-9=0$

$_A(-7,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-2=0$

$_A(-7,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+12=0$

$_A(-7,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+19=0$

$_A(-7,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+26=0$

$_A(-7,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+33=0$

$_A(-7,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-29=0$

$_A(-7,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-1=0$

$_A(-7,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+13=0$

$_A(-7,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-35=0$

$_A(-7,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-28=0$

$_A(-7,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-21=0$

$_A(-7,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-14=0$

$_A(-7,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-7=0$

$_A(-7,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y=0$

$_A(-7,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+14=0$

$_A(-7,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+21=0$

$_A(-7,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-41=0$

$_A(-7,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-27=0$

$_A(-7,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-13=0$

$_A(-7,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+1=0$

$_A(-7,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+15=0$

$_A(-7,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-47=0$

$_A(-7,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-40=0$

$_A(-7,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-26=0$

$_A(-7,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-19=0$

$_A(-7,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-5=0$

$_A(-7,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+2=0$

$_A(-7,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-7,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+14=0$

$_A(-7,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+21=0$

$_A(-7,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+28=0$

$_A(-7,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+35=0$

$_A(-7,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+42=0$

$_A(-7,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+49=0$

$_A(-7,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+56=0$

$_A(-7,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-7=0$

$_A(-7,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+7=0$

$_A(-7,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+21=0$

$_A(-7,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+35=0$

$_A(-7,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+49=0$

$_A(-7,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-14=0$

$_A(-7,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-7=0$

$_A(-7,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+7=0$

$_A(-7,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+14=0$

$_A(-7,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+28=0$

$_A(-7,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+35=0$

$_A(-7,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-21=0$

$_A(-7,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-7=0$

$_A(-7,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+7=0$

$_A(-7,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+21=0$

$_A(-7,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+35=0$

$_A(-7,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-28=0$

$_A(-7,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-21=0$

$_A(-7,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-14=0$

$_A(-7,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-7=0$

$_A(-7,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+7=0$

$_A(-7,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+14=0$

$_A(-7,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+21=0$

$_A(-7,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+28=0$

$_A(-7,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-35=0$

$_A(-7,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-7=0$

$_A(-7,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+7=0$

$_A(-7,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-42=0$

$_A(-7,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-35=0$

$_A(-7,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-28=0$

$_A(-7,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-21=0$

$_A(-7,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-14=0$

$_A(-7,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-7=0$

$_A(-7,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+7=0$

$_A(-7,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+14=0$

$_A(-7,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-49=0$

$_A(-7,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-35=0$

$_A(-7,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-21=0$

$_A(-7,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-7=0$

$_A(-7,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+7=0$

$_A(-7,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-56=0$

$_A(-7,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-49=0$

$_A(-7,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-35=0$

$_A(-7,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-28=0$

$_A(-7,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-14=0$

$_A(-7,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-7=0$

$_A(-7,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+6=0$

$_A(-7,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+13=0$

$_A(-7,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+20=0$

$_A(-7,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+27=0$

$_A(-7,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+34=0$

$_A(-7,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+41=0$

$_A(-7,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+48=0$

$_A(-7,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+55=0$

$_A(-7,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-9=0$

$_A(-7,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+5=0$

$_A(-7,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+19=0$

$_A(-7,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+33=0$

$_A(-7,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+47=0$

$_A(-7,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-17=0$

$_A(-7,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-10=0$

$_A(-7,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+4=0$

$_A(-7,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+11=0$

$_A(-7,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+25=0$

$_A(-7,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+32=0$

$_A(-7,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-25=0$

$_A(-7,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-11=0$

$_A(-7,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+3=0$

$_A(-7,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+17=0$

$_A(-7,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+31=0$

$_A(-7,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-33=0$

$_A(-7,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-26=0$

$_A(-7,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-19=0$

$_A(-7,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-12=0$

$_A(-7,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+2=0$

$_A(-7,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+9=0$

$_A(-7,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+16=0$

$_A(-7,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+23=0$

$_A(-7,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-41=0$

$_A(-7,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-13=0$

$_A(-7,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+1=0$

$_A(-7,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-49=0$

$_A(-7,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-42=0$

$_A(-7,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-35=0$

$_A(-7,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-28=0$

$_A(-7,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-21=0$

$_A(-7,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-14=0$

$_A(-7,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y=0$

$_A(-7,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+7=0$

$_A(-7,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-57=0$

$_A(-7,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-43=0$

$_A(-7,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-29=0$

$_A(-7,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-15=0$

$_A(-7,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-1=0$

$_A(-7,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-65=0$

$_A(-7,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-58=0$

$_A(-7,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-44=0$

$_A(-7,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-37=0$

$_A(-7,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-23=0$

$_A(-7,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-16=0$

$_A(-7,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+5=0$

$_A(-7,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+12=0$

$_A(-7,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+19=0$

$_A(-7,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+26=0$

$_A(-7,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+33=0$

$_A(-7,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+40=0$

$_A(-7,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+47=0$

$_A(-7,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+54=0$

$_A(-7,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-11=0$

$_A(-7,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+3=0$

$_A(-7,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+17=0$

$_A(-7,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+31=0$

$_A(-7,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+45=0$

$_A(-7,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-20=0$

$_A(-7,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-13=0$

$_A(-7,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+1=0$

$_A(-7,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+8=0$

$_A(-7,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+22=0$

$_A(-7,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+29=0$

$_A(-7,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-29=0$

$_A(-7,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-15=0$

$_A(-7,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y-1=0$

$_A(-7,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+13=0$

$_A(-7,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+27=0$

$_A(-7,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-38=0$

$_A(-7,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-31=0$

$_A(-7,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-24=0$

$_A(-7,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-17=0$

$_A(-7,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y-3=0$

$_A(-7,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+4=0$

$_A(-7,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+11=0$

$_A(-7,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+18=0$

$_A(-7,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-47=0$

$_A(-7,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-19=0$

$_A(-7,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y-5=0$

$_A(-7,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-56=0$

$_A(-7,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-49=0$

$_A(-7,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-42=0$

$_A(-7,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-35=0$

$_A(-7,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-28=0$

$_A(-7,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-21=0$

$_A(-7,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y-7=0$

$_A(-7,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y=0$

$_A(-7,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-65=0$

$_A(-7,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-51=0$

$_A(-7,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-37=0$

$_A(-7,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-23=0$

$_A(-7,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y-9=0$

$_A(-7,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-74=0$

$_A(-7,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-67=0$

$_A(-7,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-53=0$

$_A(-7,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-46=0$

$_A(-7,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-32=0$

$_A(-7,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-25=0$

$_A(-8,\,1)ʂA\beku n=(1,\,1)ɐȒ̕߂$

$x+y+7=0$

$_A(-8,\,1)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+15=0$

$_A(-8,\,1)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+23=0$

$_A(-8,\,1)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+31=0$

$_A(-8,\,1)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+39=0$

$_A(-8,\,1)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+47=0$

$_A(-8,\,1)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+55=0$

$_A(-8,\,1)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+63=0$

$_A(-8,\,1)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+71=0$

$_A(-8,\,1)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+6=0$

$_A(-8,\,1)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+22=0$

$_A(-8,\,1)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+38=0$

$_A(-8,\,1)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+54=0$

$_A(-8,\,1)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+70=0$

$_A(-8,\,1)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+5=0$

$_A(-8,\,1)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+13=0$

$_A(-8,\,1)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+29=0$

$_A(-8,\,1)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+37=0$

$_A(-8,\,1)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+53=0$

$_A(-8,\,1)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+61=0$

$_A(-8,\,1)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y+4=0$

$_A(-8,\,1)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+20=0$

$_A(-8,\,1)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+36=0$

$_A(-8,\,1)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+52=0$

$_A(-8,\,1)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+68=0$

$_A(-8,\,1)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y+3=0$

$_A(-8,\,1)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+11=0$

$_A(-8,\,1)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+19=0$

$_A(-8,\,1)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+27=0$

$_A(-8,\,1)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+43=0$

$_A(-8,\,1)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+51=0$

$_A(-8,\,1)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+59=0$

$_A(-8,\,1)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+67=0$

$_A(-8,\,1)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y+2=0$

$_A(-8,\,1)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+34=0$

$_A(-8,\,1)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+50=0$

$_A(-8,\,1)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y+1=0$

$_A(-8,\,1)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+9=0$

$_A(-8,\,1)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+17=0$

$_A(-8,\,1)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+25=0$

$_A(-8,\,1)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+33=0$

$_A(-8,\,1)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+41=0$

$_A(-8,\,1)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+57=0$

$_A(-8,\,1)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+65=0$

$_A(-8,\,1)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y=0$

$_A(-8,\,1)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+16=0$

$_A(-8,\,1)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+32=0$

$_A(-8,\,1)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+48=0$

$_A(-8,\,1)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+64=0$

$_A(-8,\,1)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-1=0$

$_A(-8,\,1)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y+7=0$

$_A(-8,\,1)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+23=0$

$_A(-8,\,1)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+31=0$

$_A(-8,\,1)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+47=0$

$_A(-8,\,1)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+55=0$

$_A(-8,\,2)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+14=0$

$_A(-8,\,2)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+22=0$

$_A(-8,\,2)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+30=0$

$_A(-8,\,2)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+38=0$

$_A(-8,\,2)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+46=0$

$_A(-8,\,2)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+54=0$

$_A(-8,\,2)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+62=0$

$_A(-8,\,2)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+70=0$

$_A(-8,\,2)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+4=0$

$_A(-8,\,2)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+20=0$

$_A(-8,\,2)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+36=0$

$_A(-8,\,2)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+52=0$

$_A(-8,\,2)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+68=0$

$_A(-8,\,2)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y+2=0$

$_A(-8,\,2)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+10=0$

$_A(-8,\,2)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+26=0$

$_A(-8,\,2)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+34=0$

$_A(-8,\,2)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+50=0$

$_A(-8,\,2)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+58=0$

$_A(-8,\,2)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y=0$

$_A(-8,\,2)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+16=0$

$_A(-8,\,2)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+32=0$

$_A(-8,\,2)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+48=0$

$_A(-8,\,2)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+64=0$

$_A(-8,\,2)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-2=0$

$_A(-8,\,2)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+6=0$

$_A(-8,\,2)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+14=0$

$_A(-8,\,2)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+22=0$

$_A(-8,\,2)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+38=0$

$_A(-8,\,2)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+46=0$

$_A(-8,\,2)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+54=0$

$_A(-8,\,2)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+62=0$

$_A(-8,\,2)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-4=0$

$_A(-8,\,2)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+28=0$

$_A(-8,\,2)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+44=0$

$_A(-8,\,2)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-6=0$

$_A(-8,\,2)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y+2=0$

$_A(-8,\,2)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+10=0$

$_A(-8,\,2)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+18=0$

$_A(-8,\,2)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+26=0$

$_A(-8,\,2)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+34=0$

$_A(-8,\,2)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+50=0$

$_A(-8,\,2)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+58=0$

$_A(-8,\,2)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-8=0$

$_A(-8,\,2)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y+8=0$

$_A(-8,\,2)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+24=0$

$_A(-8,\,2)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+40=0$

$_A(-8,\,2)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+56=0$

$_A(-8,\,2)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-10=0$

$_A(-8,\,2)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-2=0$

$_A(-8,\,2)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+14=0$

$_A(-8,\,2)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+22=0$

$_A(-8,\,2)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+38=0$

$_A(-8,\,2)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+46=0$

$_A(-8,\,3)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+13=0$

$_A(-8,\,3)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+21=0$

$_A(-8,\,3)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+29=0$

$_A(-8,\,3)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+37=0$

$_A(-8,\,3)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+45=0$

$_A(-8,\,3)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+53=0$

$_A(-8,\,3)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+61=0$

$_A(-8,\,3)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+69=0$

$_A(-8,\,3)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y+2=0$

$_A(-8,\,3)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+18=0$

$_A(-8,\,3)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+34=0$

$_A(-8,\,3)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+50=0$

$_A(-8,\,3)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+66=0$

$_A(-8,\,3)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-1=0$

$_A(-8,\,3)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+7=0$

$_A(-8,\,3)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+23=0$

$_A(-8,\,3)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+31=0$

$_A(-8,\,3)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+47=0$

$_A(-8,\,3)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+55=0$

$_A(-8,\,3)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-4=0$

$_A(-8,\,3)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+12=0$

$_A(-8,\,3)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+28=0$

$_A(-8,\,3)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+44=0$

$_A(-8,\,3)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+60=0$

$_A(-8,\,3)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-7=0$

$_A(-8,\,3)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y+1=0$

$_A(-8,\,3)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+9=0$

$_A(-8,\,3)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+17=0$

$_A(-8,\,3)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+33=0$

$_A(-8,\,3)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+41=0$

$_A(-8,\,3)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+49=0$

$_A(-8,\,3)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+57=0$

$_A(-8,\,3)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-10=0$

$_A(-8,\,3)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+22=0$

$_A(-8,\,3)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+38=0$

$_A(-8,\,3)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-13=0$

$_A(-8,\,3)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-5=0$

$_A(-8,\,3)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y+3=0$

$_A(-8,\,3)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+11=0$

$_A(-8,\,3)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+19=0$

$_A(-8,\,3)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+27=0$

$_A(-8,\,3)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+43=0$

$_A(-8,\,3)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+51=0$

$_A(-8,\,3)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-16=0$

$_A(-8,\,3)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y=0$

$_A(-8,\,3)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+16=0$

$_A(-8,\,3)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+32=0$

$_A(-8,\,3)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+48=0$

$_A(-8,\,3)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-19=0$

$_A(-8,\,3)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-11=0$

$_A(-8,\,3)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y+5=0$

$_A(-8,\,3)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+13=0$

$_A(-8,\,3)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+29=0$

$_A(-8,\,3)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+37=0$

$_A(-8,\,4)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+12=0$

$_A(-8,\,4)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+20=0$

$_A(-8,\,4)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+28=0$

$_A(-8,\,4)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+36=0$

$_A(-8,\,4)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+44=0$

$_A(-8,\,4)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+52=0$

$_A(-8,\,4)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+60=0$

$_A(-8,\,4)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+68=0$

$_A(-8,\,4)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y=0$

$_A(-8,\,4)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+16=0$

$_A(-8,\,4)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+32=0$

$_A(-8,\,4)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+48=0$

$_A(-8,\,4)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+64=0$

$_A(-8,\,4)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-4=0$

$_A(-8,\,4)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+4=0$

$_A(-8,\,4)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+20=0$

$_A(-8,\,4)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+28=0$

$_A(-8,\,4)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+44=0$

$_A(-8,\,4)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+52=0$

$_A(-8,\,4)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-8=0$

$_A(-8,\,4)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+8=0$

$_A(-8,\,4)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+24=0$

$_A(-8,\,4)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+40=0$

$_A(-8,\,4)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+56=0$

$_A(-8,\,4)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-12=0$

$_A(-8,\,4)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-4=0$

$_A(-8,\,4)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y+4=0$

$_A(-8,\,4)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+12=0$

$_A(-8,\,4)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+28=0$

$_A(-8,\,4)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+36=0$

$_A(-8,\,4)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+44=0$

$_A(-8,\,4)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+52=0$

$_A(-8,\,4)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-16=0$

$_A(-8,\,4)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+16=0$

$_A(-8,\,4)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+32=0$

$_A(-8,\,4)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-20=0$

$_A(-8,\,4)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-12=0$

$_A(-8,\,4)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-4=0$

$_A(-8,\,4)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y+4=0$

$_A(-8,\,4)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+12=0$

$_A(-8,\,4)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+20=0$

$_A(-8,\,4)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+36=0$

$_A(-8,\,4)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+44=0$

$_A(-8,\,4)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-24=0$

$_A(-8,\,4)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-8=0$

$_A(-8,\,4)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y+8=0$

$_A(-8,\,4)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+24=0$

$_A(-8,\,4)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+40=0$

$_A(-8,\,4)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-28=0$

$_A(-8,\,4)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-20=0$

$_A(-8,\,4)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-4=0$

$_A(-8,\,4)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y+4=0$

$_A(-8,\,4)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+20=0$

$_A(-8,\,4)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+28=0$

$_A(-8,\,5)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+11=0$

$_A(-8,\,5)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+19=0$

$_A(-8,\,5)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+27=0$

$_A(-8,\,5)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+35=0$

$_A(-8,\,5)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+43=0$

$_A(-8,\,5)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+51=0$

$_A(-8,\,5)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+59=0$

$_A(-8,\,5)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+67=0$

$_A(-8,\,5)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-2=0$

$_A(-8,\,5)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+14=0$

$_A(-8,\,5)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+30=0$

$_A(-8,\,5)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+46=0$

$_A(-8,\,5)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+62=0$

$_A(-8,\,5)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-7=0$

$_A(-8,\,5)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y+1=0$

$_A(-8,\,5)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+17=0$

$_A(-8,\,5)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+25=0$

$_A(-8,\,5)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+41=0$

$_A(-8,\,5)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+49=0$

$_A(-8,\,5)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-12=0$

$_A(-8,\,5)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y+4=0$

$_A(-8,\,5)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+20=0$

$_A(-8,\,5)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+36=0$

$_A(-8,\,5)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+52=0$

$_A(-8,\,5)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-17=0$

$_A(-8,\,5)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-9=0$

$_A(-8,\,5)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-1=0$

$_A(-8,\,5)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+7=0$

$_A(-8,\,5)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+23=0$

$_A(-8,\,5)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+31=0$

$_A(-8,\,5)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+39=0$

$_A(-8,\,5)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+47=0$

$_A(-8,\,5)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-22=0$

$_A(-8,\,5)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+10=0$

$_A(-8,\,5)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+26=0$

$_A(-8,\,5)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-27=0$

$_A(-8,\,5)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-19=0$

$_A(-8,\,5)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-11=0$

$_A(-8,\,5)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-3=0$

$_A(-8,\,5)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y+5=0$

$_A(-8,\,5)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+13=0$

$_A(-8,\,5)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+29=0$

$_A(-8,\,5)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+37=0$

$_A(-8,\,5)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-32=0$

$_A(-8,\,5)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-16=0$

$_A(-8,\,5)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y=0$

$_A(-8,\,5)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+16=0$

$_A(-8,\,5)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+32=0$

$_A(-8,\,5)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-37=0$

$_A(-8,\,5)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-29=0$

$_A(-8,\,5)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-13=0$

$_A(-8,\,5)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-5=0$

$_A(-8,\,5)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+11=0$

$_A(-8,\,5)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+19=0$

$_A(-8,\,6)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+10=0$

$_A(-8,\,6)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+18=0$

$_A(-8,\,6)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+26=0$

$_A(-8,\,6)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+34=0$

$_A(-8,\,6)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+42=0$

$_A(-8,\,6)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+50=0$

$_A(-8,\,6)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+58=0$

$_A(-8,\,6)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+66=0$

$_A(-8,\,6)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-4=0$

$_A(-8,\,6)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+12=0$

$_A(-8,\,6)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+28=0$

$_A(-8,\,6)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+44=0$

$_A(-8,\,6)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+60=0$

$_A(-8,\,6)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-10=0$

$_A(-8,\,6)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-2=0$

$_A(-8,\,6)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+14=0$

$_A(-8,\,6)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+22=0$

$_A(-8,\,6)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+38=0$

$_A(-8,\,6)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+46=0$

$_A(-8,\,6)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-16=0$

$_A(-8,\,6)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y=0$

$_A(-8,\,6)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+16=0$

$_A(-8,\,6)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+32=0$

$_A(-8,\,6)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+48=0$

$_A(-8,\,6)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-22=0$

$_A(-8,\,6)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-14=0$

$_A(-8,\,6)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-6=0$

$_A(-8,\,6)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y+2=0$

$_A(-8,\,6)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+18=0$

$_A(-8,\,6)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+26=0$

$_A(-8,\,6)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+34=0$

$_A(-8,\,6)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+42=0$

$_A(-8,\,6)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-28=0$

$_A(-8,\,6)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y+4=0$

$_A(-8,\,6)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+20=0$

$_A(-8,\,6)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-34=0$

$_A(-8,\,6)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-26=0$

$_A(-8,\,6)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-18=0$

$_A(-8,\,6)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-10=0$

$_A(-8,\,6)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-2=0$

$_A(-8,\,6)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y+6=0$

$_A(-8,\,6)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+22=0$

$_A(-8,\,6)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+30=0$

$_A(-8,\,6)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-40=0$

$_A(-8,\,6)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-24=0$

$_A(-8,\,6)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-8=0$

$_A(-8,\,6)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y+8=0$

$_A(-8,\,6)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+24=0$

$_A(-8,\,6)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-46=0$

$_A(-8,\,6)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-38=0$

$_A(-8,\,6)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-22=0$

$_A(-8,\,6)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-14=0$

$_A(-8,\,6)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y+2=0$

$_A(-8,\,6)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+10=0$

$_A(-8,\,7)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+9=0$

$_A(-8,\,7)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+17=0$

$_A(-8,\,7)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+25=0$

$_A(-8,\,7)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+33=0$

$_A(-8,\,7)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+41=0$

$_A(-8,\,7)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+49=0$

$_A(-8,\,7)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+57=0$

$_A(-8,\,7)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+65=0$

$_A(-8,\,7)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-6=0$

$_A(-8,\,7)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+10=0$

$_A(-8,\,7)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+26=0$

$_A(-8,\,7)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+42=0$

$_A(-8,\,7)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+58=0$

$_A(-8,\,7)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-13=0$

$_A(-8,\,7)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-5=0$

$_A(-8,\,7)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+11=0$

$_A(-8,\,7)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+19=0$

$_A(-8,\,7)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+35=0$

$_A(-8,\,7)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+43=0$

$_A(-8,\,7)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-20=0$

$_A(-8,\,7)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-4=0$

$_A(-8,\,7)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+12=0$

$_A(-8,\,7)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+28=0$

$_A(-8,\,7)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+44=0$

$_A(-8,\,7)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-27=0$

$_A(-8,\,7)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-19=0$

$_A(-8,\,7)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-11=0$

$_A(-8,\,7)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-3=0$

$_A(-8,\,7)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+13=0$

$_A(-8,\,7)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+21=0$

$_A(-8,\,7)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+29=0$

$_A(-8,\,7)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+37=0$

$_A(-8,\,7)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-34=0$

$_A(-8,\,7)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-2=0$

$_A(-8,\,7)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+14=0$

$_A(-8,\,7)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-41=0$

$_A(-8,\,7)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-33=0$

$_A(-8,\,7)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-25=0$

$_A(-8,\,7)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-17=0$

$_A(-8,\,7)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-9=0$

$_A(-8,\,7)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-1=0$

$_A(-8,\,7)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+15=0$

$_A(-8,\,7)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+23=0$

$_A(-8,\,7)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-48=0$

$_A(-8,\,7)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-32=0$

$_A(-8,\,7)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-16=0$

$_A(-8,\,7)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y=0$

$_A(-8,\,7)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+16=0$

$_A(-8,\,7)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-55=0$

$_A(-8,\,7)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-47=0$

$_A(-8,\,7)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-31=0$

$_A(-8,\,7)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-23=0$

$_A(-8,\,7)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-7=0$

$_A(-8,\,7)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y+1=0$

$_A(-8,\,8)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+8=0$

$_A(-8,\,8)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+16=0$

$_A(-8,\,8)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+24=0$

$_A(-8,\,8)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+32=0$

$_A(-8,\,8)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+40=0$

$_A(-8,\,8)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+48=0$

$_A(-8,\,8)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+56=0$

$_A(-8,\,8)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+64=0$

$_A(-8,\,8)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-8=0$

$_A(-8,\,8)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+8=0$

$_A(-8,\,8)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+24=0$

$_A(-8,\,8)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+40=0$

$_A(-8,\,8)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+56=0$

$_A(-8,\,8)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-16=0$

$_A(-8,\,8)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-8=0$

$_A(-8,\,8)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+8=0$

$_A(-8,\,8)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+16=0$

$_A(-8,\,8)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+32=0$

$_A(-8,\,8)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+40=0$

$_A(-8,\,8)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-24=0$

$_A(-8,\,8)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-8=0$

$_A(-8,\,8)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+8=0$

$_A(-8,\,8)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+24=0$

$_A(-8,\,8)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+40=0$

$_A(-8,\,8)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-32=0$

$_A(-8,\,8)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-24=0$

$_A(-8,\,8)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-16=0$

$_A(-8,\,8)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-8=0$

$_A(-8,\,8)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+8=0$

$_A(-8,\,8)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+16=0$

$_A(-8,\,8)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+24=0$

$_A(-8,\,8)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+32=0$

$_A(-8,\,8)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-40=0$

$_A(-8,\,8)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-8=0$

$_A(-8,\,8)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+8=0$

$_A(-8,\,8)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-48=0$

$_A(-8,\,8)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-40=0$

$_A(-8,\,8)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-32=0$

$_A(-8,\,8)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-24=0$

$_A(-8,\,8)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-16=0$

$_A(-8,\,8)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-8=0$

$_A(-8,\,8)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+8=0$

$_A(-8,\,8)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+16=0$

$_A(-8,\,8)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-56=0$

$_A(-8,\,8)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-40=0$

$_A(-8,\,8)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-24=0$

$_A(-8,\,8)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-8=0$

$_A(-8,\,8)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y+8=0$

$_A(-8,\,8)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-64=0$

$_A(-8,\,8)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-56=0$

$_A(-8,\,8)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-40=0$

$_A(-8,\,8)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-32=0$

$_A(-8,\,8)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-16=0$

$_A(-8,\,8)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-8=0$

$_A(-8,\,9)ʂA\beku n=(2,\,1)ɐȒ̕߂$

$2x+y+7=0$

$_A(-8,\,9)ʂA\beku n=(3,\,1)ɐȒ̕߂$

$3x+y+15=0$

$_A(-8,\,9)ʂA\beku n=(4,\,1)ɐȒ̕߂$

$4x+y+23=0$

$_A(-8,\,9)ʂA\beku n=(5,\,1)ɐȒ̕߂$

$5x+y+31=0$

$_A(-8,\,9)ʂA\beku n=(6,\,1)ɐȒ̕߂$

$6x+y+39=0$

$_A(-8,\,9)ʂA\beku n=(7,\,1)ɐȒ̕߂$

$7x+y+47=0$

$_A(-8,\,9)ʂA\beku n=(8,\,1)ɐȒ̕߂$

$8x+y+55=0$

$_A(-8,\,9)ʂA\beku n=(9,\,1)ɐȒ̕߂$

$9x+y+63=0$

$_A(-8,\,9)ʂA\beku n=(1,\,2)ɐȒ̕߂$

$x+2y-10=0$

$_A(-8,\,9)ʂA\beku n=(3,\,2)ɐȒ̕߂$

$3x+2y+6=0$

$_A(-8,\,9)ʂA\beku n=(5,\,2)ɐȒ̕߂$

$5x+2y+22=0$

$_A(-8,\,9)ʂA\beku n=(7,\,2)ɐȒ̕߂$

$7x+2y+38=0$

$_A(-8,\,9)ʂA\beku n=(9,\,2)ɐȒ̕߂$

$9x+2y+54=0$

$_A(-8,\,9)ʂA\beku n=(1,\,3)ɐȒ̕߂$

$x+3y-19=0$

$_A(-8,\,9)ʂA\beku n=(2,\,3)ɐȒ̕߂$

$2x+3y-11=0$

$_A(-8,\,9)ʂA\beku n=(4,\,3)ɐȒ̕߂$

$4x+3y+5=0$

$_A(-8,\,9)ʂA\beku n=(5,\,3)ɐȒ̕߂$

$5x+3y+13=0$

$_A(-8,\,9)ʂA\beku n=(7,\,3)ɐȒ̕߂$

$7x+3y+29=0$

$_A(-8,\,9)ʂA\beku n=(8,\,3)ɐȒ̕߂$

$8x+3y+37=0$

$_A(-8,\,9)ʂA\beku n=(1,\,4)ɐȒ̕߂$

$x+4y-28=0$

$_A(-8,\,9)ʂA\beku n=(3,\,4)ɐȒ̕߂$

$3x+4y-12=0$

$_A(-8,\,9)ʂA\beku n=(5,\,4)ɐȒ̕߂$

$5x+4y+4=0$

$_A(-8,\,9)ʂA\beku n=(7,\,4)ɐȒ̕߂$

$7x+4y+20=0$

$_A(-8,\,9)ʂA\beku n=(9,\,4)ɐȒ̕߂$

$9x+4y+36=0$

$_A(-8,\,9)ʂA\beku n=(1,\,5)ɐȒ̕߂$

$x+5y-37=0$

$_A(-8,\,9)ʂA\beku n=(2,\,5)ɐȒ̕߂$

$2x+5y-29=0$

$_A(-8,\,9)ʂA\beku n=(3,\,5)ɐȒ̕߂$

$3x+5y-21=0$

$_A(-8,\,9)ʂA\beku n=(4,\,5)ɐȒ̕߂$

$4x+5y-13=0$

$_A(-8,\,9)ʂA\beku n=(6,\,5)ɐȒ̕߂$

$6x+5y+3=0$

$_A(-8,\,9)ʂA\beku n=(7,\,5)ɐȒ̕߂$

$7x+5y+11=0$

$_A(-8,\,9)ʂA\beku n=(8,\,5)ɐȒ̕߂$

$8x+5y+19=0$

$_A(-8,\,9)ʂA\beku n=(9,\,5)ɐȒ̕߂$

$9x+5y+27=0$

$_A(-8,\,9)ʂA\beku n=(1,\,6)ɐȒ̕߂$

$x+6y-46=0$

$_A(-8,\,9)ʂA\beku n=(5,\,6)ɐȒ̕߂$

$5x+6y-14=0$

$_A(-8,\,9)ʂA\beku n=(7,\,6)ɐȒ̕߂$

$7x+6y+2=0$

$_A(-8,\,9)ʂA\beku n=(1,\,7)ɐȒ̕߂$

$x+7y-55=0$

$_A(-8,\,9)ʂA\beku n=(2,\,7)ɐȒ̕߂$

$2x+7y-47=0$

$_A(-8,\,9)ʂA\beku n=(3,\,7)ɐȒ̕߂$

$3x+7y-39=0$

$_A(-8,\,9)ʂA\beku n=(4,\,7)ɐȒ̕߂$

$4x+7y-31=0$

$_A(-8,\,9)ʂA\beku n=(5,\,7)ɐȒ̕߂$

$5x+7y-23=0$

$_A(-8,\,9)ʂA\beku n=(6,\,7)ɐȒ̕߂$

$6x+7y-15=0$

$_A(-8,\,9)ʂA\beku n=(8,\,7)ɐȒ̕߂$

$8x+7y+1=0$

$_A(-8,\,9)ʂA\beku n=(9,\,7)ɐȒ̕߂$

$9x+7y+9=0$

$_A(-8,\,9)ʂA\beku n=(1,\,8)ɐȒ̕߂$

$x+8y-64=0$

$_A(-8,\,9)ʂA\beku n=(3,\,8)ɐȒ̕߂$

$3x+8y-48=0$

$_A(-8,\,9)ʂA\beku n=(5,\,8)ɐȒ̕߂$

$5x+8y-32=0$

$_A(-8,\,9)ʂA\beku n=(7,\,8)ɐȒ̕߂$

$7x+8y-16=0$

$_A(-8,\,9)ʂA\beku n=(9,\,8)ɐȒ̕߂$

$9x+8y=0$

$_A(-8,\,9)ʂA\beku n=(1,\,9)ɐȒ̕߂$

$x+9y-73=0$

$_A(-8,\,9)ʂA\beku n=(2,\,9)ɐȒ̕߂$

$2x+9y-65=0$

$_A(-8,\,9)ʂA\beku n=(4,\,9)ɐȒ̕߂$

$4x+9y-49=0$

$_A(-8,\,9)ʂA\beku n=(5,\,9)ɐȒ̕߂$

$5x+9y-41=0$

$_A(-8,\,9)ʂA\beku n=(7,\,9)ɐȒ̕߂$

$7x+9y-25=0$

$_A(-8,\,9)ʂA\beku n=(8,\,9)ɐȒ̕߂$

$8x+9y-17=0$




[Level6]
ʂ1_Ɩ@xNgŔ}ϐ\

$_A(1,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9+8t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+6t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+6t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+6t \end{cases}$

$_A(9,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+8t \end{cases}$

$_A(9,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+3t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=1+9t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+4t \end{cases}$

$_A(9,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+5t \end{cases}$

$_A(9,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+7t \end{cases}$

$_A(9,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=1+8t \end{cases}$

$_A(9,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+6t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+6t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+6t \end{cases}$

$_A(9,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+8t \end{cases}$

$_A(9,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+3t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=2+9t \end{cases}$

$_A(9,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+t \end{cases}$

$_A(9,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+2t \end{cases}$

$_A(9,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+4t \end{cases}$

$_A(9,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+5t \end{cases}$

$_A(9,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+7t \end{cases}$

$_A(9,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=2+8t \end{cases}$

$_A(9,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+6t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+6t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+6t \end{cases}$

$_A(9,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+8t \end{cases}$

$_A(9,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+3t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=3+9t \end{cases}$

$_A(9,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+t \end{cases}$

$_A(9,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+2t \end{cases}$

$_A(9,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+4t \end{cases}$

$_A(9,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+5t \end{cases}$

$_A(9,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+7t \end{cases}$

$_A(9,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=3+8t \end{cases}$

$_A(9,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+6t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+6t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+6t \end{cases}$

$_A(9,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+8t \end{cases}$

$_A(9,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+3t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=4+9t \end{cases}$

$_A(9,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+t \end{cases}$

$_A(9,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+2t \end{cases}$

$_A(9,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+4t \end{cases}$

$_A(9,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+5t \end{cases}$

$_A(9,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+7t \end{cases}$

$_A(9,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=4+8t \end{cases}$

$_A(9,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+6t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+6t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+6t \end{cases}$

$_A(9,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+8t \end{cases}$

$_A(9,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+3t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=5+9t \end{cases}$

$_A(9,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+t \end{cases}$

$_A(9,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+2t \end{cases}$

$_A(9,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+4t \end{cases}$

$_A(9,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+5t \end{cases}$

$_A(9,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+7t \end{cases}$

$_A(9,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=5+8t \end{cases}$

$_A(9,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+6t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+6t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+6t \end{cases}$

$_A(9,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+8t \end{cases}$

$_A(9,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+3t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=6+9t \end{cases}$

$_A(9,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+t \end{cases}$

$_A(9,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+2t \end{cases}$

$_A(9,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+4t \end{cases}$

$_A(9,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+5t \end{cases}$

$_A(9,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+7t \end{cases}$

$_A(9,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=6+8t \end{cases}$

$_A(9,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+6t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+6t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+6t \end{cases}$

$_A(9,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+8t \end{cases}$

$_A(9,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+3t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=7+9t \end{cases}$

$_A(9,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+t \end{cases}$

$_A(9,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+2t \end{cases}$

$_A(9,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+4t \end{cases}$

$_A(9,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+5t \end{cases}$

$_A(9,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+7t \end{cases}$

$_A(9,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=7+8t \end{cases}$

$_A(9,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+6t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+6t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+6t \end{cases}$

$_A(9,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+8t \end{cases}$

$_A(9,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+3t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=8+9t \end{cases}$

$_A(9,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+t \end{cases}$

$_A(9,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+2t \end{cases}$

$_A(9,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+4t \end{cases}$

$_A(9,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+5t \end{cases}$

$_A(9,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+7t \end{cases}$

$_A(9,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=8+8t \end{cases}$

$_A(9,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+6t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=9+t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=9+2t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=9+3t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=9+4t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+6t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=9+5t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=9+6t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+6t \end{cases}$

$_A(9,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+8t \end{cases}$

$_A(9,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=9+7t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+3t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=9+8t \\ y=9+9t \end{cases}$

$_A(9,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+t \end{cases}$

$_A(9,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+2t \end{cases}$

$_A(9,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+4t \end{cases}$

$_A(9,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+5t \end{cases}$

$_A(9,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+7t \end{cases}$

$_A(9,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=9+9t \\ y=9+8t \end{cases}$





$_A(1,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=1-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=2-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=3-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=4-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=5-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=6-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=7-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=8-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=9-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=1-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=2-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=3-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=4-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=5-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=6-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=7-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=8-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=9-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=1-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=2-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=3-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=4-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=5-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=6-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=7-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=8-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=9-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=1-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=2-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=3-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=4-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=5-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=6-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=7-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=8-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=9-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=1-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=2-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=3-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=4-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=5-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=6-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=7-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=8-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=9-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=1-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=2-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=3-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=4-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=5-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=6-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=7-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=8-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=9-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=1-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=2-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=3-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=4-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=5-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=6-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=7-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=8-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=9-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=1-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=2-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=3-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=4-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=5-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=6-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=7-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=8-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=9-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1-9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2-9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3-9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4-9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5-9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6-9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7-9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8-9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9-9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1-9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2-9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3-9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4-9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5-9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6-9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7-9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8-9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9-9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1-9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2-9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3-9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4-9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5-9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6-9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7-9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8-9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9-9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1-9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2-9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3-9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4-9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5-9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6-9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7-9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8-9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9-9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1-9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2-9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3-9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4-9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5-9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6-9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7-9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8-9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9-9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1-9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2-9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3-9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4-9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5-9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6-9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7-9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8-9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9-9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1-9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2-9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3-9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4-9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5-9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6-9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7-9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8-9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9-9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1-9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2-9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3-9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4-9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5-9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6-9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7-9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8-9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9-9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9-8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+6t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+8t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+3t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=1+9t \end{cases}$

$_A(1,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+t \end{cases}$

$_A(1,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+2t \end{cases}$

$_A(1,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+4t \end{cases}$

$_A(1,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+5t \end{cases}$

$_A(1,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+7t \end{cases}$

$_A(1,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=1+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+6t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+8t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+3t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=2+9t \end{cases}$

$_A(1,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+t \end{cases}$

$_A(1,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+2t \end{cases}$

$_A(1,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+4t \end{cases}$

$_A(1,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+5t \end{cases}$

$_A(1,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+7t \end{cases}$

$_A(1,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=2+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+6t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+8t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+3t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=3+9t \end{cases}$

$_A(1,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+t \end{cases}$

$_A(1,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+2t \end{cases}$

$_A(1,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+4t \end{cases}$

$_A(1,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+5t \end{cases}$

$_A(1,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+7t \end{cases}$

$_A(1,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=3+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+6t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+8t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+3t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=4+9t \end{cases}$

$_A(1,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+t \end{cases}$

$_A(1,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+2t \end{cases}$

$_A(1,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+4t \end{cases}$

$_A(1,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+5t \end{cases}$

$_A(1,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+7t \end{cases}$

$_A(1,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=4+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+6t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+8t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+3t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=5+9t \end{cases}$

$_A(1,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+t \end{cases}$

$_A(1,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+2t \end{cases}$

$_A(1,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+4t \end{cases}$

$_A(1,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+5t \end{cases}$

$_A(1,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+7t \end{cases}$

$_A(1,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=5+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+6t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+8t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+3t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=6+9t \end{cases}$

$_A(1,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+t \end{cases}$

$_A(1,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+2t \end{cases}$

$_A(1,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+4t \end{cases}$

$_A(1,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+5t \end{cases}$

$_A(1,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+7t \end{cases}$

$_A(1,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=6+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+6t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+8t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+3t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=7+9t \end{cases}$

$_A(1,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+t \end{cases}$

$_A(1,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+2t \end{cases}$

$_A(1,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+4t \end{cases}$

$_A(1,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+5t \end{cases}$

$_A(1,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+7t \end{cases}$

$_A(1,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=7+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+6t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+8t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+3t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=8+9t \end{cases}$

$_A(1,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+t \end{cases}$

$_A(1,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+2t \end{cases}$

$_A(1,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+4t \end{cases}$

$_A(1,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+5t \end{cases}$

$_A(1,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+7t \end{cases}$

$_A(1,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=8+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+6t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+8t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+3t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=9+9t \end{cases}$

$_A(1,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+t \end{cases}$

$_A(1,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+2t \end{cases}$

$_A(1,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+4t \end{cases}$

$_A(1,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+5t \end{cases}$

$_A(1,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+7t \end{cases}$

$_A(1,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=9+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+6t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+8t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+3t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=1+9t \end{cases}$

$_A(2,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+t \end{cases}$

$_A(2,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+2t \end{cases}$

$_A(2,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+4t \end{cases}$

$_A(2,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+5t \end{cases}$

$_A(2,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+7t \end{cases}$

$_A(2,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=1+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+6t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+8t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+3t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=2+9t \end{cases}$

$_A(2,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+t \end{cases}$

$_A(2,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+2t \end{cases}$

$_A(2,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+4t \end{cases}$

$_A(2,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+5t \end{cases}$

$_A(2,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+7t \end{cases}$

$_A(2,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=2+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+6t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+8t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+3t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=3+9t \end{cases}$

$_A(2,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+t \end{cases}$

$_A(2,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+2t \end{cases}$

$_A(2,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+4t \end{cases}$

$_A(2,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+5t \end{cases}$

$_A(2,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+7t \end{cases}$

$_A(2,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=3+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+6t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+8t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+3t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=4+9t \end{cases}$

$_A(2,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+t \end{cases}$

$_A(2,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+2t \end{cases}$

$_A(2,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+4t \end{cases}$

$_A(2,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+5t \end{cases}$

$_A(2,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+7t \end{cases}$

$_A(2,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=4+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+6t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+8t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+3t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=5+9t \end{cases}$

$_A(2,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+t \end{cases}$

$_A(2,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+2t \end{cases}$

$_A(2,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+4t \end{cases}$

$_A(2,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+5t \end{cases}$

$_A(2,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+7t \end{cases}$

$_A(2,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=5+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+6t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+8t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+3t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=6+9t \end{cases}$

$_A(2,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+t \end{cases}$

$_A(2,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+2t \end{cases}$

$_A(2,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+4t \end{cases}$

$_A(2,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+5t \end{cases}$

$_A(2,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+7t \end{cases}$

$_A(2,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=6+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+6t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+8t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+3t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=7+9t \end{cases}$

$_A(2,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+t \end{cases}$

$_A(2,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+2t \end{cases}$

$_A(2,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+4t \end{cases}$

$_A(2,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+5t \end{cases}$

$_A(2,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+7t \end{cases}$

$_A(2,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=7+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+6t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+8t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+3t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=8+9t \end{cases}$

$_A(2,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+t \end{cases}$

$_A(2,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+2t \end{cases}$

$_A(2,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+4t \end{cases}$

$_A(2,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+5t \end{cases}$

$_A(2,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+7t \end{cases}$

$_A(2,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=8+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+6t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+8t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+3t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=9+9t \end{cases}$

$_A(2,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+t \end{cases}$

$_A(2,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+2t \end{cases}$

$_A(2,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+4t \end{cases}$

$_A(2,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+5t \end{cases}$

$_A(2,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+7t \end{cases}$

$_A(2,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=9+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+6t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+8t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+3t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=1+9t \end{cases}$

$_A(3,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+t \end{cases}$

$_A(3,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+2t \end{cases}$

$_A(3,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+4t \end{cases}$

$_A(3,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+5t \end{cases}$

$_A(3,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+7t \end{cases}$

$_A(3,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=1+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+6t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+8t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+3t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=2+9t \end{cases}$

$_A(3,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+t \end{cases}$

$_A(3,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+2t \end{cases}$

$_A(3,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+4t \end{cases}$

$_A(3,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+5t \end{cases}$

$_A(3,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+7t \end{cases}$

$_A(3,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=2+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+6t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+8t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+3t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=3+9t \end{cases}$

$_A(3,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+t \end{cases}$

$_A(3,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+2t \end{cases}$

$_A(3,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+4t \end{cases}$

$_A(3,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+5t \end{cases}$

$_A(3,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+7t \end{cases}$

$_A(3,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=3+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+6t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+8t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+3t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=4+9t \end{cases}$

$_A(3,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+t \end{cases}$

$_A(3,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+2t \end{cases}$

$_A(3,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+4t \end{cases}$

$_A(3,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+5t \end{cases}$

$_A(3,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+7t \end{cases}$

$_A(3,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=4+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+6t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+8t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+3t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=5+9t \end{cases}$

$_A(3,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+t \end{cases}$

$_A(3,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+2t \end{cases}$

$_A(3,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+4t \end{cases}$

$_A(3,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+5t \end{cases}$

$_A(3,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+7t \end{cases}$

$_A(3,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=5+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+6t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+8t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+3t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=6+9t \end{cases}$

$_A(3,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+t \end{cases}$

$_A(3,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+2t \end{cases}$

$_A(3,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+4t \end{cases}$

$_A(3,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+5t \end{cases}$

$_A(3,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+7t \end{cases}$

$_A(3,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=6+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+6t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+8t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+3t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=7+9t \end{cases}$

$_A(3,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+t \end{cases}$

$_A(3,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+2t \end{cases}$

$_A(3,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+4t \end{cases}$

$_A(3,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+5t \end{cases}$

$_A(3,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+7t \end{cases}$

$_A(3,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=7+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+6t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+8t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+3t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=8+9t \end{cases}$

$_A(3,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+t \end{cases}$

$_A(3,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+2t \end{cases}$

$_A(3,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+4t \end{cases}$

$_A(3,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+5t \end{cases}$

$_A(3,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+7t \end{cases}$

$_A(3,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=8+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+6t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+8t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+3t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=9+9t \end{cases}$

$_A(3,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+t \end{cases}$

$_A(3,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+2t \end{cases}$

$_A(3,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+4t \end{cases}$

$_A(3,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+5t \end{cases}$

$_A(3,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+7t \end{cases}$

$_A(3,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=9+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+6t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+8t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+3t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=1+9t \end{cases}$

$_A(4,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+t \end{cases}$

$_A(4,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+2t \end{cases}$

$_A(4,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+4t \end{cases}$

$_A(4,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+5t \end{cases}$

$_A(4,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+7t \end{cases}$

$_A(4,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=1+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+6t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+8t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+3t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=2+9t \end{cases}$

$_A(4,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+t \end{cases}$

$_A(4,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+2t \end{cases}$

$_A(4,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+4t \end{cases}$

$_A(4,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+5t \end{cases}$

$_A(4,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+7t \end{cases}$

$_A(4,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=2+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+6t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+8t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+3t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=3+9t \end{cases}$

$_A(4,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+t \end{cases}$

$_A(4,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+2t \end{cases}$

$_A(4,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+4t \end{cases}$

$_A(4,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+5t \end{cases}$

$_A(4,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+7t \end{cases}$

$_A(4,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=3+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+6t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+8t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+3t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=4+9t \end{cases}$

$_A(4,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+t \end{cases}$

$_A(4,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+2t \end{cases}$

$_A(4,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+4t \end{cases}$

$_A(4,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+5t \end{cases}$

$_A(4,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+7t \end{cases}$

$_A(4,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=4+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+6t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+8t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+3t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=5+9t \end{cases}$

$_A(4,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+t \end{cases}$

$_A(4,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+2t \end{cases}$

$_A(4,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+4t \end{cases}$

$_A(4,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+5t \end{cases}$

$_A(4,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+7t \end{cases}$

$_A(4,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=5+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+6t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+8t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+3t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=6+9t \end{cases}$

$_A(4,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+t \end{cases}$

$_A(4,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+2t \end{cases}$

$_A(4,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+4t \end{cases}$

$_A(4,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+5t \end{cases}$

$_A(4,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+7t \end{cases}$

$_A(4,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=6+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+6t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+8t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+3t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=7+9t \end{cases}$

$_A(4,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+t \end{cases}$

$_A(4,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+2t \end{cases}$

$_A(4,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+4t \end{cases}$

$_A(4,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+5t \end{cases}$

$_A(4,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+7t \end{cases}$

$_A(4,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=7+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+6t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+8t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+3t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=8+9t \end{cases}$

$_A(4,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+t \end{cases}$

$_A(4,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+2t \end{cases}$

$_A(4,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+4t \end{cases}$

$_A(4,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+5t \end{cases}$

$_A(4,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+7t \end{cases}$

$_A(4,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=8+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+6t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+8t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+3t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=9+9t \end{cases}$

$_A(4,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+t \end{cases}$

$_A(4,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+2t \end{cases}$

$_A(4,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+4t \end{cases}$

$_A(4,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+5t \end{cases}$

$_A(4,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+7t \end{cases}$

$_A(4,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=9+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+6t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+8t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+3t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=1+9t \end{cases}$

$_A(5,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+t \end{cases}$

$_A(5,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+2t \end{cases}$

$_A(5,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+4t \end{cases}$

$_A(5,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+5t \end{cases}$

$_A(5,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+7t \end{cases}$

$_A(5,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=1+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+6t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+8t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+3t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=2+9t \end{cases}$

$_A(5,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+t \end{cases}$

$_A(5,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+2t \end{cases}$

$_A(5,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+4t \end{cases}$

$_A(5,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+5t \end{cases}$

$_A(5,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+7t \end{cases}$

$_A(5,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=2+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+6t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+8t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+3t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=3+9t \end{cases}$

$_A(5,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+t \end{cases}$

$_A(5,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+2t \end{cases}$

$_A(5,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+4t \end{cases}$

$_A(5,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+5t \end{cases}$

$_A(5,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+7t \end{cases}$

$_A(5,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=3+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+6t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+8t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+3t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=4+9t \end{cases}$

$_A(5,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+t \end{cases}$

$_A(5,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+2t \end{cases}$

$_A(5,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+4t \end{cases}$

$_A(5,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+5t \end{cases}$

$_A(5,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+7t \end{cases}$

$_A(5,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=4+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+6t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+8t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+3t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=5+9t \end{cases}$

$_A(5,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+t \end{cases}$

$_A(5,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+2t \end{cases}$

$_A(5,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+4t \end{cases}$

$_A(5,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+5t \end{cases}$

$_A(5,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+7t \end{cases}$

$_A(5,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=5+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+6t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+8t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+3t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=6+9t \end{cases}$

$_A(5,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+t \end{cases}$

$_A(5,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+2t \end{cases}$

$_A(5,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+4t \end{cases}$

$_A(5,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+5t \end{cases}$

$_A(5,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+7t \end{cases}$

$_A(5,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=6+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+6t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+8t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+3t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=7+9t \end{cases}$

$_A(5,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+t \end{cases}$

$_A(5,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+2t \end{cases}$

$_A(5,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+4t \end{cases}$

$_A(5,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+5t \end{cases}$

$_A(5,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+7t \end{cases}$

$_A(5,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=7+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+6t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+8t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+3t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=8+9t \end{cases}$

$_A(5,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+t \end{cases}$

$_A(5,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+2t \end{cases}$

$_A(5,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+4t \end{cases}$

$_A(5,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+5t \end{cases}$

$_A(5,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+7t \end{cases}$

$_A(5,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=8+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+6t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+8t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+3t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=9+9t \end{cases}$

$_A(5,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+t \end{cases}$

$_A(5,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+2t \end{cases}$

$_A(5,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+4t \end{cases}$

$_A(5,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+5t \end{cases}$

$_A(5,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+7t \end{cases}$

$_A(5,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=9+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+6t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+8t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+3t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=1+9t \end{cases}$

$_A(6,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+t \end{cases}$

$_A(6,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+2t \end{cases}$

$_A(6,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+4t \end{cases}$

$_A(6,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+5t \end{cases}$

$_A(6,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+7t \end{cases}$

$_A(6,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=1+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+6t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+8t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+3t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=2+9t \end{cases}$

$_A(6,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+t \end{cases}$

$_A(6,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+2t \end{cases}$

$_A(6,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+4t \end{cases}$

$_A(6,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+5t \end{cases}$

$_A(6,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+7t \end{cases}$

$_A(6,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=2+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+6t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+8t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+3t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=3+9t \end{cases}$

$_A(6,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+t \end{cases}$

$_A(6,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+2t \end{cases}$

$_A(6,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+4t \end{cases}$

$_A(6,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+5t \end{cases}$

$_A(6,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+7t \end{cases}$

$_A(6,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=3+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+6t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+8t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+3t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=4+9t \end{cases}$

$_A(6,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+t \end{cases}$

$_A(6,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+2t \end{cases}$

$_A(6,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+4t \end{cases}$

$_A(6,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+5t \end{cases}$

$_A(6,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+7t \end{cases}$

$_A(6,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=4+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+6t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+8t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+3t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=5+9t \end{cases}$

$_A(6,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+t \end{cases}$

$_A(6,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+2t \end{cases}$

$_A(6,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+4t \end{cases}$

$_A(6,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+5t \end{cases}$

$_A(6,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+7t \end{cases}$

$_A(6,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=5+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+6t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+8t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+3t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=6+9t \end{cases}$

$_A(6,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+t \end{cases}$

$_A(6,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+2t \end{cases}$

$_A(6,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+4t \end{cases}$

$_A(6,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+5t \end{cases}$

$_A(6,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+7t \end{cases}$

$_A(6,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=6+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+6t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+8t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+3t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=7+9t \end{cases}$

$_A(6,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+t \end{cases}$

$_A(6,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+2t \end{cases}$

$_A(6,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+4t \end{cases}$

$_A(6,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+5t \end{cases}$

$_A(6,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+7t \end{cases}$

$_A(6,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=7+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+6t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+8t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+3t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=8+9t \end{cases}$

$_A(6,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+t \end{cases}$

$_A(6,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+2t \end{cases}$

$_A(6,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+4t \end{cases}$

$_A(6,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+5t \end{cases}$

$_A(6,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+7t \end{cases}$

$_A(6,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=8+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+6t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+8t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+3t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=9+9t \end{cases}$

$_A(6,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+t \end{cases}$

$_A(6,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+2t \end{cases}$

$_A(6,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+4t \end{cases}$

$_A(6,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+5t \end{cases}$

$_A(6,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+7t \end{cases}$

$_A(6,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=9+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+6t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+8t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+3t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=1+9t \end{cases}$

$_A(7,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+t \end{cases}$

$_A(7,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+2t \end{cases}$

$_A(7,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+4t \end{cases}$

$_A(7,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+5t \end{cases}$

$_A(7,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+7t \end{cases}$

$_A(7,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=1+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+6t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+8t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+3t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=2+9t \end{cases}$

$_A(7,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+t \end{cases}$

$_A(7,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+2t \end{cases}$

$_A(7,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+4t \end{cases}$

$_A(7,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+5t \end{cases}$

$_A(7,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+7t \end{cases}$

$_A(7,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=2+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+6t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+8t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+3t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=3+9t \end{cases}$

$_A(7,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+t \end{cases}$

$_A(7,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+2t \end{cases}$

$_A(7,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+4t \end{cases}$

$_A(7,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+5t \end{cases}$

$_A(7,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+7t \end{cases}$

$_A(7,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=3+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+6t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+8t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+3t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=4+9t \end{cases}$

$_A(7,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+t \end{cases}$

$_A(7,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+2t \end{cases}$

$_A(7,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+4t \end{cases}$

$_A(7,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+5t \end{cases}$

$_A(7,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+7t \end{cases}$

$_A(7,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=4+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+6t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+8t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+3t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=5+9t \end{cases}$

$_A(7,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+t \end{cases}$

$_A(7,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+2t \end{cases}$

$_A(7,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+4t \end{cases}$

$_A(7,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+5t \end{cases}$

$_A(7,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+7t \end{cases}$

$_A(7,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=5+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+6t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+8t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+3t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=6+9t \end{cases}$

$_A(7,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+t \end{cases}$

$_A(7,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+2t \end{cases}$

$_A(7,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+4t \end{cases}$

$_A(7,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+5t \end{cases}$

$_A(7,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+7t \end{cases}$

$_A(7,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=6+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+6t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+8t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+3t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=7+9t \end{cases}$

$_A(7,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+t \end{cases}$

$_A(7,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+2t \end{cases}$

$_A(7,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+4t \end{cases}$

$_A(7,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+5t \end{cases}$

$_A(7,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+7t \end{cases}$

$_A(7,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=7+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+6t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+8t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+3t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=8+9t \end{cases}$

$_A(7,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+t \end{cases}$

$_A(7,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+2t \end{cases}$

$_A(7,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+4t \end{cases}$

$_A(7,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+5t \end{cases}$

$_A(7,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+7t \end{cases}$

$_A(7,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=8+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+6t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+8t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+3t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=9+9t \end{cases}$

$_A(7,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+t \end{cases}$

$_A(7,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+2t \end{cases}$

$_A(7,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+4t \end{cases}$

$_A(7,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+5t \end{cases}$

$_A(7,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+7t \end{cases}$

$_A(7,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=9+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+6t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+8t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+3t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=1+9t \end{cases}$

$_A(8,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+t \end{cases}$

$_A(8,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+2t \end{cases}$

$_A(8,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+4t \end{cases}$

$_A(8,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+5t \end{cases}$

$_A(8,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+7t \end{cases}$

$_A(8,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=1+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+6t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+8t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+3t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=2+9t \end{cases}$

$_A(8,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+t \end{cases}$

$_A(8,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+2t \end{cases}$

$_A(8,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+4t \end{cases}$

$_A(8,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+5t \end{cases}$

$_A(8,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+7t \end{cases}$

$_A(8,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=2+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+6t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+8t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+3t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=3+9t \end{cases}$

$_A(8,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+t \end{cases}$

$_A(8,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+2t \end{cases}$

$_A(8,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+4t \end{cases}$

$_A(8,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+5t \end{cases}$

$_A(8,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+7t \end{cases}$

$_A(8,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=3+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+6t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+8t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+3t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=4+9t \end{cases}$

$_A(8,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+t \end{cases}$

$_A(8,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+2t \end{cases}$

$_A(8,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+4t \end{cases}$

$_A(8,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+5t \end{cases}$

$_A(8,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+7t \end{cases}$

$_A(8,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=4+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+6t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+8t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+3t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=5+9t \end{cases}$

$_A(8,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+t \end{cases}$

$_A(8,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+2t \end{cases}$

$_A(8,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+4t \end{cases}$

$_A(8,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+5t \end{cases}$

$_A(8,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+7t \end{cases}$

$_A(8,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=5+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+6t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+8t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+3t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=6+9t \end{cases}$

$_A(8,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+t \end{cases}$

$_A(8,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+2t \end{cases}$

$_A(8,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+4t \end{cases}$

$_A(8,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+5t \end{cases}$

$_A(8,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+7t \end{cases}$

$_A(8,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=6+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+6t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+8t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+3t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=7+9t \end{cases}$

$_A(8,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+t \end{cases}$

$_A(8,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+2t \end{cases}$

$_A(8,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+4t \end{cases}$

$_A(8,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+5t \end{cases}$

$_A(8,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+7t \end{cases}$

$_A(8,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=7+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+6t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+8t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+3t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=8+9t \end{cases}$

$_A(8,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+t \end{cases}$

$_A(8,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+2t \end{cases}$

$_A(8,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+4t \end{cases}$

$_A(8,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+5t \end{cases}$

$_A(8,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+7t \end{cases}$

$_A(8,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=8+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+6t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+8t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+3t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=9+9t \end{cases}$

$_A(8,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+t \end{cases}$

$_A(8,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+2t \end{cases}$

$_A(8,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+4t \end{cases}$

$_A(8,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+5t \end{cases}$

$_A(8,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+7t \end{cases}$

$_A(8,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=9+8t \end{cases}$

$_A(9,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=9-t \\ y=1+t \end{cases}$

$_A(9,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=9-t \\ y=1+2t \end{cases}$

$_A(9,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=9-t \\ y=1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-1-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-2-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-3-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-4-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-5-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-6-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-7-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-8-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=1+t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=1+2t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=1+3t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=1+4t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=1+5t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=1+6t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=1+7t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=1+8t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=1+9t \\ y=-9-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-1-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-2-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-3-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-4-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-5-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-6-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-7-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-8-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=2+t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=2+2t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=2+3t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=2+4t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=2+5t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=2+6t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=2+7t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=2+8t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=2+9t \\ y=-9-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-1-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-2-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-3-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-4-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-5-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-6-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-7-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-8-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=3+t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=3+2t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=3+3t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=3+4t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=3+5t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=3+6t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=3+7t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=3+8t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=3+9t \\ y=-9-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-1-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-2-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-3-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-4-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-5-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-6-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-7-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-8-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=4+t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=4+2t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=4+3t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=4+4t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=4+5t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=4+6t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=4+7t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=4+8t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=4+9t \\ y=-9-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-1-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-2-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-3-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-4-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-5-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-6-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-7-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-8-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=5+t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=5+2t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=5+3t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=5+4t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=5+5t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=5+6t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=5+7t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=5+8t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=5+9t \\ y=-9-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-1-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-2-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-3-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-4-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-5-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-6-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-7-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-8-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=6+t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=6+2t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=6+3t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=6+4t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=6+5t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=6+6t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=6+7t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=6+8t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=6+9t \\ y=-9-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-1-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-2-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-3-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-4-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-5-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-6-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-7-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-8-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=7+t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=7+2t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=7+3t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=7+4t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=7+5t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=7+6t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=7+7t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=7+8t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=7+9t \\ y=-9-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-1-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-2-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-3-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-4-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-5-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-6-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-7-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-8-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=8+t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=8+2t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=8+3t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=8+4t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=8+5t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=8+6t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=8+7t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=8+8t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=8+9t \\ y=-9-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1-9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2-9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3-9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4-9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5-9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6-9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7-9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8-9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9-9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1-9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2-9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3-9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4-9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5-9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6-9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7-9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8-9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9-9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1-9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2-9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3-9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4-9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5-9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6-9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7-9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8-9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9-9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1-9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2-9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3-9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4-9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5-9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6-9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7-9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8-9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9-9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1-9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2-9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3-9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4-9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5-9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6-9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7-9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8-9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9-9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1-9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2-9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3-9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4-9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5-9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6-9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7-9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8-9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9-9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1-9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2-9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3-9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4-9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5-9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6-9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7-9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8-9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9-9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1-9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2-9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3-9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4-9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5-9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6-9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7-9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8-9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9-9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9-8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+6t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+8t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+3t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-1+9t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+2t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+4t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+5t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+7t \end{cases}$

$_A(1,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-1+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+6t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+8t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+3t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-2+9t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+2t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+4t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+5t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+7t \end{cases}$

$_A(1,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-2+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+6t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+8t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+3t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-3+9t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+2t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+4t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+5t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+7t \end{cases}$

$_A(1,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-3+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+6t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+8t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+3t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-4+9t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+2t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+4t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+5t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+7t \end{cases}$

$_A(1,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-4+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+6t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+8t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+3t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-5+9t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+2t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+4t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+5t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+7t \end{cases}$

$_A(1,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-5+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+6t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+8t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+3t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-6+9t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+2t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+4t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+5t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+7t \end{cases}$

$_A(1,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-6+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+6t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+8t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+3t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-7+9t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+2t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+4t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+5t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+7t \end{cases}$

$_A(1,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-7+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+6t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+8t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+3t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-8+9t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+2t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+4t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+5t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+7t \end{cases}$

$_A(1,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-8+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=1-t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=1-2t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=1-3t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=1-4t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=1-5t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=1-6t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+6t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+8t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=1-7t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+3t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=1-8t \\ y=-9+9t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+2t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+4t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+5t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+7t \end{cases}$

$_A(1,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=1-9t \\ y=-9+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+6t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+8t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+3t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-1+9t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+2t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+4t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+5t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+7t \end{cases}$

$_A(2,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-1+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+6t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+8t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+3t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-2+9t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+2t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+4t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+5t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+7t \end{cases}$

$_A(2,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-2+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+6t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+8t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+3t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-3+9t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+2t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+4t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+5t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+7t \end{cases}$

$_A(2,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-3+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+6t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+8t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+3t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-4+9t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+2t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+4t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+5t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+7t \end{cases}$

$_A(2,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-4+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+6t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+8t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+3t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-5+9t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+2t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+4t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+5t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+7t \end{cases}$

$_A(2,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-5+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+6t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+8t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+3t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-6+9t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+2t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+4t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+5t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+7t \end{cases}$

$_A(2,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-6+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+6t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+8t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+3t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-7+9t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+2t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+4t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+5t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+7t \end{cases}$

$_A(2,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-7+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+6t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+8t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+3t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-8+9t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+2t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+4t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+5t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+7t \end{cases}$

$_A(2,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-8+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=2-t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=2-2t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=2-3t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=2-4t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=2-5t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=2-6t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+6t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+8t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=2-7t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+3t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=2-8t \\ y=-9+9t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+2t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+4t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+5t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+7t \end{cases}$

$_A(2,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=2-9t \\ y=-9+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+6t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+8t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+3t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-1+9t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+2t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+4t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+5t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+7t \end{cases}$

$_A(3,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-1+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+6t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+8t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+3t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-2+9t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+2t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+4t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+5t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+7t \end{cases}$

$_A(3,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-2+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+6t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+8t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+3t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-3+9t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+2t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+4t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+5t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+7t \end{cases}$

$_A(3,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-3+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+6t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+8t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+3t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-4+9t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+2t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+4t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+5t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+7t \end{cases}$

$_A(3,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-4+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+6t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+8t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+3t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-5+9t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+2t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+4t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+5t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+7t \end{cases}$

$_A(3,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-5+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+6t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+8t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+3t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-6+9t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+2t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+4t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+5t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+7t \end{cases}$

$_A(3,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-6+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+6t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+8t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+3t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-7+9t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+2t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+4t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+5t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+7t \end{cases}$

$_A(3,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-7+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+6t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+8t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+3t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-8+9t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+2t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+4t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+5t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+7t \end{cases}$

$_A(3,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-8+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=3-t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=3-2t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=3-3t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=3-4t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=3-5t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=3-6t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+6t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+8t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=3-7t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+3t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=3-8t \\ y=-9+9t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+2t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+4t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+5t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+7t \end{cases}$

$_A(3,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=3-9t \\ y=-9+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+6t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+8t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+3t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-1+9t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+2t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+4t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+5t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+7t \end{cases}$

$_A(4,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-1+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+6t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+8t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+3t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-2+9t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+2t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+4t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+5t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+7t \end{cases}$

$_A(4,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-2+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+6t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+8t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+3t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-3+9t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+2t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+4t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+5t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+7t \end{cases}$

$_A(4,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-3+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+6t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+8t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+3t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-4+9t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+2t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+4t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+5t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+7t \end{cases}$

$_A(4,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-4+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+6t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+8t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+3t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-5+9t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+2t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+4t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+5t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+7t \end{cases}$

$_A(4,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-5+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+6t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+8t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+3t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-6+9t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+2t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+4t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+5t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+7t \end{cases}$

$_A(4,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-6+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+6t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+8t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+3t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-7+9t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+2t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+4t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+5t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+7t \end{cases}$

$_A(4,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-7+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+6t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+8t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+3t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-8+9t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+2t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+4t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+5t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+7t \end{cases}$

$_A(4,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-8+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=4-t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=4-2t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=4-3t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=4-4t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=4-5t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=4-6t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+6t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+8t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=4-7t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+3t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=4-8t \\ y=-9+9t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+2t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+4t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+5t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+7t \end{cases}$

$_A(4,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=4-9t \\ y=-9+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+6t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+8t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+3t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-1+9t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+2t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+4t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+5t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+7t \end{cases}$

$_A(5,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-1+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+6t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+8t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+3t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-2+9t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+2t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+4t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+5t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+7t \end{cases}$

$_A(5,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-2+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+6t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+8t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+3t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-3+9t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+2t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+4t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+5t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+7t \end{cases}$

$_A(5,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-3+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+6t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+8t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+3t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-4+9t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+2t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+4t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+5t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+7t \end{cases}$

$_A(5,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-4+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+6t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+8t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+3t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-5+9t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+2t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+4t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+5t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+7t \end{cases}$

$_A(5,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-5+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+6t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+8t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+3t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-6+9t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+2t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+4t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+5t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+7t \end{cases}$

$_A(5,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-6+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+6t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+8t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+3t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-7+9t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+2t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+4t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+5t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+7t \end{cases}$

$_A(5,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-7+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+6t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+8t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+3t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-8+9t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+2t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+4t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+5t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+7t \end{cases}$

$_A(5,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-8+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=5-t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=5-2t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=5-3t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=5-4t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=5-5t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=5-6t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+6t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+8t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=5-7t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+3t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=5-8t \\ y=-9+9t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+2t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+4t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+5t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+7t \end{cases}$

$_A(5,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=5-9t \\ y=-9+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+6t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+8t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+3t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-1+9t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+2t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+4t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+5t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+7t \end{cases}$

$_A(6,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-1+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+6t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+8t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+3t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-2+9t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+2t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+4t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+5t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+7t \end{cases}$

$_A(6,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-2+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+6t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+8t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+3t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-3+9t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+2t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+4t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+5t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+7t \end{cases}$

$_A(6,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-3+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+6t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+8t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+3t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-4+9t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+2t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+4t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+5t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+7t \end{cases}$

$_A(6,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-4+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+6t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+8t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+3t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-5+9t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+2t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+4t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+5t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+7t \end{cases}$

$_A(6,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-5+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+6t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+8t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+3t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-6+9t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+2t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+4t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+5t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+7t \end{cases}$

$_A(6,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-6+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+6t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+8t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+3t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-7+9t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+2t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+4t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+5t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+7t \end{cases}$

$_A(6,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-7+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+6t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+8t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+3t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-8+9t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+2t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+4t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+5t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+7t \end{cases}$

$_A(6,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-8+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=6-t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=6-2t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=6-3t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=6-4t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=6-5t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=6-6t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+6t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+8t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=6-7t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+3t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=6-8t \\ y=-9+9t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+2t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+4t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+5t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+7t \end{cases}$

$_A(6,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=6-9t \\ y=-9+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+6t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+8t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+3t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-1+9t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+2t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+4t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+5t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+7t \end{cases}$

$_A(7,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-1+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+6t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+8t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+3t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-2+9t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+2t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+4t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+5t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+7t \end{cases}$

$_A(7,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-2+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+6t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+8t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+3t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-3+9t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+2t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+4t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+5t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+7t \end{cases}$

$_A(7,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-3+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+6t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+8t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+3t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-4+9t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+2t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+4t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+5t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+7t \end{cases}$

$_A(7,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-4+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+6t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+8t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+3t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-5+9t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+2t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+4t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+5t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+7t \end{cases}$

$_A(7,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-5+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+6t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+8t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+3t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-6+9t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+2t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+4t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+5t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+7t \end{cases}$

$_A(7,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-6+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+6t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+8t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+3t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-7+9t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+2t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+4t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+5t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+7t \end{cases}$

$_A(7,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-7+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+6t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+8t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+3t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-8+9t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+2t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+4t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+5t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+7t \end{cases}$

$_A(7,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-8+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=7-t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=7-2t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=7-3t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=7-4t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=7-5t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=7-6t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+6t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+8t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=7-7t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+3t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=7-8t \\ y=-9+9t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+2t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+4t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+5t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+7t \end{cases}$

$_A(7,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=7-9t \\ y=-9+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+6t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+8t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+3t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-1+9t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+2t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+4t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+5t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+7t \end{cases}$

$_A(8,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-1+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+6t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+8t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+3t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-2+9t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+2t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+4t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+5t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+7t \end{cases}$

$_A(8,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-2+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+6t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+8t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+3t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-3+9t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+2t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+4t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+5t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+7t \end{cases}$

$_A(8,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-3+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+6t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+8t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+3t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-4+9t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+2t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+4t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+5t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+7t \end{cases}$

$_A(8,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-4+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+6t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+8t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+3t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-5+9t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+2t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+4t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+5t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+7t \end{cases}$

$_A(8,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-5+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+6t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+8t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+3t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-6+9t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+2t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+4t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+5t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+7t \end{cases}$

$_A(8,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-6+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+6t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+8t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+3t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-7+9t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+2t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+4t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+5t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+7t \end{cases}$

$_A(8,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-7+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+6t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+8t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+3t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-8+9t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+2t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+4t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+5t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+7t \end{cases}$

$_A(8,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-8+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=8-t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=8-2t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=8-3t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=8-4t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=8-5t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=8-6t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+6t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+8t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=8-7t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+3t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=8-8t \\ y=-9+9t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+2t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+4t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+5t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+7t \end{cases}$

$_A(8,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=8-9t \\ y=-9+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-1-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-2-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-3-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-4-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-5-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-6-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-7-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-8-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=-9-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-1-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-2-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-3-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-4-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-5-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-6-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-7-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-8-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=-9-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-1-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-2-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-3-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-4-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-5-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-6-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-7-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-8-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=-9-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-1-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-2-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-3-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-4-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-5-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-6-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-7-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-8-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=-9-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-1-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-2-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-3-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-4-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-5-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-6-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-7-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-8-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=-9-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-1-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-2-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-3-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-4-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-5-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-6-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-7-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-8-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=-9-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-1-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-2-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-3-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-4-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-5-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-6-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-7-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-8-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=-9-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-1-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-2-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-3-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-4-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-5-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-6-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-7-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-8-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=-9-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1-9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2-9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3-9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4-9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5-9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6-9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7-9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8-9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9-9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1-9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2-9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3-9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4-9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5-9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6-9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7-9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8-9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9-9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1-9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2-9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3-9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4-9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5-9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6-9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7-9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8-9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9-9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1-9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2-9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3-9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4-9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5-9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6-9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7-9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8-9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9-9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1-9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2-9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3-9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4-9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5-9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6-9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7-9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8-9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9-9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1-9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2-9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3-9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4-9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5-9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6-9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7-9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8-9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9-9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1-9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2-9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3-9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4-9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5-9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6-9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7-9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8-9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9-9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1-9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2-9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3-9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4-9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5-9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6-9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7-9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8-9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9-9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9-8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+6t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+8t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+3t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-1+9t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+2t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+4t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+5t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+7t \end{cases}$

$_A(-1,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-1+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+6t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+8t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+3t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-2+9t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+2t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+4t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+5t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+7t \end{cases}$

$_A(-1,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-2+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+6t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+8t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+3t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-3+9t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+2t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+4t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+5t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+7t \end{cases}$

$_A(-1,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-3+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+6t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+8t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+3t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-4+9t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+2t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+4t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+5t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+7t \end{cases}$

$_A(-1,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-4+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+6t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+8t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+3t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-5+9t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+2t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+4t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+5t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+7t \end{cases}$

$_A(-1,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-5+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+6t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+8t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+3t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-6+9t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+2t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+4t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+5t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+7t \end{cases}$

$_A(-1,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-6+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+6t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+8t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+3t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-7+9t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+2t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+4t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+5t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+7t \end{cases}$

$_A(-1,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-7+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+6t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+8t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+3t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-8+9t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+2t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+4t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+5t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+7t \end{cases}$

$_A(-1,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-8+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+6t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+8t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+3t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=-9+9t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+2t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+4t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+5t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+7t \end{cases}$

$_A(-1,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=-9+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+6t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+8t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+3t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-1+9t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+2t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+4t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+5t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+7t \end{cases}$

$_A(-2,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-1+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+6t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+8t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+3t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-2+9t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+2t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+4t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+5t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+7t \end{cases}$

$_A(-2,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-2+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+6t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+8t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+3t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-3+9t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+2t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+4t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+5t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+7t \end{cases}$

$_A(-2,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-3+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+6t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+8t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+3t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-4+9t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+2t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+4t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+5t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+7t \end{cases}$

$_A(-2,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-4+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+6t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+8t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+3t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-5+9t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+2t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+4t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+5t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+7t \end{cases}$

$_A(-2,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-5+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+6t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+8t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+3t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-6+9t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+2t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+4t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+5t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+7t \end{cases}$

$_A(-2,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-6+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+6t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+8t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+3t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-7+9t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+2t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+4t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+5t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+7t \end{cases}$

$_A(-2,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-7+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+6t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+8t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+3t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-8+9t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+2t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+4t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+5t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+7t \end{cases}$

$_A(-2,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-8+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+6t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+8t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+3t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=-9+9t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+2t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+4t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+5t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+7t \end{cases}$

$_A(-2,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=-9+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+6t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+8t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+3t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-1+9t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+2t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+4t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+5t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+7t \end{cases}$

$_A(-3,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-1+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+6t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+8t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+3t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-2+9t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+2t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+4t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+5t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+7t \end{cases}$

$_A(-3,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-2+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+6t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+8t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+3t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-3+9t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+2t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+4t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+5t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+7t \end{cases}$

$_A(-3,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-3+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+6t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+8t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+3t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-4+9t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+2t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+4t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+5t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+7t \end{cases}$

$_A(-3,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-4+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+6t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+8t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+3t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-5+9t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+2t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+4t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+5t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+7t \end{cases}$

$_A(-3,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-5+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+6t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+8t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+3t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-6+9t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+2t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+4t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+5t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+7t \end{cases}$

$_A(-3,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-6+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+6t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+8t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+3t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-7+9t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+2t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+4t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+5t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+7t \end{cases}$

$_A(-3,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-7+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+6t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+8t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+3t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-8+9t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+2t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+4t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+5t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+7t \end{cases}$

$_A(-3,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-8+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+6t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+8t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+3t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=-9+9t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+2t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+4t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+5t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+7t \end{cases}$

$_A(-3,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=-9+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+6t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+8t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+3t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-1+9t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+2t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+4t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+5t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+7t \end{cases}$

$_A(-4,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-1+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+6t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+8t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+3t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-2+9t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+2t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+4t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+5t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+7t \end{cases}$

$_A(-4,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-2+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+6t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+8t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+3t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-3+9t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+2t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+4t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+5t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+7t \end{cases}$

$_A(-4,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-3+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+6t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+8t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+3t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-4+9t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+2t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+4t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+5t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+7t \end{cases}$

$_A(-4,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-4+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+6t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+8t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+3t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-5+9t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+2t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+4t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+5t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+7t \end{cases}$

$_A(-4,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-5+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+6t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+8t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+3t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-6+9t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+2t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+4t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+5t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+7t \end{cases}$

$_A(-4,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-6+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+6t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+8t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+3t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-7+9t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+2t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+4t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+5t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+7t \end{cases}$

$_A(-4,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-7+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+6t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+8t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+3t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-8+9t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+2t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+4t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+5t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+7t \end{cases}$

$_A(-4,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-8+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+6t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+8t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+3t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=-9+9t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+2t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+4t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+5t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+7t \end{cases}$

$_A(-4,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=-9+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+6t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+8t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+3t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-1+9t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+2t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+4t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+5t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+7t \end{cases}$

$_A(-5,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-1+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+6t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+8t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+3t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-2+9t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+2t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+4t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+5t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+7t \end{cases}$

$_A(-5,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-2+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+6t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+8t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+3t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-3+9t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+2t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+4t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+5t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+7t \end{cases}$

$_A(-5,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-3+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+6t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+8t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+3t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-4+9t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+2t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+4t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+5t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+7t \end{cases}$

$_A(-5,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-4+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+6t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+8t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+3t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-5+9t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+2t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+4t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+5t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+7t \end{cases}$

$_A(-5,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-5+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+6t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+8t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+3t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-6+9t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+2t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+4t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+5t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+7t \end{cases}$

$_A(-5,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-6+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+6t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+8t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+3t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-7+9t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+2t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+4t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+5t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+7t \end{cases}$

$_A(-5,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-7+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+6t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+8t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+3t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-8+9t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+2t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+4t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+5t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+7t \end{cases}$

$_A(-5,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-8+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+6t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+8t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+3t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=-9+9t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+2t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+4t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+5t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+7t \end{cases}$

$_A(-5,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=-9+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+6t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+8t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+3t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-1+9t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+2t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+4t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+5t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+7t \end{cases}$

$_A(-6,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-1+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+6t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+8t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+3t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-2+9t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+2t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+4t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+5t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+7t \end{cases}$

$_A(-6,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-2+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+6t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+8t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+3t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-3+9t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+2t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+4t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+5t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+7t \end{cases}$

$_A(-6,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-3+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+6t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+8t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+3t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-4+9t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+2t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+4t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+5t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+7t \end{cases}$

$_A(-6,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-4+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+6t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+8t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+3t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-5+9t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+2t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+4t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+5t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+7t \end{cases}$

$_A(-6,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-5+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+6t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+8t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+3t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-6+9t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+2t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+4t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+5t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+7t \end{cases}$

$_A(-6,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-6+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+6t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+8t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+3t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-7+9t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+2t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+4t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+5t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+7t \end{cases}$

$_A(-6,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-7+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+6t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+8t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+3t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-8+9t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+2t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+4t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+5t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+7t \end{cases}$

$_A(-6,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-8+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+6t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+8t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+3t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=-9+9t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+2t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+4t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+5t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+7t \end{cases}$

$_A(-6,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=-9+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+6t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+8t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+3t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-1+9t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+2t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+4t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+5t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+7t \end{cases}$

$_A(-7,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-1+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+6t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+8t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+3t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-2+9t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+2t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+4t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+5t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+7t \end{cases}$

$_A(-7,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-2+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+6t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+8t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+3t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-3+9t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+2t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+4t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+5t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+7t \end{cases}$

$_A(-7,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-3+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+6t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+8t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+3t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-4+9t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+2t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+4t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+5t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+7t \end{cases}$

$_A(-7,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-4+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+6t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+8t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+3t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-5+9t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+2t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+4t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+5t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+7t \end{cases}$

$_A(-7,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-5+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+6t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+8t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+3t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-6+9t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+2t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+4t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+5t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+7t \end{cases}$

$_A(-7,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-6+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+6t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+8t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+3t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-7+9t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+2t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+4t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+5t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+7t \end{cases}$

$_A(-7,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-7+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+6t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+8t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+3t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-8+9t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+2t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+4t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+5t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+7t \end{cases}$

$_A(-7,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-8+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+6t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+8t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+3t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=-9+9t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+2t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+4t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+5t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+7t \end{cases}$

$_A(-7,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=-9+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+6t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+8t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+3t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-1+9t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+2t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+4t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+5t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+7t \end{cases}$

$_A(-8,\,-1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-1+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+6t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+8t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+3t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-2+9t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+2t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+4t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+5t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+7t \end{cases}$

$_A(-8,\,-2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-2+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+6t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+8t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+3t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-3+9t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+2t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+4t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+5t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+7t \end{cases}$

$_A(-8,\,-3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-3+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+6t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+8t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+3t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-4+9t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+2t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+4t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+5t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+7t \end{cases}$

$_A(-8,\,-4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-4+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+6t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+8t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+3t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-5+9t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+2t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+4t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+5t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+7t \end{cases}$

$_A(-8,\,-5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-5+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+6t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+8t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+3t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-6+9t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+2t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+4t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+5t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+7t \end{cases}$

$_A(-8,\,-6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-6+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+6t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+8t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+3t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-7+9t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+2t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+4t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+5t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+7t \end{cases}$

$_A(-8,\,-7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-7+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+6t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+8t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+3t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-8+9t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+2t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+4t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+5t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+7t \end{cases}$

$_A(-8,\,-8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-8+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+6t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+8t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+3t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=-9+9t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+2t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+4t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+5t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+7t \end{cases}$

$_A(-8,\,-9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=-9+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=1-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=2-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=3-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=4-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=5-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=6-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=7-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=8-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-1+t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-1+2t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-1+3t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-1+4t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-1+5t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-1+6t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-1+7t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-1+8t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-1+9t \\ y=9-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=1-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=2-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=3-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=4-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=5-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=6-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=7-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=8-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-2+t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-2+2t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-2+3t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-2+4t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-2+5t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-2+6t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-2+7t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-2+8t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-2+9t \\ y=9-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=1-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=2-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=3-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=4-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=5-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=6-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=7-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=8-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-3+t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-3+2t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-3+3t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-3+4t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-3+5t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-3+6t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-3+7t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-3+8t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-3+9t \\ y=9-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=1-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=2-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=3-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=4-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=5-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=6-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=7-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=8-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-4+t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-4+2t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-4+3t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-4+4t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-4+5t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-4+6t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-4+7t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-4+8t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-4+9t \\ y=9-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=1-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=2-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=3-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=4-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=5-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=6-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=7-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=8-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-5+t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-5+2t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-5+3t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-5+4t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-5+5t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-5+6t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-5+7t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-5+8t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-5+9t \\ y=9-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=1-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=2-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=3-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=4-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=5-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=6-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=7-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=8-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-6+t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-6+2t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-6+3t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-6+4t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-6+5t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-6+6t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-6+7t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-6+8t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-6+9t \\ y=9-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=1-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=2-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=3-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=4-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=5-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=6-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=7-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=8-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-7+t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-7+2t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-7+3t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-7+4t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-7+5t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-7+6t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-7+7t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-7+8t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-7+9t \\ y=9-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=1-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=2-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=3-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=4-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=5-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=6-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=7-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=8-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-6,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,-1)ɐȒ}ϐ\$

$\begin{cases} x=-8+t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,-2)ɐȒ}ϐ\$

$\begin{cases} x=-8+2t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,-3)ɐȒ}ϐ\$

$\begin{cases} x=-8+3t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,-4)ɐȒ}ϐ\$

$\begin{cases} x=-8+4t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-6,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,-5)ɐȒ}ϐ\$

$\begin{cases} x=-8+5t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-6)ɐȒ}ϐ\$

$\begin{cases} x=-8+6t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-6,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,-7)ɐȒ}ϐ\$

$\begin{cases} x=-8+7t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,-8)ɐȒ}ϐ\$

$\begin{cases} x=-8+8t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,-9)ɐȒ}ϐ\$

$\begin{cases} x=-8+9t \\ y=9-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1-9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2-9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3-9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4-9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5-9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6-9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7-9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8-9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9-9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1-9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2-9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3-9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4-9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5-9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6-9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7-9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8-9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9-9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1-9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2-9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3-9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4-9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5-9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6-9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7-9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8-9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9-9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1-9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2-9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3-9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4-9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5-9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6-9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7-9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8-9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9-9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1-9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2-9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3-9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4-9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5-9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6-9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7-9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8-9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9-9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1-9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2-9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3-9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4-9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5-9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6-9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7-9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8-9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9-9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1-9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2-9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3-9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4-9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5-9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6-9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7-9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8-9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9-9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1-9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2-9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3-9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4-9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5-9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6-9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7-9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8-9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9-9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(-8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9-8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+6t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+8t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+3t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=1+9t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+2t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+4t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+5t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+7t \end{cases}$

$_A(-1,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=1+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+6t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+8t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+3t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=2+9t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+2t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+4t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+5t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+7t \end{cases}$

$_A(-1,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=2+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+6t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+8t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+3t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=3+9t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+2t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+4t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+5t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+7t \end{cases}$

$_A(-1,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=3+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+6t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+8t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+3t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=4+9t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+2t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+4t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+5t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+7t \end{cases}$

$_A(-1,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=4+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+6t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+8t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+3t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=5+9t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+2t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+4t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+5t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+7t \end{cases}$

$_A(-1,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=5+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+6t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+8t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+3t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=6+9t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+2t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+4t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+5t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+7t \end{cases}$

$_A(-1,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=6+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+6t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+8t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+3t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=7+9t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+2t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+4t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+5t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+7t \end{cases}$

$_A(-1,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=7+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+6t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+8t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+3t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=8+9t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+2t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+4t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+5t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+7t \end{cases}$

$_A(-1,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=8+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-1-t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-1-2t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-1-3t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-1-4t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-1-5t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-1-6t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+6t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+8t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-1-7t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+3t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-1-8t \\ y=9+9t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+2t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+4t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+5t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+7t \end{cases}$

$_A(-1,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-1-9t \\ y=9+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+6t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+8t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+3t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=1+9t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+2t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+4t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+5t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+7t \end{cases}$

$_A(-2,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=1+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+6t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+8t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+3t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=2+9t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+2t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+4t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+5t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+7t \end{cases}$

$_A(-2,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=2+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+6t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+8t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+3t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=3+9t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+2t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+4t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+5t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+7t \end{cases}$

$_A(-2,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=3+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+6t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+8t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+3t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=4+9t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+2t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+4t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+5t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+7t \end{cases}$

$_A(-2,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=4+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+6t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+8t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+3t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=5+9t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+2t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+4t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+5t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+7t \end{cases}$

$_A(-2,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=5+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+6t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+8t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+3t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=6+9t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+2t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+4t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+5t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+7t \end{cases}$

$_A(-2,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=6+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+6t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+8t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+3t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=7+9t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+2t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+4t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+5t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+7t \end{cases}$

$_A(-2,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=7+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+6t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+8t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+3t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=8+9t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+2t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+4t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+5t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+7t \end{cases}$

$_A(-2,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=8+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-2-t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-2-2t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-2-3t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-2-4t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-2-5t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-2-6t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+6t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+8t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-2-7t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+3t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-2-8t \\ y=9+9t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+2t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+4t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+5t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+7t \end{cases}$

$_A(-2,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-2-9t \\ y=9+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+6t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+8t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+3t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=1+9t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+2t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+4t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+5t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+7t \end{cases}$

$_A(-3,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=1+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+6t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+8t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+3t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=2+9t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+2t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+4t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+5t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+7t \end{cases}$

$_A(-3,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=2+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+6t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+8t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+3t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=3+9t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+2t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+4t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+5t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+7t \end{cases}$

$_A(-3,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=3+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+6t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+8t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+3t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=4+9t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+2t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+4t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+5t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+7t \end{cases}$

$_A(-3,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=4+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+6t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+8t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+3t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=5+9t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+2t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+4t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+5t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+7t \end{cases}$

$_A(-3,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=5+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+6t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+8t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+3t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=6+9t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+2t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+4t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+5t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+7t \end{cases}$

$_A(-3,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=6+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+6t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+8t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+3t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=7+9t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+2t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+4t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+5t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+7t \end{cases}$

$_A(-3,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=7+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+6t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+8t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+3t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=8+9t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+2t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+4t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+5t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+7t \end{cases}$

$_A(-3,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=8+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-3-t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-3-2t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-3-3t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-3-4t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-3-5t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-3-6t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+6t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+8t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-3-7t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+3t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-3-8t \\ y=9+9t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+2t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+4t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+5t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+7t \end{cases}$

$_A(-3,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-3-9t \\ y=9+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+6t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+8t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+3t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=1+9t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+2t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+4t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+5t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+7t \end{cases}$

$_A(-4,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=1+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+6t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+8t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+3t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=2+9t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+2t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+4t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+5t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+7t \end{cases}$

$_A(-4,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=2+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+6t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+8t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+3t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=3+9t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+2t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+4t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+5t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+7t \end{cases}$

$_A(-4,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=3+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+6t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+8t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+3t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=4+9t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+2t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+4t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+5t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+7t \end{cases}$

$_A(-4,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=4+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+6t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+8t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+3t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=5+9t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+2t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+4t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+5t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+7t \end{cases}$

$_A(-4,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=5+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+6t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+8t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+3t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=6+9t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+2t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+4t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+5t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+7t \end{cases}$

$_A(-4,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=6+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+6t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+8t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+3t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=7+9t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+2t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+4t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+5t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+7t \end{cases}$

$_A(-4,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=7+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+6t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+8t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+3t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=8+9t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+2t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+4t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+5t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+7t \end{cases}$

$_A(-4,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=8+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-4-t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-4-2t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-4-3t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-4-4t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-4-5t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-4-6t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+6t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+8t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-4-7t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+3t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-4-8t \\ y=9+9t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+2t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+4t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+5t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+7t \end{cases}$

$_A(-4,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-4-9t \\ y=9+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+6t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+8t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+3t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=1+9t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+2t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+4t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+5t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+7t \end{cases}$

$_A(-5,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=1+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+6t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+8t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+3t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=2+9t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+2t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+4t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+5t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+7t \end{cases}$

$_A(-5,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=2+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+6t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+8t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+3t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=3+9t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+2t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+4t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+5t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+7t \end{cases}$

$_A(-5,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=3+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+6t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+8t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+3t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=4+9t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+2t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+4t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+5t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+7t \end{cases}$

$_A(-5,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=4+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+6t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+8t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+3t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=5+9t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+2t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+4t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+5t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+7t \end{cases}$

$_A(-5,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=5+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+6t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+8t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+3t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=6+9t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+2t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+4t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+5t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+7t \end{cases}$

$_A(-5,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=6+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+6t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+8t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+3t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=7+9t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+2t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+4t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+5t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+7t \end{cases}$

$_A(-5,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=7+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+6t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+8t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+3t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=8+9t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+2t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+4t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+5t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+7t \end{cases}$

$_A(-5,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=8+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-5-t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-5-2t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-5-3t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-5-4t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-5-5t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-5-6t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+6t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+8t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-5-7t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+3t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-5-8t \\ y=9+9t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+2t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+4t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+5t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+7t \end{cases}$

$_A(-5,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-5-9t \\ y=9+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+6t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+8t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+3t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=1+9t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+2t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+4t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+5t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+7t \end{cases}$

$_A(-6,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=1+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+6t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+8t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+3t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=2+9t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+2t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+4t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+5t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+7t \end{cases}$

$_A(-6,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=2+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+6t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+8t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+3t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=3+9t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+2t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+4t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+5t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+7t \end{cases}$

$_A(-6,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=3+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+6t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+8t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+3t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=4+9t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+2t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+4t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+5t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+7t \end{cases}$

$_A(-6,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=4+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+6t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+8t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+3t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=5+9t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+2t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+4t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+5t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+7t \end{cases}$

$_A(-6,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=5+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+6t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+8t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+3t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=6+9t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+2t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+4t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+5t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+7t \end{cases}$

$_A(-6,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=6+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+6t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+8t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+3t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=7+9t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+2t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+4t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+5t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+7t \end{cases}$

$_A(-6,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=7+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+6t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+8t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+3t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=8+9t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+2t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+4t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+5t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+7t \end{cases}$

$_A(-6,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=8+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-6-t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-6-2t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-6-3t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-6-4t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-6-5t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-6-6t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+6t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+8t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-6-7t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+3t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-6-8t \\ y=9+9t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+2t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+4t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+5t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+7t \end{cases}$

$_A(-6,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-6-9t \\ y=9+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+6t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+8t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+3t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=1+9t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+2t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+4t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+5t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+7t \end{cases}$

$_A(-7,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=1+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+6t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+8t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+3t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=2+9t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+2t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+4t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+5t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+7t \end{cases}$

$_A(-7,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=2+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+6t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+8t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+3t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=3+9t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+2t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+4t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+5t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+7t \end{cases}$

$_A(-7,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=3+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+6t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+8t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+3t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=4+9t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+2t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+4t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+5t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+7t \end{cases}$

$_A(-7,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=4+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+6t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+8t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+3t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=5+9t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+2t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+4t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+5t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+7t \end{cases}$

$_A(-7,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=5+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+6t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+8t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+3t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=6+9t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+2t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+4t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+5t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+7t \end{cases}$

$_A(-7,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=6+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+6t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+8t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+3t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=7+9t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+2t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+4t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+5t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+7t \end{cases}$

$_A(-7,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=7+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+6t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+8t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+3t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=8+9t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+2t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+4t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+5t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+7t \end{cases}$

$_A(-7,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=8+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-7-t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-7-2t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-7-3t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-7-4t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-7-5t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-7-6t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+6t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+8t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-7-7t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+3t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-7-8t \\ y=9+9t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+2t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+4t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+5t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+7t \end{cases}$

$_A(-7,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-7-9t \\ y=9+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+6t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+8t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+3t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=1+9t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+2t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+4t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+5t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+7t \end{cases}$

$_A(-8,\,1)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=1+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+6t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+8t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+3t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=2+9t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+2t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+4t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+5t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+7t \end{cases}$

$_A(-8,\,2)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=2+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+6t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+8t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+3t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=3+9t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+2t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+4t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+5t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+7t \end{cases}$

$_A(-8,\,3)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=3+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+6t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+8t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+3t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=4+9t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+2t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+4t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+5t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+7t \end{cases}$

$_A(-8,\,4)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=4+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+6t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+8t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+3t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=5+9t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+2t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+4t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+5t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+7t \end{cases}$

$_A(-8,\,5)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=5+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+6t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+8t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+3t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=6+9t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+2t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+4t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+5t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+7t \end{cases}$

$_A(-8,\,6)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=6+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+6t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+8t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+3t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=7+9t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+2t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+4t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+5t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+7t \end{cases}$

$_A(-8,\,7)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=7+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+6t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+8t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+3t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=8+9t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+2t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+4t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+5t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+7t \end{cases}$

$_A(-8,\,8)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=8+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(6,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,1)ɐȒ}ϐ\$

$\begin{cases} x=-8-t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,2)ɐȒ}ϐ\$

$\begin{cases} x=-8-2t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,3)ɐȒ}ϐ\$

$\begin{cases} x=-8-3t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,4)ɐȒ}ϐ\$

$\begin{cases} x=-8-4t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(6,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,5)ɐȒ}ϐ\$

$\begin{cases} x=-8-5t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,6)ɐȒ}ϐ\$

$\begin{cases} x=-8-6t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(6,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+6t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+8t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,7)ɐȒ}ϐ\$

$\begin{cases} x=-8-7t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(3,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+3t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(9,\,8)ɐȒ}ϐ\$

$\begin{cases} x=-8-8t \\ y=9+9t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(1,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(2,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+2t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(4,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+4t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(5,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+5t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(7,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+7t \end{cases}$

$_A(-8,\,9)ʂA\beku n=(8,\,9)ɐȒ}ϐ\$

$\begin{cases} x=-8-9t \\ y=9+8t \end{cases}$






[Level7]




[EOF]

